diff -Nru maxima-5.28.0/INSTALL.win32 maxima-5.29.1/INSTALL.win32 --- maxima-5.28.0/INSTALL.win32 2012-06-15 05:21:34.000000000 +0000 +++ maxima-5.29.1/INSTALL.win32 2012-12-04 05:54:48.000000000 +0000 @@ -244,6 +244,14 @@ - f(x):=x+2; - compile(f); - f(2); - o Plot something + o Test the graphics systems in both xmaxima and wxmaxima + - plot2d(sin(x),[x,0,10]); + - plot3d(x*y,[x,-1,1],[y,-1,1]); + - load(draw)$ + draw3d(xu_grid = 30, yv_grid = 60, surface_hide = true, + parametric_surface(cos(phi) * sin(theta), + sin(phi) * sin(theta), + cos(theta), + theta, 0, %pi, phi, 0, 2 * %pi))$ o Try out the on-line help: describe(sin) diff -Nru maxima-5.28.0/Makefile.in maxima-5.29.1/Makefile.in --- maxima-5.28.0/Makefile.in 2012-08-12 21:21:58.000000000 +0000 +++ maxima-5.29.1/Makefile.in 2012-12-10 20:34:31.000000000 +0000 @@ -206,6 +206,7 @@ target_alias = @target_alias@ top_builddir = @top_builddir@ top_srcdir = @top_srcdir@ +win32 = @win32@ @ENABLE_GETTEXT_TRUE@LOCALE_DIR = locale SUBDIRS = admin src lisp-utils tests doc interfaces share demo plotting $(LOCALE_DIR) EXTRA_DIST = \ diff -Nru maxima-5.28.0/admin/Makefile.in maxima-5.29.1/admin/Makefile.in --- maxima-5.28.0/admin/Makefile.in 2012-08-12 21:21:54.000000000 +0000 +++ maxima-5.29.1/admin/Makefile.in 2012-12-10 20:34:28.000000000 +0000 @@ -171,6 +171,7 @@ target_alias = @target_alias@ top_builddir = @top_builddir@ top_srcdir = @top_srcdir@ +win32 = @win32@ EXTRA_DIST = make_share_list all: all-am diff -Nru maxima-5.28.0/admin/make_share_list maxima-5.29.1/admin/make_share_list --- maxima-5.28.0/admin/make_share_list 2012-04-29 20:56:48.000000000 +0000 +++ maxima-5.29.1/admin/make_share_list 2012-12-04 05:54:48.000000000 +0000 @@ -14,6 +14,7 @@ # last line. find ../share -type f | +egrep -v '\.ERR$' | egrep -v 'CVS|Makefile(\.in|\.am)?|^\./Makefile|\.gitignore' | egrep -v '/fortran/' | egrep -v 'colnew/ex./' | diff -Nru maxima-5.28.0/configure maxima-5.29.1/configure --- maxima-5.28.0/configure 2012-08-12 16:24:17.000000000 +0000 +++ maxima-5.29.1/configure 2012-12-10 20:34:16.000000000 +0000 @@ -648,6 +648,7 @@ host_vendor host_os EXEEXT +win32 WIN32_TRUE WIN32_FALSE clisp_found @@ -2162,7 +2163,7 @@ # Define the identity of the package. PACKAGE=maxima - VERSION=5.28.0 + VERSION=5.29.1 cat >>confdefs.h <<_ACEOF @@ -2506,6 +2507,7 @@ EXEEXT= esac + if test x$win32 = xtrue; then WIN32_TRUE= WIN32_FALSE='#' @@ -4891,6 +4893,11 @@ ac_config_files="$ac_config_files xmaxima-local" + +# Convert maxima.bat to DOS line ending +# sed-3.02 in old mingw distribution doesn't support -i or \r +# dos2unix may not be present, but perl is required elsewhere +# perl -i interferes with binmode so need to use a temporary file ac_config_files="$ac_config_files src/maxima.bat" @@ -5834,6 +5841,7 @@ host_vendor!$host_vendor$ac_delim host_os!$host_os$ac_delim EXEEXT!$EXEEXT$ac_delim +win32!$win32$ac_delim WIN32_TRUE!$WIN32_TRUE$ac_delim WIN32_FALSE!$WIN32_FALSE$ac_delim clisp_found!$clisp_found$ac_delim @@ -5859,7 +5867,6 @@ LANG_PT_FALSE!$LANG_PT_FALSE$ac_delim LANG_PT_UTF8_TRUE!$LANG_PT_UTF8_TRUE$ac_delim LANG_PT_UTF8_FALSE!$LANG_PT_UTF8_FALSE$ac_delim -LANG_PT_BR_TRUE!$LANG_PT_BR_TRUE$ac_delim _ACEOF if test `sed -n "s/.*$ac_delim\$/X/p" conf$$subs.sed | grep -c X` = 97; then @@ -5901,6 +5908,7 @@ ac_delim='%!_!# ' for ac_last_try in false false false false false :; do cat >conf$$subs.sed <<_ACEOF +LANG_PT_BR_TRUE!$LANG_PT_BR_TRUE$ac_delim LANG_PT_BR_FALSE!$LANG_PT_BR_FALSE$ac_delim LANG_PT_BR_UTF8_TRUE!$LANG_PT_BR_UTF8_TRUE$ac_delim LANG_PT_BR_UTF8_FALSE!$LANG_PT_BR_UTF8_FALSE$ac_delim @@ -5980,7 +5988,7 @@ LTLIBOBJS!$LTLIBOBJS$ac_delim _ACEOF - if test `sed -n "s/.*$ac_delim\$/X/p" conf$$subs.sed | grep -c X` = 77; then + if test `sed -n "s/.*$ac_delim\$/X/p" conf$$subs.sed | grep -c X` = 78; then break elif $ac_last_try; then { { echo "$as_me:$LINENO: error: could not make $CONFIG_STATUS" >&5 @@ -6292,7 +6300,7 @@ case $ac_file$ac_mode in "maxima-local":F) chmod +x maxima-local ;; "xmaxima-local":F) chmod +x xmaxima-local ;; - "src/maxima.bat":F) sed -i -e 's/$/\r/' src/maxima.bat ;; + "src/maxima.bat":F) (perl -ne 'BEGIN{binmode(STDOUT,":crlf")};' -e 'print' < src/maxima.bat > src/maxima.bat.tmp; mv src/maxima.bat.tmp src/maxima.bat) ;; esac done # for ac_tag diff -Nru maxima-5.28.0/configure.in maxima-5.29.1/configure.in --- maxima-5.28.0/configure.in 2012-08-12 16:17:53.000000000 +0000 +++ maxima-5.29.1/configure.in 2012-12-10 20:30:57.000000000 +0000 @@ -5,7 +5,7 @@ dnl If git is available, the version number here is not used. dnl Instead, git is used to derive the version based on the closest dnl annotated branch tag. -AM_INIT_AUTOMAKE(maxima,5.28.0) +AM_INIT_AUTOMAKE(maxima,5.29.1) AM_PATH_LISPDIR @@ -29,6 +29,7 @@ EXEEXT= esac AC_SUBST(EXEEXT) +AC_SUBST(win32) AM_CONDITIONAL(WIN32, test x$win32 = xtrue) explicit_lisp=false @@ -1031,8 +1032,12 @@ # Configure these files and make them executable AC_CONFIG_FILES([maxima-local], chmod +x maxima-local) AC_CONFIG_FILES([xmaxima-local], chmod +x xmaxima-local) -dnl Convert to DOS line ending (using sed because we know it is present) -AC_CONFIG_FILES([src/maxima.bat], sed -i -e 's/$/\r/' src/maxima.bat) + +# Convert maxima.bat to DOS line ending +# sed-3.02 in old mingw distribution doesn't support -i or \r +# dos2unix may not be present, but perl is required elsewhere +# perl -i interferes with binmode so need to use a temporary file +AC_CONFIG_FILES([src/maxima.bat], (perl -ne 'BEGIN{binmode(STDOUT,":crlf")};' -e 'print' < src/maxima.bat > src/maxima.bat.tmp; mv src/maxima.bat.tmp src/maxima.bat)) AC_OUTPUT(Makefile maxima.spec maxima.iss \ admin/Makefile src/Makefile src/maxima src/rmaxima src/autoconf-variables.lisp \ diff -Nru maxima-5.28.0/debian/changelog maxima-5.29.1/debian/changelog --- maxima-5.28.0/debian/changelog 2012-09-05 10:18:34.000000000 +0000 +++ maxima-5.29.1/debian/changelog 2013-01-23 07:53:02.000000000 +0000 @@ -1,8 +1,8 @@ -maxima (5.28.0-1~ppa1~quantal) quantal; urgency=low +maxima (5.29.1-1~ppa1~quantal) quantal; urgency=low * Packaging for Ubuntu 12.10 - -- István Blahota Thu, 16 Aug 2012 12:06:25 +0200 + -- István Blahota Wed, 23 Jan 2013 08:52:53 +0200 maxima (5.28.0-1~ppa1~precise) precise; urgency=low diff -Nru maxima-5.28.0/demo/Makefile.in maxima-5.29.1/demo/Makefile.in --- maxima-5.28.0/demo/Makefile.in 2012-08-12 21:21:54.000000000 +0000 +++ maxima-5.29.1/demo/Makefile.in 2012-12-10 20:34:28.000000000 +0000 @@ -184,6 +184,7 @@ target_alias = @target_alias@ top_builddir = @top_builddir@ top_srcdir = @top_srcdir@ +win32 = @win32@ verpkglibdir = $(pkglibdir)/@VERSION@ verpkglibexecdir = $(libexecdir)/@PACKAGE@/@VERSION@ verpkgdatadir = $(pkgdatadir)/@VERSION@ diff -Nru maxima-5.28.0/doc/Makefile.in maxima-5.29.1/doc/Makefile.in --- maxima-5.28.0/doc/Makefile.in 2012-08-12 21:21:54.000000000 +0000 +++ maxima-5.29.1/doc/Makefile.in 2012-12-10 20:34:28.000000000 +0000 @@ -186,6 +186,7 @@ target_alias = @target_alias@ top_builddir = @top_builddir@ top_srcdir = @top_srcdir@ +win32 = @win32@ SUBDIRS = info man intromax share emaxima genericdir = $(docdir) genericdirDATA = \ diff -Nru maxima-5.28.0/doc/emaxima/Makefile.in maxima-5.29.1/doc/emaxima/Makefile.in --- maxima-5.28.0/doc/emaxima/Makefile.in 2012-08-12 21:21:54.000000000 +0000 +++ maxima-5.29.1/doc/emaxima/Makefile.in 2012-12-10 20:34:28.000000000 +0000 @@ -184,6 +184,7 @@ target_alias = @target_alias@ top_builddir = @top_builddir@ top_srcdir = @top_srcdir@ +win32 = @win32@ doc_DATA = EMaximaIntro.ps verpkglibdir = $(pkglibdir)/@VERSION@ verpkglibexecdir = $(libexecdir)/@PACKAGE@/@VERSION@ diff -Nru maxima-5.28.0/doc/info/Bugs.texi maxima-5.29.1/doc/info/Bugs.texi --- maxima-5.28.0/doc/info/Bugs.texi 2012-04-29 20:56:48.000000000 +0000 +++ maxima-5.29.1/doc/info/Bugs.texi 2012-12-04 05:54:48.000000000 +0000 @@ -24,7 +24,7 @@ @item display_known_bugs Displays tests that are marked as known bugs. (Default is @code{false}). @item tests -This is a list of tests that should be run. Each test can be specified by +This is a single test or a list of tests that should be run. Each test can be specified by either a string or a symbol. By default, all tests are run. The complete set of tests is specified by @mrefdot{testsuite_files} @item time diff -Nru maxima-5.28.0/doc/info/Makefile.in maxima-5.29.1/doc/info/Makefile.in --- maxima-5.28.0/doc/info/Makefile.in 2012-08-12 21:21:54.000000000 +0000 +++ maxima-5.29.1/doc/info/Makefile.in 2012-12-10 20:34:29.000000000 +0000 @@ -211,6 +211,7 @@ target_alias = @target_alias@ top_builddir = @top_builddir@ top_srcdir = @top_srcdir@ +win32 = @win32@ @LANG_ES_TRUE@ES_DIR = es @LANG_ES_UTF8_TRUE@ES_DIR_UTF8 = es.utf8 @LANG_PT_TRUE@PT_DIR = pt diff -Nru maxima-5.28.0/doc/info/Special.texi maxima-5.29.1/doc/info/Special.texi --- maxima-5.28.0/doc/info/Special.texi 2012-08-05 03:45:12.000000000 +0000 +++ maxima-5.29.1/doc/info/Special.texi 2012-12-04 05:54:48.000000000 +0000 @@ -615,9 +615,36 @@ @end deffn @c ----------------------------------------------------------------------------- +@deffn {Function} gamma_greek (@var{a}, @var{z}) + +The lower incomplete gamma function (A&S 6.5.2): + +@ifnottex +@example + z + / + [ a - 1 - t + gamma_greek(a, z) = I t %e dt + ] + / + 0 +@end example +@end ifnottex +@tex +$$\gamma\left(a , z\right)=\int_{0}^{z}{t^{a-1}\,e^ {- t }\;dt}$$ +@end tex + +See also @code{gamma_incomplete} (upper incomplete gamma function). + +@opencatbox +@category{Gamma and factorial functions} @category{Special functions} +@closecatbox +@end deffn + +@c ----------------------------------------------------------------------------- @deffn {Function} gamma_incomplete (@var{a}, @var{z}) -The incomplete upper gamma function A&S 6.5.2: +The incomplete upper gamma function A&S 6.5.3: @ifnottex @example diff -Nru maxima-5.28.0/doc/info/common-lang.mk maxima-5.29.1/doc/info/common-lang.mk --- maxima-5.28.0/doc/info/common-lang.mk 2012-06-15 05:21:34.000000000 +0000 +++ maxima-5.29.1/doc/info/common-lang.mk 2012-12-04 05:54:48.000000000 +0000 @@ -46,9 +46,8 @@ maxima.chm: maxima.html maxima.hhp contents.hhc index.hhk $(MKDIR_P) chm $(MKDIR_P) chm/figures - cp *.html chm - for hfile in chm/*.html ; do \ - sed -i -e 's|../figures|figures|g' $$hfile; \ + for hfile in *.html ; do \ + sed -e 's|../figures|figures|g' < $$hfile > chm/$$hfile; \ done cp maxima.hhp contents.hhc index.hhk chm cp ../figures/*.gif chm/figures diff -Nru maxima-5.28.0/doc/info/de/Makefile.in maxima-5.29.1/doc/info/de/Makefile.in --- maxima-5.28.0/doc/info/de/Makefile.in 2012-08-12 21:21:55.000000000 +0000 +++ maxima-5.29.1/doc/info/de/Makefile.in 2012-12-10 20:34:29.000000000 +0000 @@ -199,6 +199,7 @@ target_alias = @target_alias@ top_builddir = @top_builddir@ top_srcdir = @top_srcdir@ +win32 = @win32@ MAKEINFOFLAGS = --enable-encoding lang = de langsdir = /de @@ -687,9 +688,8 @@ maxima.chm: maxima.html maxima.hhp contents.hhc index.hhk $(MKDIR_P) chm $(MKDIR_P) chm/figures - cp *.html chm - for hfile in chm/*.html ; do \ - sed -i -e 's|../figures|figures|g' $$hfile; \ + for hfile in *.html ; do \ + sed -e 's|../figures|figures|g' < $$hfile > chm/$$hfile; \ done cp maxima.hhp contents.hhc index.hhk chm cp ../figures/*.gif chm/figures diff -Nru maxima-5.28.0/doc/info/de/graphs.de.texi maxima-5.29.1/doc/info/de/graphs.de.texi --- maxima-5.28.0/doc/info/de/graphs.de.texi 2011-08-21 19:26:00.000000000 +0000 +++ maxima-5.29.1/doc/info/de/graphs.de.texi 2012-12-04 05:54:48.000000000 +0000 @@ -325,9 +325,9 @@ @c @closecatbox @end deffn -@ifnotinfo +@ifhtml @image{../figures/graphs01,6cm} -@end ifnotinfo +@end ifhtml @deffn {Function} graph_union (@var{g1}, @var{g1}) Returns the union (sum) of graphs @var{g1} and @var{g2}. @@ -816,9 +816,9 @@ (%o3) [[6, 7], [4, 5, 6], [1, 2], [2, 3, 4]] @end example -@ifnotinfo +@ifhtml @image{../figures/graphs13,6cm} -@end ifnotinfo +@end ifhtml @c @opencatbox @c @category{Package graphs} @category{Package graphs - properties} @@ -851,9 +851,9 @@ @c @closecatbox @end deffn -@ifnotinfo +@ifhtml @image{../figures/graphs02,6cm} -@end ifnotinfo +@end ifhtml @c ----------------------------------------------------------------------------- @deffn {Function} chromatic_index (@var{gr}) @@ -1320,9 +1320,9 @@ @c @closecatbox @end deffn -@ifnotinfo +@ifhtml @image{../figures/graphs03,6cm} -@end ifnotinfo +@end ifhtml @c ----------------------------------------------------------------------------- @deffn {Function} hamilton_path (@var{gr}) @@ -1349,9 +1349,9 @@ @c @closecatbox @end deffn -@ifnotinfo +@ifhtml @image{../figures/graphs04,6cm} -@end ifnotinfo +@end ifhtml @c ----------------------------------------------------------------------------- @deffn {Function} isomorphism (@var{gr1}, @var{gr2}) @@ -1857,9 +1857,9 @@ @c @closecatbox @end deffn -@ifnotinfo +@ifhtml @image{../figures/graphs05,6cm} -@end ifnotinfo +@end ifhtml @c ----------------------------------------------------------------------------- @deffn {Function} max_matching (@var{gr}) @@ -1970,9 +1970,9 @@ @c @closecatbox @end deffn -@ifnotinfo +@ifhtml @image{../figures/graphs07,6cm} -@end ifnotinfo +@end ifhtml @c ----------------------------------------------------------------------------- @deffn {Function} neighbors (@var{v}, @var{gr}) @@ -2217,9 +2217,9 @@ @c @closecatbox @end deffn -@ifnotinfo +@ifhtml @image{../figures/graphs08,6cm} -@end ifnotinfo +@end ifhtml @c ----------------------------------------------------------------------------- @deffn {Function} shortest_weighted_path (@var{u}, @var{v}, @var{gr}) @@ -2860,9 +2860,9 @@ vertex_size=0)$ @end example -@ifnotinfo +@ifhtml @image{../figures/graphs09,6cm} -@end ifnotinfo +@end ifhtml Example 2: @@ -2905,9 +2905,9 @@ )$ @end example -@ifnotinfo +@ifhtml @image{../figures/graphs10,6cm} -@end ifnotinfo +@end ifhtml Example 3: @@ -2954,9 +2954,9 @@ )$ @end example -@ifnotinfo +@ifhtml @image{../figures/graphs11,6cm} -@end ifnotinfo +@end ifhtml Example 4: @@ -3009,9 +3009,9 @@ )$ @end example -@ifnotinfo +@ifhtml @image{../figures/graphs12,6cm} -@end ifnotinfo +@end ifhtml Example 5: @@ -3028,9 +3028,9 @@ (%o3) done @end example -@ifnotinfo +@ifhtml @image{../figures/graphs14,6cm} -@end ifnotinfo +@end ifhtml Example 6: @@ -3049,9 +3049,9 @@ (%o3) done @end example -@ifnotinfo +@ifhtml @image{../figures/graphs15,6cm} -@end ifnotinfo +@end ifhtml @c @opencatbox @c @category{Package graphs} diff -Nru maxima-5.28.0/doc/info/de/include-maxima.de.texi maxima-5.29.1/doc/info/de/include-maxima.de.texi --- maxima-5.28.0/doc/info/de/include-maxima.de.texi 2012-04-29 20:56:48.000000000 +0000 +++ maxima-5.29.1/doc/info/de/include-maxima.de.texi 2012-12-04 05:54:48.000000000 +0000 @@ -55,7 +55,7 @@ @titlepage @sp 10 @center @titlefont{Maxima Manual} -@center Version 5.26 +@center Version 5.29 @sp 2 @center Deutsche @"Ubersetzung @page diff -Nru maxima-5.28.0/doc/info/de/maxima-index.lisp maxima-5.29.1/doc/info/de/maxima-index.lisp --- maxima-5.28.0/doc/info/de/maxima-index.lisp 2012-07-10 01:49:29.000000000 +0000 +++ maxima-5.29.1/doc/info/de/maxima-index.lisp 2012-12-10 20:38:44.000000000 +0000 @@ -2,2646 +2,2646 @@ (defun cause-maxima-index-to-load () nil) (defparameter *info-deffn-defvr-pairs* '( ; CONTENT: ( . ( )) -("!" . ("maxima.info-2" 122152 3871 "Funktionen der Kombinatorik")) -("!!" . ("maxima.info-2" 115247 1009 "Funktionen der Kombinatorik")) -("#" . ("maxima.info-1" 284278 1560 "Operatoren fr Gleichungen")) -("$" . ("maxima.info-1" 46040 700 "Funktionen und Variablen der Eingabe")) -("%" . ("maxima.info-1" 49588 735 "Funktionen und Variablen der Eingabe")) -("%%" . ("maxima.info-1" 50325 1641 "Funktionen und Variablen der Eingabe")) -("%and" . ("maxima.info-8" 191436 2854 "Functions and Variables for to_poly_solve")) -("%c" . ("maxima.info-6" 15083 76 "Functions and Variables for contrib_ode")) -("%e" . ("maxima.info-1" 121699 2040 "Funktionen und Variablen fr Konstante")) +("!" . ("maxima.info-2" 122157 3871 "Funktionen der Kombinatorik")) +("!!" . ("maxima.info-2" 115252 1009 "Funktionen der Kombinatorik")) +("#" . ("maxima.info-1" 284283 1560 "Operatoren fr Gleichungen")) +("$" . ("maxima.info-1" 46045 700 "Funktionen und Variablen der Eingabe")) +("%" . ("maxima.info-1" 49593 735 "Funktionen und Variablen der Eingabe")) +("%%" . ("maxima.info-1" 50330 1641 "Funktionen und Variablen der Eingabe")) +("%and" . ("maxima.info-8" 191441 2854 "Functions and Variables for to_poly_solve")) +("%c" . ("maxima.info-6" 15088 76 "Functions and Variables for contrib_ode")) +("%e" . ("maxima.info-1" 121704 2040 "Funktionen und Variablen fr Konstante")) ("%e_to_numlog" . ("" -1 810 "Wurzel-, Exponential- und Logarithmusfunktion")) -("%edispflag" . ("maxima.info-1" 72616 610 "Funktionen und Variablen der Ausgabe")) +("%edispflag" . ("maxima.info-1" 72621 610 "Funktionen und Variablen der Ausgabe")) ("%emode" . ("" -1 371 "Wurzel-, Exponential- und Logarithmusfunktion")) ("%enumer" . ("" -1 638 "Wurzel-, Exponential- und Logarithmusfunktion")) -("%f" . ("maxima.info-5" 14611 255 "Hypergeometrische Funktionen")) -("%gamma" . ("maxima.info-1" 124760 869 "Funktionen und Variablen fr Konstante")) -("%i" . ("maxima.info-1" 123741 810 "Funktionen und Variablen fr Konstante")) -("%iargs" . ("maxima.info-2" 164424 1003 "Funktionen und Variablen fr Winkelfunktionen")) -("%if" . ("maxima.info-8" 194292 1591 "Functions and Variables for to_poly_solve")) -("%k1" . ("maxima.info-6" 15161 85 "Functions and Variables for contrib_ode")) -("%k2" . ("maxima.info-6" 15248 86 "Functions and Variables for contrib_ode")) -("%m" . ("maxima.info-5" 14320 173 "Hypergeometrische Funktionen")) -("%or" . ("maxima.info-8" 195885 2802 "Functions and Variables for to_poly_solve")) -("%phi" . ("maxima.info-1" 127479 2820 "Funktionen und Variablen fr Konstante")) -("%pi" . ("maxima.info-1" 130301 1974 "Funktionen und Variablen fr Konstante")) -("%piargs" . ("maxima.info-2" 162321 2101 "Funktionen und Variablen fr Winkelfunktionen")) -("%rnum" . ("maxima.info-3" 342858 0 "Funktionen und Variablen fr Gleichungen")) -("%rnum_list" . ("maxima.info-3" 342858 0 "Funktionen und Variablen fr Gleichungen")) -("%s" . ("maxima.info-5" 26875 117 "Weitere spezielle Funktionen")) -("%th" . ("maxima.info-1" 51968 1053 "Funktionen und Variablen der Eingabe")) -("%unitexpand" . ("maxima.info-8" 260852 148 "Functions and Variables for Units")) -("%w" . ("maxima.info-5" 14495 114 "Hypergeometrische Funktionen")) -("'" . ("maxima.info-2" 18894 3572 "Funktionen und Variablen fr die Auswertung")) -("''" . ("maxima.info-2" 22468 5764 "Funktionen und Variablen fr die Auswertung")) -("*" . ("maxima.info-1" 266489 7539 "Arithmetische Operatoren")) -("**" . ("maxima.info-1" 274030 790 "Arithmetische Operatoren")) -("+" . ("maxima.info-1" 266457 7571 "Arithmetische Operatoren")) -("-" . ("maxima.info-1" 266473 7555 "Arithmetische Operatoren")) -("." . ("maxima.info-1" 275417 168 "Arithmetische Operatoren")) -("/" . ("maxima.info-1" 266505 7523 "Arithmetische Operatoren")) -(":" . ("maxima.info-1" 300461 0 "Zuweisungsoperatoren")) -("::" . ("maxima.info-1" 300461 0 "Zuweisungsoperatoren")) -("::=" . ("maxima.info-1" 300461 0 "Zuweisungsoperatoren")) -(":=" . ("maxima.info-1" 300461 0 "Zuweisungsoperatoren")) -(";" . ("maxima.info-1" 45508 530 "Funktionen und Variablen der Eingabe")) -("<" . ("maxima.info-1" 275770 3003 "Relationale Operatoren")) -("<=" . ("maxima.info-1" 275786 2987 "Relationale Operatoren")) -("=" . ("maxima.info-1" 285840 4554 "Operatoren fr Gleichungen")) -(">" . ("maxima.info-1" 275820 2953 "Relationale Operatoren")) -(">=" . ("maxima.info-1" 275803 2970 "Relationale Operatoren")) -("?" . ("maxima.info-1" 53023 573 "Funktionen und Variablen der Eingabe")) -("??" . ("maxima.info-1" 53598 311 "Funktionen und Variablen der Eingabe")) -("@" . ("maxima.info-1" 195594 1685 "Funktionen und Variablen fr Strukturen")) -("Addition" . ("maxima.info-1" 266457 7571 "Arithmetische Operatoren")) -("Aktuelle Eingabe" . ("maxima.info-1" 46742 1241 "Funktionen und Variablen der Eingabe")) -("AntiDifference" . 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("maxima.info-2" 176304 2673)) +("Zuweisungsoperatoren" . ("maxima.info-1" 290537 9886)) )) (load-info-hashtables) diff -Nru maxima-5.28.0/doc/info/de/maxima.html maxima-5.29.1/doc/info/de/maxima.html --- maxima-5.28.0/doc/info/de/maxima.html 2012-07-10 01:49:48.000000000 +0000 +++ maxima-5.29.1/doc/info/de/maxima.html 2012-12-10 20:39:01.000000000 +0000 @@ -1,6 +1,6 @@ - + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + - - -Maxima Manual: B. Documentation Kategorien - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -
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- - This document was generated by Robert on November, 5 2011 using texi2html 1.76. - -
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- - diff -Nru maxima-5.28.0/doc/info/de/maxima_abt.html maxima-5.29.1/doc/info/de/maxima_abt.html --- maxima-5.28.0/doc/info/de/maxima_abt.html 2012-07-10 01:50:09.000000000 +0000 +++ maxima-5.29.1/doc/info/de/maxima_abt.html 2012-12-10 20:39:20.000000000 +0000 @@ -1,6 +1,6 @@ - + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + -Maxima 5.28.0 Manual: +Maxima 5.29.1 Manual: - - + + @@ -147,7 +147,7 @@ [Index] [ ? ] -

Maxima 5.28.0 Manual +

Maxima 5.29.1 Manual

@@ -946,7 +946,7 @@

- This document was generated by Robert on August, 12 2012 using texi2html 1.76. + This document was generated by Robert on December, 10 2012 using texi2html 1.76.
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Introduction to contrib_ode1357641 +Node: Functions and Variables for contrib_ode1363025 +Node: Possible improvements to contrib_ode1367933 +Node: Test cases for contrib_ode1369048 +Node: References for contrib_ode1369815 +Node: descriptive1371368 +Node: Introduction to descriptive1371681 +Node: Functions and Variables for data manipulation1376763 +Node: Functions and Variables for descriptive statistics1387672 +Node: Functions and Variables for statistical graphs1418986 +Node: diag1437721 +Node: Functions and Variables for diag1437865 +Node: distrib1454808 +Node: Introduction to distrib1455054 +Node: Functions and Variables for continuous distributions1461190 +Node: Functions and Variables for discrete distributions1518452 +Node: draw1542392 +Node: Introduction to draw1542638 +Node: Functions and Variables for draw1543113 +Node: Functions and Variables for pictures1660485 +Node: Functions and Variables for worldmap1664745 +Node: drawdf1676837 +Node: Introduction to drawdf1677010 +Node: Functions and Variables for drawdf1678884 +Node: dynamics1687325 +Node: Introduction to dynamics1687509 +Node: Functions and Variables for dynamics1689104 +Node: ezunits1704764 +Node: Introduction to ezunits1704980 +Node: Introduction to physical_constants1708604 +Node: Functions and Variables for ezunits1713322 +Node: f901741305 +Node: Functions and Variables for f901741441 +Ref: function_f901741599 +Node: finance1743416 +Node: Introduction to finance1743593 +Node: Functions and Variables for finance1744185 +Node: fractals1755053 +Node: Introduction to fractals1755330 +Node: Definitions for IFS fractals1755942 +Node: Definitions for complex fractals1757657 +Node: Definitions for Koch snowflakes1759949 +Node: Definitions for Peano maps1760924 +Node: ggf1761695 +Node: Functions and Variables for ggf1761831 +Node: graphs1763598 +Node: Introduction to graphs1763769 +Node: Functions and Variables for graphs1764838 +Node: grobner1813510 +Node: Introduction to grobner1813691 +Node: Functions and Variables for grobner1815425 +Ref: poly_gcd1825735 +Node: impdiff1829550 +Node: Functions and Variables for impdiff1829703 +Node: interpol1830337 +Node: Introduction to interpol1830521 +Node: Functions and Variables for interpol1830923 +Node: lapack1844062 +Node: Introduction to lapack1844236 +Node: Functions and Variables for lapack1844547 +Node: lbfgs1863878 +Node: Introduction to lbfgs1864049 +Node: Functions and Variables for lbfgs1865061 +Node: lindstedt1880470 +Node: Functions and Variables for lindstedt1880634 +Node: linearalgebra1882154 +Node: Introduction to linearalgebra1882367 +Node: Functions and Variables for linearalgebra1886892 +Ref: addmatrices1887116 +Ref: blockmatrixp1887628 +Ref: columnop1887752 +Ref: columnswap1887985 +Ref: columnspace1888143 +Ref: copy1888425 +Ref: cholesky1889240 +Ref: ctranspose1889535 +Ref: diag_matrix1889734 +Ref: dotproduct1890709 +Ref: eigens_by_jacobi1890918 +Ref: get_lu_factors1894011 +Ref: hankel1894300 +Ref: hessian1894576 +Ref: hilbert_matrix1895697 +Ref: identfor1895835 +Ref: invert_by_lu1896396 +Ref: jacobian1896565 +Ref: kronecker_product1897515 +Ref: listp1897623 +Ref: locate_matrix_entry1897950 +Ref: lu_backsub1898885 +Ref: lu_factor1899043 +Ref: mat_cond1904638 +Ref: mat_norm1905141 +Ref: linearalgebra_matrixp1905443 +Ref: matrix_size1905797 +Ref: mat_fullunblocker1905941 +Ref: mat_trace1906112 +Ref: mat_unblocker1906345 +Ref: nullspace1907716 +Ref: nullity1907990 +Ref: orthogonal_complement1908091 +Ref: polynomialp1908356 +Ref: polytocompanion1910017 +Ref: ptringularize1910307 +Ref: rowp1910741 +Ref: rowswap1911321 +Ref: toeplitz1911470 +Ref: vandermonde_matrix1912289 +Ref: zerofor1912445 +Ref: zeromatrixp1912975 +Node: lsquares1913249 +Node: Introduction to lsquares1913440 +Node: Functions and Variables for lsquares1913770 +Node: minpack1935212 +Node: Introduction to minpack1935396 +Node: Functions and Variables for minpack1935676 +Node: makeOrders1939768 +Node: Functions and Variables for makeOrders1939932 +Node: mnewton1940934 +Node: Introduction to mnewton1941121 +Node: Functions and Variables for mnewton1941416 +Ref: newtonepsilon1941610 +Ref: newtonmaxiter1941903 +Ref: function_mnewton1942117 +Node: numericalio1943635 +Node: Introduction to numericalio1943907 +Node: Functions and Variables for plain-text input and output1947968 +Node: Functions and Variables for binary input and output1952945 +Node: opsubst1956559 +Node: Functions and Variables for opsubst1956717 +Node: orthopoly1959164 +Node: Introduction to orthogonal polynomials1959379 +Ref: Floating point Evaluation1970006 +Node: Functions and Variables for orthogonal polynomials1977145 +Node: plotdf1984794 +Node: Introduction to plotdf1984971 +Node: Functions and Variables for plotdf1986939 +Node: romberg1995722 +Node: Functions and Variables for romberg1995873 +Node: simplex2002781 +Node: Introduction to simplex2002968 +Node: Functions and Variables for simplex2003452 +Node: simplification2007232 +Node: Introduction to simplification2007533 +Node: Package absimp2007910 +Node: Package facexp2008967 +Ref: collectterms2014017 +Node: Package functs2014868 +Ref: gcdivide2017143 +Node: Package ineq2021250 +Node: Package rducon2025798 +Node: Package scifac2027318 +Node: Package sqdnst2028445 +Node: solve_rec2029588 +Node: Introduction to solve_rec2029783 +Node: Functions and Variables for solve_rec2030499 +Node: stats2038843 +Node: Introduction to stats2039119 +Node: Functions and Variables for inference_result2040238 +Node: Functions and Variables for stats2045011 +Node: Functions and Variables for special distributions2079534 +Node: stirling2080742 +Node: Functions and Variables for stirling2080899 +Node: stringproc2083549 +Node: Introduction to string processing2083847 +Node: Functions and Variables for input and output2087311 +Ref: sprint2092425 +Node: Functions and Variables for characters2093191 +Node: Functions and Variables for strings2096145 +Node: to_poly_solve2108222 +Node: Functions and Variables for to_poly_solve2108398 +Node: unit2155133 +Node: Introduction to Units2155309 +Node: Functions and Variables for Units2159002 +Node: zeilberger2178496 +Node: Introduction to zeilberger2178708 +Node: Functions and Variables for zeilberger2180661 +Node: Function and Variable Index2186484  End Tag Table diff -Nru maxima-5.28.0/doc/info/maxima.info-1 maxima-5.29.1/doc/info/maxima.info-1 --- maxima-5.28.0/doc/info/maxima.info-1 2012-08-12 21:24:49.000000000 +0000 +++ maxima-5.29.1/doc/info/maxima.info-1 2012-12-10 20:36:07.000000000 +0000 @@ -1,5 +1,5 @@ This is maxima.info, produced by makeinfo version 4.13 from -/home/robert/maxima/maxima-git/maxima/doc/info//include-maxima.texi. +/home/robert/maxima/maxima-git/maxima-code/doc/info//include-maxima.texi. This is a Texinfo Maxima Manual @@ -13,7 +13,7 @@  File: maxima.info, Node: Top, Next: Introduction to Maxima, Prev: (dir), Up: (dir) -Maxima 5.28.0 Manual +Maxima 5.29.1 Manual ******************** Maxima is a computer algebra system, implemented in Lisp. @@ -701,10 +701,10 @@ `false'). - This is a list of tests that should be run. Each test can be - specified by either a string or a symbol. By default, all - tests are run. The complete set of tests is specified by - `testsuite_files'. + This is a single test or a list of tests that should be run. + Each test can be specified by either a string or a symbol. + By default, all tests are run. The complete set of tests is + specified by `testsuite_files'.

) Returns the value at of the probability function of a Negative - Binomial(n,p) random variable, with 0,,

) Returns the value at of the distribution function of a Negative Binomial(n,p) random variable, with 0,,

) Returns the -quantile of a Negative Binomial(n,p) random - variable, with 0 must - be an element of [0,1]. To make use of this function, write first + variable, with 0 must be an + element of [0,1]. To make use of this function, write first `load(distrib)'. -- Function: mean_negative_binomial (,

) Returns the mean of a Negative Binomial(n,p) random variable, with - 0,

) Returns the variance of a Negative Binomial(n,p) random variable, - with 0,

) Returns the standard deviation of a Negative Binomial(n,p) random - variable, with 0,

) Returns the skewness coefficient of a Negative Binomial(n,p) - random variable, with 0,

) Returns the kurtosis coefficient of a Negative Binomial(n,p) - random variable, with 0,

) -- Function: random_negative_binomial (,

,) Returns a Negative Binomial(n,p) random variate, with 0, a random sample of size will be simulated. + a positive number. Calling `random_negative_binomial' with a third + argument , a random sample of size will be simulated. Algorithm described in Devroye, L. (1986) . Springer Verlag, p. 480. @@ -15022,9 +15022,11 @@ Default value: `screen' Selects the terminal to be used by Gnuplot; possible values are: - `screen' (default), `png', `pngcairo', `jpg', `eps', `eps_color', - `pdf', `pdfcairo', `gif', `animated_gif', `wxt', `svg', and - `aquaterm'. + `screen' (default), `png', `pngcairo', `jpg', `gif', `eps', + `eps_color', `epslatex', `epslatex_standalone', `svg', `dumb', + `dumb_file', `pdf', `pdfcairo', `wxt', `animated_gif', + `multipage_pdfcairo', `multipage_pdf', `multipage_eps', + `multipage_eps_color', and `aquaterm'. Terminals `screen', `wxt' and `aquaterm' can be also defined as a list with two elements: the name of the terminal itself and a non @@ -15086,6 +15088,15 @@ Option `delay' is only active in animated gif's; it is ignored in any other case. + Multipage output in eps format. + (%i1) load(draw)$ + (%i2) draw( + file_name = "parabol", + terminal = multipage_eps, + dimensions = 100*[10,10], + gr2d(explicit(x^2,x,-1,1)), + gr3d(explicit(x^2+y^2,x,-1,1,y,-1,1))) $ + See also `file_name', `dimensions' and `delay'. @@ -15229,7 +15240,7 @@ A pair of angles, measured in degrees, indicating the view direction in a 3D scene. The first angle is the vertical rotation - around the axis, in the range [0, 180]. The second one is the + around the axis, in the range [0, 360]. The second one is the horizontal rotation around the axis, in the range [0, 360]. Since this is a global graphics option, its position in the scene @@ -21845,6 +21856,8 @@ Note that when working with high degree polynomials, floating point evaluations are unstable. + See also `linearinterpol', `cspline', and `ratinterpol'. + Examples: (%i1) load(interpol)$ @@ -21945,7 +21958,10 @@ the independent variable, which is `'x' by default; to define another one, write something like `varname='z'. + See also `lagrange', `cspline', and `ratinterpol'. + Examples: + (%i1) load(interpol)$ (%i2) p: matrix([7,2],[8,3],[1,5],[3,2],[6,7])$ (%i3) linearinterpol(p); @@ -22022,6 +22038,8 @@ * `'varname', default `'x', is the name of the independent variable. + See also `lagrange', `linearinterpol', and `ratinterpol'. + Examples: (%i1) load(interpol)$ (%i2) p:[[7,2],[8,2],[1,5],[3,2],[6,7]]$ @@ -22118,6 +22136,9 @@ * `'varname', default `'x', is the name of the independent variable. + See also `lagrange', `linearinterpol', `cspline', + `minpack_lsquares', and `lbfgs'. + Examples: (%i1) load(interpol)$ @@ -25369,10 +25390,10 @@ polynomial degree. (%i1) orthopoly_recur (legendre_p, [n, x]); - (2 n - 1) P (x) x + (1 - n) P (x) - n - 1 n - 2 - (%o1) P (x) = ----------------------------------------- - n n + (2 n + 1) P (x) x - n P (x) + n n - 1 + (%o1) P (x) = ------------------------------- + n + 1 n + 1 The second argument to `orthopoly_recur' must be a list with the correct number of arguments for the function ; if it isn't, @@ -26002,7 +26023,7 @@ the minimum value of the objective function and a list of decision variable values for which the minimum is attained. If the problem is not bounded, `minimize_lp' returns "Problem not bounded!" and - if the problem is not feasible, it returns "Ploblem not feasible!". + if the problem is not feasible, it returns "Problem not feasible!". The decision variables are not assumed to be nonegative by default. If all decision variables are nonegative, set diff -Nru maxima-5.28.0/doc/info/maxima.info-3 maxima-5.29.1/doc/info/maxima.info-3 --- maxima-5.28.0/doc/info/maxima.info-3 2012-08-12 21:24:49.000000000 +0000 +++ maxima-5.29.1/doc/info/maxima.info-3 2012-12-10 20:36:07.000000000 +0000 @@ -1,5 +1,5 @@ This is maxima.info, produced by makeinfo version 4.13 from -/home/robert/maxima/maxima-git/maxima/doc/info//include-maxima.texi. +/home/robert/maxima/maxima-git/maxima-code/doc/info//include-maxima.texi. This is a Texinfo Maxima Manual @@ -3134,10 +3134,10 @@ [- --- < parg(%g130), parg(%g130) <= ---], []] 2 2 - The conditions `-%pi/2: Functions and Variables for graphs. (line 1528) * label_alignment: Functions and Variables for draw. @@ -6481,7 +6483,7 @@ * linear_solver: Functions and Variables for zeilberger. (line 110) * linearinterpol: Functions and Variables for interpol. - (line 110) + (line 112) * linechar: Functions and Variables for Command Line. (line 392) * linel: Functions and Variables for Display. @@ -6644,9 +6646,9 @@ * makebox: Functions and Variables for itensor. (line 781) * makefact: Gamma and factorial Functions. - (line 756) + (line 770) * makegamma: Gamma and factorial Functions. - (line 199) + (line 213) * makelist: Functions and Variables for Lists. (line 251) * makeOrders: Functions and Variables for makeOrders. @@ -6732,13 +6734,13 @@ * maxposex: Functions and Variables for Simplification. (line 387) * maxpsifracdenom: Gamma and factorial Functions. - (line 748) + (line 762) * maxpsifracnum: Gamma and factorial Functions. - (line 740) + (line 754) * maxpsinegint: Gamma and factorial Functions. - (line 731) + (line 745) * maxpsiposint: Gamma and factorial Functions. - (line 724) + (line 738) * maxtayorder: Functions and Variables for Series. (line 72) * maybe: Functions and Variables for Facts. @@ -6804,7 +6806,7 @@ * member: Functions and Variables for Lists. (line 293) * mesh: Functions and Variables for draw. - (line 3016) + (line 3027) * mesh_lines_color: Plotting Options. (line 122) * method: Functions and Variables for contrib_ode. (line 72) @@ -7041,7 +7043,7 @@ * numerval: Functions and Variables for Numbers. (line 240) * numfactor: Gamma and factorial Functions. - (line 763) + (line 777) * nusum: Functions and Variables for Series. (line 145) * nzeta: Functions and Variables for Special Functions. @@ -7134,9 +7136,9 @@ * parabolic_cylinder_d: Parabolic Cylinder Functions. (line 13) * parametric: Functions and Variables for draw. - (line 3063) + (line 3074) * parametric_surface: Functions and Variables for draw. - (line 3105) + (line 3116) * parg: Functions and Variables for to_poly_solve. (line 608) * parGosper: Functions and Variables for zeilberger. @@ -7282,7 +7284,7 @@ (line 1513) * point_type: Plotting Options. (line 196) * points: Functions and Variables for draw. - (line 3134) + (line 3145) * points_joined: Functions and Variables for draw. (line 1556) * poisdiff: Poisson series. (line 19) @@ -7297,7 +7299,7 @@ * poistimes: Poisson series. (line 85) * poistrim: Poisson series. (line 89) * polar: Functions and Variables for draw. - (line 3298) + (line 3309) * polar_to_xy: Functions and Variables for Plotting. (line 83) * polarform: Functions for Complex Numbers. @@ -7395,7 +7397,7 @@ * polyfactor: Functions and Variables for Equations. (line 613) * polygon: Functions and Variables for draw. - (line 3323) + (line 3334) * polymod: Functions and Variables for Polynomials. (line 855) * polynome2ele: Functions and Variables for Symmetries. @@ -7478,7 +7480,7 @@ * psi <1>: Functions and Variables for ctensor. (line 513) * psi: Gamma and factorial Functions. - (line 705) + (line 719) * psubst: Functions and Variables for Expressions. (line 872) * ptriangularize: Functions and Variables for linearalgebra. @@ -7526,7 +7528,7 @@ * quad_qaws: Functions and Variables for QUADPACK. (line 527) * quadrilateral: Functions and Variables for draw. - (line 3349) + (line 3360) * quantile: Functions and Variables for descriptive statistics. (line 233) * quantile_bernoulli: Functions and Variables for discrete distributions. @@ -7705,7 +7707,7 @@ * ratfac: Functions and Variables for Polynomials. (line 1135) * ratinterpol: Functions and Variables for interpol. - (line 277) + (line 284) * rational <1>: Package functs. (line 34) * rational: Functions and Variables for Properties. (line 538) @@ -7780,7 +7782,7 @@ * rearray: Functions and Variables for Arrays. (line 410) * rectangle: Functions and Variables for draw. - (line 3381) + (line 3392) * rectform: Functions for Complex Numbers. (line 145) * rectform_log_if_constant: Functions and Variables for to_poly_solve. @@ -7797,7 +7799,7 @@ * refcheck: Functions and Variables for Debugging. (line 18) * region: Functions and Variables for draw. - (line 3411) + (line 3422) * region_boundaries: Functions and Variables for worldmap. (line 122) * region_boundaries_plus: Functions and Variables for worldmap. @@ -8208,7 +8210,7 @@ * specint: Functions and Variables for Special Functions. (line 7) * spherical: Functions and Variables for draw. - (line 3432) + (line 3443) * spherical_bessel_j: Functions and Variables for orthogonal polynomials. (line 187) * spherical_bessel_y: Functions and Variables for orthogonal polynomials. @@ -8503,7 +8505,7 @@ * timer_info: Functions and Variables for Debugging. (line 131) * title: Functions and Variables for draw. - (line 1716) + (line 1727) * tldefint: Functions and Variables for Integration. (line 564) * tlimit: Functions and Variables for Limits. @@ -8576,14 +8578,14 @@ * transcompile: Functions and Variables for Function Definition. (line 1053) * transform: Functions and Variables for draw. - (line 1732) + (line 1743) * transform_xy: Plotting Options. (line 271) * translate: Functions and Variables for Function Definition. (line 1063) * translate_file: Functions and Variables for Function Definition. (line 1118) * transparent: Functions and Variables for draw. - (line 1773) + (line 1784) * transpose: Functions and Variables for Matrices and Linear Algebra. (line 1215) * transrun: Functions and Variables for Function Definition. @@ -8597,7 +8599,7 @@ * treinat: Functions and Variables for Symmetries. (line 505) * triangle: Functions and Variables for draw. - (line 3453) + (line 3464) * triangularize: Functions and Variables for Matrices and Linear Algebra. (line 1228) * trigexpand: Functions and Variables for Trigonometric. @@ -8633,9 +8635,9 @@ * ttyoff: Functions and Variables for Display. (line 606) * tube: Functions and Variables for draw. - (line 3484) + (line 3495) * tube_extremes: Functions and Variables for draw. - (line 1791) + (line 1802) * tutte_graph: Functions and Variables for graphs. (line 346) * ueivects: Functions and Variables for Matrices and Linear Algebra. @@ -8663,7 +8665,7 @@ * unit_step: Functions and Variables for orthogonal polynomials. (line 219) * unit_vectors: Functions and Variables for draw. - (line 1807) + (line 1818) * uniteigenvectors: Functions and Variables for Matrices and Linear Algebra. (line 1251) * unitp: Functions and Variables for ezunits. @@ -8699,7 +8701,7 @@ * use_fast_arrays: Functions and Variables for Arrays. (line 465) * user_preamble: Functions and Variables for draw. - (line 1828) + (line 1839) * usersetunits: Functions and Variables for Units. (line 216) * uvect: Functions and Variables for Matrices and Linear Algebra. @@ -8765,7 +8767,7 @@ * vect_cross: Functions and Variables for Matrices and Linear Algebra. (line 1335) * vector: Functions and Variables for draw. - (line 3508) + (line 3519) * vectorpotential: Functions and Variables for Matrices and Linear Algebra. (line 1290) * vectorsimp: Functions and Variables for Matrices and Linear Algebra. @@ -8804,7 +8806,7 @@ * vertices_to_path: Functions and Variables for graphs. (line 1680) * view: Functions and Variables for draw. - (line 1851) + (line 1862) * warnings: Functions and Variables for zeilberger. (line 117) * Wedge product: Functions and Variables for itensor. @@ -8818,7 +8820,7 @@ * wiener_index: Functions and Variables for graphs. (line 1224) * wired_surface: Functions and Variables for draw. - (line 1869) + (line 1880) * with_stdout: Functions and Variables for File Input and Output. (line 445) * write_binary_data: Functions and Variables for binary input and output. @@ -8830,91 +8832,91 @@ * wronskian: Package functs. (line 16) * x: Plotting Options. (line 281) * x_voxel: Functions and Variables for draw. - (line 1887) + (line 1898) * xaxis: Functions and Variables for draw. - (line 1895) + (line 1906) * xaxis_color: Functions and Variables for draw. - (line 1913) + (line 1924) * xaxis_secondary: Functions and Variables for draw. - (line 1932) + (line 1943) * xaxis_type: Functions and Variables for draw. - (line 1959) + (line 1970) * xaxis_width: Functions and Variables for draw. - (line 1978) + (line 1989) * xlabel <1>: Functions and Variables for draw. - (line 1997) + (line 2008) * xlabel: Plotting Options. (line 290) * xrange: Functions and Variables for draw. - (line 2016) + (line 2027) * xrange_secondary: Functions and Variables for draw. - (line 2037) + (line 2048) * xreduce: Functions and Variables for Sets. (line 1305) * xthru: Functions and Variables for Simplification. (line 650) * xtics: Functions and Variables for draw. - (line 2052) + (line 2063) * xtics_axis: Functions and Variables for draw. - (line 2113) -* xtics_rotate: Functions and Variables for draw. (line 2124) +* xtics_rotate: Functions and Variables for draw. + (line 2135) * xtics_rotate_secondary: Functions and Variables for draw. - (line 2134) + (line 2145) * xtics_secondary: Functions and Variables for draw. - (line 2144) + (line 2155) * xtics_secondary_axis: Functions and Variables for draw. - (line 2153) -* xu_grid: Functions and Variables for draw. (line 2164) +* xu_grid: Functions and Variables for draw. + (line 2175) * xy_file: Functions and Variables for draw. - (line 2184) -* xyplane: Functions and Variables for draw. (line 2195) +* xyplane: Functions and Variables for draw. + (line 2206) * y: Plotting Options. (line 300) * y_voxel: Functions and Variables for draw. - (line 2213) + (line 2224) * yaxis: Functions and Variables for draw. - (line 2221) + (line 2232) * yaxis_color: Functions and Variables for draw. - (line 2239) + (line 2250) * yaxis_secondary: Functions and Variables for draw. - (line 2258) + (line 2269) * yaxis_type: Functions and Variables for draw. - (line 2282) + (line 2293) * yaxis_width: Functions and Variables for draw. - (line 2301) + (line 2312) * ylabel <1>: Functions and Variables for draw. - (line 2320) + (line 2331) * ylabel: Plotting Options. (line 307) * yrange: Functions and Variables for draw. - (line 2339) + (line 2350) * yrange_secondary: Functions and Variables for draw. - (line 2361) + (line 2372) * ytics: Functions and Variables for draw. - (line 2388) + (line 2399) * ytics_axis: Functions and Variables for draw. - (line 2397) -* ytics_rotate: Functions and Variables for draw. (line 2408) +* ytics_rotate: Functions and Variables for draw. + (line 2419) * ytics_rotate_secondary: Functions and Variables for draw. - (line 2418) + (line 2429) * ytics_secondary: Functions and Variables for draw. - (line 2428) + (line 2439) * ytics_secondary_axis: Functions and Variables for draw. - (line 2437) -* yv_grid: Functions and Variables for draw. (line 2448) +* yv_grid: Functions and Variables for draw. + (line 2459) * z: Plotting Options. (line 316) * z_voxel: Functions and Variables for draw. - (line 2468) + (line 2479) * zaxis: Functions and Variables for draw. - (line 2476) + (line 2487) * zaxis_color: Functions and Variables for draw. - (line 2496) + (line 2507) * zaxis_type: Functions and Variables for draw. - (line 2517) + (line 2528) * zaxis_width: Functions and Variables for draw. - (line 2537) + (line 2548) * Zeilberger: Functions and Variables for zeilberger. (line 73) * zeroa: Functions and Variables for Constants. @@ -8936,7 +8938,7 @@ * zeta%pi: Functions and Variables for Number Theory. (line 537) * zlabel <1>: Functions and Variables for draw. - (line 2557) + (line 2568) * zlabel: Plotting Options. (line 321) * zlange: Functions and Variables for lapack. (line 278) @@ -8955,13 +8957,13 @@ * zn_primroot_verbose: Functions and Variables for Number Theory. (line 785) * zrange: Functions and Variables for draw. - (line 2577) + (line 2588) * ztics: Functions and Variables for draw. - (line 2600) + (line 2611) * ztics_axis: Functions and Variables for draw. - (line 2609) -* ztics_rotate: Functions and Variables for draw. (line 2620) +* ztics_rotate: Functions and Variables for draw. + (line 2631) * |: Functions and Variables for itensor. (line 1428) * ~: Functions and Variables for itensor. diff -Nru maxima-5.28.0/doc/info/maxima_1.html maxima-5.29.1/doc/info/maxima_1.html --- maxima-5.28.0/doc/info/maxima_1.html 2012-08-12 21:24:44.000000000 +0000 +++ maxima-5.29.1/doc/info/maxima_1.html 2012-12-10 20:36:02.000000000 +0000 @@ -1,6 +1,6 @@ - + -Maxima 5.28.0 Manual: 1. Introduction to Maxima +Maxima 5.29.1 Manual: 1. Introduction to Maxima - - + + @@ -350,7 +350,7 @@

- This document was generated by Robert on August, 12 2012 using texi2html 1.76. + This document was generated by Robert on December, 10 2012 using texi2html 1.76.
diff -Nru maxima-5.28.0/doc/info/maxima_10.html maxima-5.29.1/doc/info/maxima_10.html --- maxima-5.28.0/doc/info/maxima_10.html 2012-08-12 21:24:44.000000000 +0000 +++ maxima-5.29.1/doc/info/maxima_10.html 2012-12-10 20:36:02.000000000 +0000 @@ -1,6 +1,6 @@ - + -Maxima 5.28.0 Manual: 10. Mathematical Functions +Maxima 5.29.1 Manual: 10. Mathematical Functions - - + + @@ -2913,7 +2913,7 @@

- This document was generated by Robert on August, 12 2012 using texi2html 1.76. + This document was generated by Robert on December, 10 2012 using texi2html 1.76.
diff -Nru maxima-5.28.0/doc/info/maxima_11.html maxima-5.29.1/doc/info/maxima_11.html --- maxima-5.28.0/doc/info/maxima_11.html 2012-08-12 21:24:44.000000000 +0000 +++ maxima-5.29.1/doc/info/maxima_11.html 2012-12-10 20:36:02.000000000 +0000 @@ -1,6 +1,6 @@ - + -Maxima 5.28.0 Manual: 11. Maximas Database +Maxima 5.29.1 Manual: 11. Maximas Database - - + + @@ -2412,7 +2412,7 @@

- This document was generated by Robert on August, 12 2012 using texi2html 1.76. + This document was generated by Robert on December, 10 2012 using texi2html 1.76.
diff -Nru maxima-5.28.0/doc/info/maxima_12.html maxima-5.29.1/doc/info/maxima_12.html --- maxima-5.28.0/doc/info/maxima_12.html 2012-08-12 21:24:44.000000000 +0000 +++ maxima-5.29.1/doc/info/maxima_12.html 2012-12-10 20:36:02.000000000 +0000 @@ -1,6 +1,6 @@ - + -Maxima 5.28.0 Manual: 12. Plotting +Maxima 5.29.1 Manual: 12. Plotting - - + + @@ -2064,7 +2064,7 @@

- This document was generated by Robert on August, 12 2012 using texi2html 1.76. + This document was generated by Robert on December, 10 2012 using texi2html 1.76.
diff -Nru maxima-5.28.0/doc/info/maxima_13.html maxima-5.29.1/doc/info/maxima_13.html --- maxima-5.28.0/doc/info/maxima_13.html 2012-08-12 21:24:44.000000000 +0000 +++ maxima-5.29.1/doc/info/maxima_13.html 2012-12-10 20:36:02.000000000 +0000 @@ -1,6 +1,6 @@ - + -Maxima 5.28.0 Manual: 13. File Input and Output +Maxima 5.29.1 Manual: 13. File Input and Output - - + + @@ -1737,7 +1737,7 @@

- This document was generated by Robert on August, 12 2012 using texi2html 1.76. + This document was generated by Robert on December, 10 2012 using texi2html 1.76.
diff -Nru maxima-5.28.0/doc/info/maxima_14.html maxima-5.29.1/doc/info/maxima_14.html --- maxima-5.28.0/doc/info/maxima_14.html 2012-08-12 21:24:44.000000000 +0000 +++ maxima-5.29.1/doc/info/maxima_14.html 2012-12-10 20:36:02.000000000 +0000 @@ -1,6 +1,6 @@ - + -Maxima 5.28.0 Manual: 14. Polynomials +Maxima 5.29.1 Manual: 14. Polynomials - - + + @@ -2774,7 +2774,7 @@

- This document was generated by Robert on August, 12 2012 using texi2html 1.76. + This document was generated by Robert on December, 10 2012 using texi2html 1.76.
diff -Nru maxima-5.28.0/doc/info/maxima_15.html maxima-5.29.1/doc/info/maxima_15.html --- maxima-5.28.0/doc/info/maxima_15.html 2012-08-12 21:24:44.000000000 +0000 +++ maxima-5.29.1/doc/info/maxima_15.html 2012-12-10 20:36:02.000000000 +0000 @@ -1,6 +1,6 @@ - + -Maxima 5.28.0 Manual: 15. Special Functions +Maxima 5.29.1 Manual: 15. Special Functions - - + + @@ -946,12 +946,40 @@ +

+

+
Function: gamma_greek (a, z) + +
+

The lower incomplete gamma function (A&S 6.5.2): +

+
                         z
+                        /
+                        [  a - 1   - t
+    gamma_greek(a, z) = I t      %e    dt
+                        ]
+                        /
+                         0
+
+

See also gamma_incomplete (upper incomplete gamma function). +

+
+ + +

Categories:  Gamma and factorial functions + · +Special functions +

+
+ +
+

Function: gamma_incomplete (a, z) - +
-

The incomplete upper gamma function A&S 6.5.2: +

The incomplete upper gamma function A&S 6.5.3: 

                              inf
                              /
@@ -982,7 +1010,7 @@
 

 

 
Function: gamma_incomplete_regularized (a, z)
-
+
 

 
The regularized incomplete upper gamma function A&S 6.5.1:
 

@@ -1011,7 +1039,7 @@
 

 

 
Function: gamma_incomplete_generalized (a, z1, z1)
-
+
 

 
The generalized incomplete gamma function.
 

@@ -1041,7 +1069,7 @@
 

 

 
Option variable: gamma_expand
-
+
 

 
Default value: false
 

@@ -1077,7 +1105,7 @@
 
 

 
Option variable: gammalim
-
+
 

 
Default value: 1000000
 

@@ -1104,7 +1132,7 @@
 
 

 
Function: makegamma (expr)
-
+
 

 
Transforms instances of binomial, factorial, and beta
 functions in expr into gamma functions.
@@ -1123,7 +1151,7 @@
 

 

 
Function: beta (a, b)
-
+
 

 
The beta function is defined as gamma(a) gamma(b)/gamma(a+b) 
 (A&S 6.2.1).
@@ -1244,7 +1272,7 @@
 

 

 
Function: beta_incomplete (a, b, z)
-
+
 

 
The basic definition of the incomplete beta function (A&S 6.6.1) is
 

@@ -1404,7 +1432,7 @@
 

 

 
Function: beta_incomplete_regularized (a, b, z)
-
+
 

 
The regularized incomplete beta function A&S 6.6.2, defined as
 

@@ -1515,7 +1543,7 @@
 

 

 
Function: beta_incomplete_generalized (a, b, z1, z2)
-
+
 

 
The basic definition of the generalized incomplete beta function is
 

@@ -1648,7 +1676,7 @@
 

 

 
Option variable: beta_expand
-
+
 

 
Default value: false
 

@@ -1670,7 +1698,7 @@
 

 

 
Option variable: beta_args_sum_to_integer
-
+
 

 
Default value: false
 

@@ -1692,7 +1720,7 @@
 

 

 
Function: psi [n](x)
-
+
 

 
The derivative of log (gamma (x)) of order n+1.
 Thus, psi[0](x) is the first derivative,
@@ -1724,7 +1752,7 @@
 

 

 
Option variable: maxpsiposint
-
+
 

 
Default value: 20
 

@@ -1744,7 +1772,7 @@
 

 

 
Option variable: maxpsinegint
-
+
 

 
Default value: -10
 

@@ -1766,7 +1794,7 @@
 

 

 
Option variable: maxpsifracnum
-
+
 

 
Default value: 6
 

@@ -1788,7 +1816,7 @@
 

 

 
Option variable: maxpsifracdenom
-
+
 

 
Default value: 6
 

@@ -1810,7 +1838,7 @@
 

 

 
Function: makefact (expr)
-
+
 

 
Transforms instances of binomial, gamma, and beta
 functions in expr into factorials.
@@ -1830,7 +1858,7 @@
 

 

 
Function: numfactor (expr)
-
+
 

 
Returns the numerical factor multiplying the expression
 expr, which should be a single term.
@@ -1885,7 +1913,7 @@
 

 

 
Function: expintegral_e1 (z)
-
+
 

 
The Exponential Integral E1(z) (A&S 5.1.1)
 

@@ -1902,7 +1930,7 @@
 

 

 
Function: expintegral_ei (z)
-
+
 

 
The Exponential Integral Ei(z) (A&S 5.1.2)
 

@@ -1919,7 +1947,7 @@
 

 

 
Function: expintegral_li (z)
-
+
 

 
The Exponential Integral Li(z)  (A&S 5.1.3)
 

@@ -1936,7 +1964,7 @@
 

 

 
Function: expintegral_e (n,z)
-
+
 

 
The Exponential Integral En(z)  (A&S 5.1.4)
 

@@ -1953,7 +1981,7 @@
 

 

 
Function: expintegral_si (z)
-
+
 

 
The Exponential Integral Si(z) (A&S 5.2.1)
 

@@ -1970,7 +1998,7 @@
 

 

 
Function: expintegral_ci (z)
-
+
 

 
The Exponential Integral Ci(z) (A&S 5.2.2)
 

@@ -1987,7 +2015,7 @@
 

 

 
Function: expintegral_shi (z)
-
+
 

 
The Exponential Integral Shi(z) (A&S 5.2.3)
 

@@ -2004,7 +2032,7 @@
 

 

 
Function: expintegral_chi (z)
-
+
 

 
The Exponential Integral Chi(z) (A&S 5.2.4)
 

@@ -2021,7 +2049,7 @@
 

 

 
Option variable: expintrep
-
+
 

 
Default value: false
 

@@ -2040,7 +2068,7 @@
 

 

 
Option variable: expintexpand
-
+
 

 
Default value: false
 

@@ -2086,7 +2114,7 @@
 
 

 
Function: erf (z)
-
+
 

 
The Error Function erf(z) (A&S 7.1.1)
 

@@ -2103,7 +2131,7 @@
 

 

 
Function: erfc (z)
-
+
 

 
The Complementary Error Function erfc(z) (A&S 7.1.2)
 

@@ -2120,7 +2148,7 @@
 

 

 
Function: erfi (z)
-
+
 

 
The Imaginary Error Function. 
 

@@ -2137,7 +2165,7 @@
 

 

 
Function: erf_generalized (z1,z2)
-
+
 

 
Generalized Error function Erf(z1,z2)
 

@@ -2152,7 +2180,7 @@
 

 

 
Function: fresnel_c (z)
-
+
 

 
The Fresnel Integral C(z) = integrate(cos((%pi/2)*t^2),t,0,z). (A&S 7.3.1)
 

@@ -2175,7 +2203,7 @@
 

 

 
Function: fresnel_s (z)
-
+
 

 
The Fresnel Integral S(z) = integrate(sin((%pi/2)*t^2),t,0,z). (A&S 7.3.2)
 

@@ -2198,7 +2226,7 @@
 

 

 
Option variable: erf_representation
-
+
 

 
Default value: false
 

@@ -2209,7 +2237,7 @@
 

 

 
Option variable: hypergeometric_representation
-
+
 

 
Default value: false
 

@@ -2245,7 +2273,7 @@
 

 

 
Function: struve_h (v, z)
-
+
 

 
The Struve Function H of order v and argument z. (A&S 12.1.1)
 

@@ -2261,7 +2289,7 @@
 

 

 
Function: struve_l (v, z)
-
+
 

 
The Modified Struve Function L of order v and argument z. (A&S 12.2.1)
 

@@ -2305,7 +2333,7 @@
 

 

 
Function: %m [k,u] (z) 
-
+
 

 
Whittaker M function
 M[k,u](z) = exp(-z/2)*z^(1/2+u)*M(1/2+u-k,1+2*u,z).  
@@ -2322,7 +2350,7 @@
 

 

 
Function: %w [k,u] (z) 
-
+
 

 
Whittaker W function.  (A&S 13.1.33)
 

@@ -2338,7 +2366,7 @@
 

 

 
Function: %f [p,q] ([a],[b],z) 
-
+
 

 
The pFq(a1,a2,..ap;b1,b2,..bq;z) hypergeometric function,
 where a a list of length p and 
@@ -2357,7 +2385,7 @@
 

 

 
Function: hypergeometric ([a1, ..., ap],[b1, ... ,bq], x)
-
+
 

 
The hypergeometric function. Unlike Maxima's %f hypergeometric
 function, the function hypergeometric is a simplifying
@@ -2427,7 +2455,7 @@
 

 

 
Function: parabolic_cylinder_d (v, z) 
-
+
 

 
The parabolic cylinder function parabolic_cylinder_d(v,z). (A&s 19.3.1)
 

@@ -2469,7 +2497,7 @@
 

 

 
Function: specint (exp(- s*t) * expr, t)
-
+
 

 
Compute the Laplace transform of expr with respect to the variable t.
 The integrand expr may contain special functions. 
@@ -2573,7 +2601,7 @@
 

 

 
Function: hgfred (a, b, t)
-
+
 

 
Simplify the generalized hypergeometric function in terms of other,
 simpler, forms.  a is a list of numerator parameters and b
@@ -2630,7 +2658,7 @@
 

 

 
Function: lambert_w (z)
-
+
 

 
The principal branch of Lambert's W function W(z), the solution of 
 z = W(z) * exp(W(z)).  (DLMF 4.13)
@@ -2646,7 +2674,7 @@
 

 

 
Function: generalized_lambert_w (k, z)
-
+
 

 
The k-th branch of Lambert's W function W(z), the solution of 
 z = W(z) * exp(W(z)). (DLMF 4.13)
@@ -2668,7 +2696,7 @@
 

 

 
Function: nzeta (z)
-
+
 

 
The Plasma Dispersion Function 
 nzeta(z) = %i*sqrt(%pi)*exp(-z^2)*(1-erf(-%i*z))
@@ -2684,7 +2712,7 @@
 

 

 
Function: nzetar (z)
-
+
 

 
Returns realpart(nzeta(z)).
 

@@ -2699,7 +2727,7 @@
 

 

 
Function: nzetai (z)
-
+
 

 
Returns imagpart(nzeta(z)).
 

@@ -2729,7 +2757,7 @@
 
 

  
-  This document was generated by Robert on August, 12 2012 using texi2html 1.76.
+  This document was generated by Robert on December, 10 2012 using texi2html 1.76.
  
  

 
diff -Nru maxima-5.28.0/doc/info/maxima_16.html maxima-5.29.1/doc/info/maxima_16.html
--- maxima-5.28.0/doc/info/maxima_16.html	2012-08-12 21:24:44.000000000 +0000
+++ maxima-5.29.1/doc/info/maxima_16.html	2012-12-10 20:36:02.000000000 +0000
@@ -1,6 +1,6 @@
 
 
-
+
 
 
-Maxima 5.28.0 Manual: 16. Elliptic Functions
+Maxima 5.29.1 Manual: 16. Elliptic Functions
 
-
-
+
+
 
 
 
@@ -314,7 +314,7 @@
 

 

 
Function: jacobi_sn (u, m)
-
+
 

 
The Jacobian elliptic function sn(u,m).
 

@@ -330,7 +330,7 @@
 

 

 
Function: jacobi_cn (u, m)
-
+
 

 
The Jacobian elliptic function cn(u,m).
 

@@ -346,7 +346,7 @@
 

 

 
Function: jacobi_dn (u, m)
-
+
 

 
The Jacobian elliptic function dn(u,m).
 

@@ -362,7 +362,7 @@
 

 

 
Function: jacobi_ns (u, m)
-
+
 

 
The Jacobian elliptic function ns(u,m) = 1/sn(u,m).
 

@@ -378,7 +378,7 @@
 

 

 
Function: jacobi_sc (u, m)
-
+
 

 
The Jacobian elliptic function sc(u,m) = sn(u,m)/cn(u,m).
 

@@ -394,7 +394,7 @@
 

 

 
Function: jacobi_sd (u, m)
-
+
 

 
The Jacobian elliptic function sd(u,m) = sn(u,m)/dn(u,m).
 

@@ -410,7 +410,7 @@
 

 

 
Function: jacobi_nc (u, m)
-
+
 

 
The Jacobian elliptic function nc(u,m) = 1/cn(u,m).
 

@@ -426,7 +426,7 @@
 

 

 
Function: jacobi_cs (u, m)
-
+
 

 
The Jacobian elliptic function cs(u,m) = cn(u,m)/sn(u,m).
 

@@ -442,7 +442,7 @@
 

 

 
Function: jacobi_cd (u, m)
-
+
 

 
The Jacobian elliptic function cd(u,m) = cn(u,m)/dn(u,m).
 

@@ -458,7 +458,7 @@
 

 

 
Function: jacobi_nd (u, m)
-
+
 

 
The Jacobian elliptic function nc(u,m) = 1/cn(u,m).
 

@@ -474,7 +474,7 @@
 

 

 
Function: jacobi_ds (u, m)
-
+
 

 
The Jacobian elliptic function ds(u,m) = dn(u,m)/sn(u,m).
 

@@ -490,7 +490,7 @@
 

 

 
Function: jacobi_dc (u, m)
-
+
 

 
The Jacobian elliptic function dc(u,m) = dn(u,m)/cn(u,m).
 

@@ -506,7 +506,7 @@
 

 

 
Function: inverse_jacobi_sn (u, m)
-
+
 

 
The inverse of the Jacobian elliptic function sn(u,m).
 

@@ -522,7 +522,7 @@
 

 

 
Function: inverse_jacobi_cn (u, m)
-
+
 

 
The inverse of the Jacobian elliptic function cn(u,m).
 

@@ -538,7 +538,7 @@
 

 

 
Function: inverse_jacobi_dn (u, m)
-
+
 

 
The inverse of the Jacobian elliptic function dn(u,m).
 

@@ -554,7 +554,7 @@
 

 

 
Function: inverse_jacobi_ns (u, m)
-
+
 

 
The inverse of the Jacobian elliptic function ns(u,m).
 

@@ -570,7 +570,7 @@
 

 

 
Function: inverse_jacobi_sc (u, m)
-
+
 

 
The inverse of the Jacobian elliptic function sc(u,m).
 

@@ -586,7 +586,7 @@
 

 

 
Function: inverse_jacobi_sd (u, m)
-
+
 

 
The inverse of the Jacobian elliptic function sd(u,m).
 

@@ -602,7 +602,7 @@
 

 

 
Function: inverse_jacobi_nc (u, m)
-
+
 

 
The inverse of the Jacobian elliptic function nc(u,m).
 

@@ -618,7 +618,7 @@
 

 

 
Function: inverse_jacobi_cs (u, m)
-
+
 

 
The inverse of the Jacobian elliptic function cs(u,m).
 

@@ -634,7 +634,7 @@
 

 

 
Function: inverse_jacobi_cd (u, m)
-
+
 

 
The inverse of the Jacobian elliptic function cd(u,m).
 

@@ -650,7 +650,7 @@
 

 

 
Function: inverse_jacobi_nd (u, m)
-
+
 

 
The inverse of the Jacobian elliptic function nc(u,m).
 

@@ -666,7 +666,7 @@
 

 

 
Function: inverse_jacobi_ds (u, m)
-
+
 

 
The inverse of the Jacobian elliptic function ds(u,m).
 

@@ -682,7 +682,7 @@
 

 

 
Function: inverse_jacobi_dc (u, m)
-
+
 

 
The inverse of the Jacobian elliptic function dc(u,m).
 

@@ -723,7 +723,7 @@
 
 

 
Function: elliptic_f (phi, m)
-
+
 

 
The incomplete elliptic integral of the first kind, defined as
 

@@ -745,7 +745,7 @@
 
 

 
Function: elliptic_e (phi, m)
-
+
 

 
The incomplete elliptic integral of the second kind, defined as
 

@@ -766,7 +766,7 @@
 
 

 
Function: elliptic_eu (u, m)
-
+
 

 
The incomplete elliptic integral of the second kind, defined as
 

@@ -791,7 +791,7 @@
 

 

 
Function: elliptic_pi (n, phi, m)
-
+
 

 
The incomplete elliptic integral of the third kind, defined as
 

@@ -812,7 +812,7 @@
 
 

 
Function: elliptic_kc (m)
-
+
 

 
The complete elliptic integral of the first kind, defined as
 

@@ -834,7 +834,7 @@
 
 

 
Function: elliptic_ec (m)
-
+
 

 
The complete elliptic integral of the second kind, defined as
 

@@ -870,7 +870,7 @@
 
 

  
-  This document was generated by Robert on August, 12 2012 using texi2html 1.76.
+  This document was generated by Robert on December, 10 2012 using texi2html 1.76.
  
  

 
diff -Nru maxima-5.28.0/doc/info/maxima_17.html maxima-5.29.1/doc/info/maxima_17.html
--- maxima-5.28.0/doc/info/maxima_17.html	2012-08-12 21:24:44.000000000 +0000
+++ maxima-5.29.1/doc/info/maxima_17.html	2012-12-10 20:36:02.000000000 +0000
@@ -1,6 +1,6 @@
 
 
-
+
 
 
-Maxima 5.28.0 Manual: 17. Limits
+Maxima 5.29.1 Manual: 17. Limits
 
-
-
+
+
 
 
 
@@ -192,7 +192,7 @@
 
 

 
Option variable: lhospitallim
-
+
 

 
Default: 4
 

@@ -213,13 +213,13 @@
 
 

 
Function: limit (expr, x, val, dir)
-
+
 

 
Function: limit (expr, x, val)
-
+
 

 
Function: limit (expr)
-
+
 

 
Computes the limit of expr as the real variable x approaches the
 value val from the direction dir.  dir may have the value
@@ -274,7 +274,7 @@
 
 

 
Option variable: limsubst
-
+
 

 
Default value: false
 

@@ -295,13 +295,13 @@
 
 

 
Function: tlimit (expr, x, val, dir)
-
+
 

 
Function: tlimit (expr, x, val)
-
+
 

 
Function: tlimit (expr)
-
+
 

 
Take the limit of the Taylor series expansion of expr in x
 at val from direction dir.
@@ -319,7 +319,7 @@
 
 

 
Option variable: tlimswitch
-
+
 

 
Default value: true
 

@@ -357,7 +357,7 @@
 
 

  
-  This document was generated by Robert on August, 12 2012 using texi2html 1.76.
+  This document was generated by Robert on December, 10 2012 using texi2html 1.76.
  
  

 
diff -Nru maxima-5.28.0/doc/info/maxima_18.html maxima-5.29.1/doc/info/maxima_18.html
--- maxima-5.28.0/doc/info/maxima_18.html	2012-08-12 21:24:44.000000000 +0000
+++ maxima-5.29.1/doc/info/maxima_18.html	2012-12-10 20:36:02.000000000 +0000
@@ -1,6 +1,6 @@
 
 
-
+
 
 
-Maxima 5.28.0 Manual: 18. Differentiation
+Maxima 5.29.1 Manual: 18. Differentiation
 
-
-
+
+
 
 
 
@@ -192,7 +192,7 @@
 
 

 
Function: antid (expr, x, u(x)) 
-
+
 

 
Returns a two-element list, such that an antiderivative of expr with
 respect to x can be constructed from the list.  The expression expr
@@ -261,7 +261,7 @@
 
 

 
Function: antidiff (expr, x, u(x))
-
+
 

 
Returns an antiderivative of expr with respect to x.
 The expression expr may contain an unknown function u and its
@@ -327,10 +327,10 @@
 
 

 
Function: at (expr, [eqn_1, …, eqn_n])
-
+
 

 
Function: at (expr, eqn)
-
+
 

 
Evaluates the expression expr with the variables assuming the values as
 specified for them in the list of equations [eqn_1, ...,
@@ -391,7 +391,7 @@
 
 

 
Property: atomgrad
-
+
 

 
atomgrad is the atomic gradient property of an expression.
 This property is assigned by gradef.
@@ -409,10 +409,10 @@
 
 

 
Function: atvalue (expr, [x_1 = a_1, …, x_m = a_m], c)
-
+
 

 
Function: atvalue (expr, x_1 = a_1, c)
-
+
 

 
Assigns the value c to expr at the point x = a.
 Typically boundary values are established by this mechanism.
@@ -485,7 +485,7 @@
 
 

 
Function: cartan
-
+
 

 
The exterior calculus of differential forms is a basic tool
 of differential geometry developed by Elie Cartan and has important
@@ -512,7 +512,7 @@
 
 

 
Function: del (x)
-
+
 

 
del (x) represents the differential of the variable x.
 

@@ -545,7 +545,7 @@
 
 

 
Function: delta (t)
-
+
 

 
The Dirac Delta function.
 

@@ -575,7 +575,7 @@
 
 

 
System variable: dependencies
-
+
 

 
Default value: []
 

@@ -601,7 +601,7 @@
 
 

 
Function: depends (f_1, x_1, …, f_n, x_n)
-
+
 

 
Declares functional dependencies among variables for the purpose of computing
 derivatives.  In the absence of declared dependence, diff (f, x) yields
@@ -672,7 +672,7 @@
 
 

 
Option variable: derivabbrev
-
+
 

 
Default value: false
 

@@ -696,7 +696,7 @@
 
 

 
Function: derivdegree (expr, y, x)
-
+
 

 
Returns the highest degree of the derivative
 of the dependent variable y with respect to the independent variable
@@ -729,7 +729,7 @@
 
 

 
Function: derivlist (var_1, …, var_k)
-
+
 

 
Causes only differentiations with respect to
 the indicated variables, within the ev command.
@@ -749,7 +749,7 @@
 
 

 
Option variable: derivsubst
-
+
 

 
Default value: false
 

@@ -771,16 +771,16 @@
 
 

 
Function: diff (expr, x_1, n_1, …, x_m, n_m)
-
+
 

 
Function: diff (expr, x, n)
-
+
 

 
Function: diff (expr, x)
-
+
 

 
Function: diff (expr)
-
+
 

 
Returns the derivative or differential of expr with respect to some or
 all variables in expr.
@@ -868,7 +868,7 @@
 

 

 
Special symbol: diff
-
+
 

 
When diff is present as an evflag in call to ev,
 all differentiations indicated in expr are carried out.
@@ -880,7 +880,7 @@
 
 

 
Function: dscalar (f)
-
+
 

 
Applies the scalar d'Alembertian to the scalar function f.
 

@@ -903,7 +903,7 @@
 
 

 
Function: express (expr)
-
+
 

 

 
Expands differential operator nouns into expressions in terms of partial
@@ -983,10 +983,10 @@
 
 

 
Function: gradef (f(x_1, …, x_n), g_1, …, g_m)
-
+
 

 
Function: gradef (a, x, expr)
-
+
 

 
Defines the partial derivatives (i.e., the components of the gradient) of the
 function f or variable a.
@@ -1045,7 +1045,7 @@
 
 

 
System variable: gradefs
-
+
 

 
Default value: []
 

@@ -1069,7 +1069,7 @@
 
 

 
Function: laplace (expr, t, s)
-
+
 

 
Attempts to compute the Laplace transform of expr with respect to the 
 variable t and transform parameter s.
@@ -1187,7 +1187,7 @@
 
 

  
-  This document was generated by Robert on August, 12 2012 using texi2html 1.76.
+  This document was generated by Robert on December, 10 2012 using texi2html 1.76.
  
  

 
diff -Nru maxima-5.28.0/doc/info/maxima_19.html maxima-5.29.1/doc/info/maxima_19.html
--- maxima-5.28.0/doc/info/maxima_19.html	2012-08-12 21:24:44.000000000 +0000
+++ maxima-5.29.1/doc/info/maxima_19.html	2012-12-10 20:36:02.000000000 +0000
@@ -1,6 +1,6 @@
 
 
-
+
 
 
-Maxima 5.28.0 Manual: 19. Integration
+Maxima 5.29.1 Manual: 19. Integration
 
-
-
+
+
 
 
 
@@ -236,7 +236,7 @@
 
 

 
Function: changevar (expr, f(x,y), y, x)
-
+
 

 
Makes the change of variable given by f(x,y) = 0 in all integrals
 occurring in expr with integration with respect to x.
@@ -303,7 +303,7 @@
 
 

 
Function: dblint (f, r, s, a, b)
-
+
 

 
A double-integral routine which was written in
 top-level Maxima and then translated and compiled to machine code.
@@ -358,7 +358,7 @@
 
 

 
Function: defint (expr, x, a, b)
-
+
 

 
Attempts to compute a definite integral.  defint is called by
 integrate when limits of integration are specified, i.e., when
@@ -383,7 +383,7 @@
 
 

 
Option variable: erfflag
-
+
 

 
Default value: true
 

@@ -405,7 +405,7 @@
 
 

 
Function: ilt (expr, s, t)
-
+
 

 
Computes the inverse Laplace transform of expr with
 respect to s and parameter t.  expr must be a ratio of
@@ -462,7 +462,7 @@
 
 

 
Option variable: intanalysis
-
+
 

 
Default value: true
 

@@ -513,10 +513,10 @@
 
 

 
Function: integrate (expr, x)
-
+
 

 
Function: integrate (expr, x, a, b)
-
+
 

 
Attempts to symbolically compute the integral of expr with respect to
 x.  integrate (expr, x) is an indefinite integral,
@@ -706,7 +706,7 @@
 
 

 
System variable: integration_constant
-
+
 

 
Default value: %c
 

@@ -744,7 +744,7 @@
 
 

 
System variable: integration_constant_counter
-
+
 

 
Default value: 0
 

@@ -793,7 +793,7 @@
 
 

 
Option variable: integrate_use_rootsof
-
+
 

 
Default value: false
 

@@ -857,7 +857,7 @@
 
 

 
Function: ldefint (expr, x, a, b)
-
+
 

 
Attempts to compute the definite integral of expr by using limit
 to evaluate the indefinite integral of expr with respect to x
@@ -886,7 +886,7 @@
 
 

 
Function: potential (givengradient)
-
+
 

 
The calculation makes use of the global variable potentialzeroloc[0]
 which must be nonlist or of the form
@@ -904,7 +904,7 @@
 
 

 
Function: residue (expr, z, z_0)
-
+
 

 
Computes the residue in the complex plane of the expression expr when the
 variable z assumes the value z_0.  The residue is the coefficient of
@@ -935,7 +935,7 @@
 
 

 
Function: risch (expr, x)
-
+
 

 
Integrates expr with respect to x using the
 transcendental case of the Risch algorithm.  (The algebraic case of
@@ -972,7 +972,7 @@
 
 

 
Function: tldefint (expr, x, a, b)
-
+
 

 
Equivalent to ldefint with tlimswitch set to true.
 

@@ -1159,10 +1159,10 @@
 
 

 
Function: quad_qag (f(x), x, a, b, key, [epsrel, epsabs, limit])
-
+
 

 
Function: quad_qag (f, x, a, b, key, [epsrel, epsabs, limit])
-
+
 

 
Integration of a general function over a finite interval.  quad_qag
 implements a simple globally adaptive integrator using the strategy of Aind
@@ -1264,10 +1264,10 @@
 
 

 
Function: quad_qags (f(x), x, a, b, [epsrel, epsabs, limit])
-
+
 

 
Function: quad_qags (f, x, a, b, [epsrel, epsabs, limit])
-
+
 

 
Integration of a general function over a finite interval.
 quad_qags implements globally adaptive interval subdivision with
@@ -1363,10 +1363,10 @@
 
 

 
Function: quad_qagi (f(x), x, a, b, [epsrel, epsabs, limit])
-
+
 

 
Function: quad_qagi (f, x, a, b, [epsrel, epsabs, limit])
-
+
 

 
Integration of a general function over an infinite or semi-infinite interval.
 The interval is mapped onto a finite interval and
@@ -1472,10 +1472,10 @@
 
 

 
Function: quad_qawc (f(x), x, c, a, b, [epsrel, epsabs, limit])
-
+
 

 
Function: quad_qawc (f, x, c, a, b, [epsrel, epsabs, limit])
-
+
 

 
Computes the Cauchy principal value of f(x)/(x - c) over a finite
 interval.  The strategy is globally adaptive, and modified
@@ -1586,10 +1586,10 @@
 
 

 
Function: quad_qawf (f(x), x, a, omega, trig, [epsabs, limit, maxp1, limlst])
-
+
 

 
Function: quad_qawf (f, x, a, omega, trig, [epsabs, limit, maxp1, limlst])
-
+
 

 
Calculates a Fourier cosine or Fourier sine transform on a semi-infinite
 interval using the Quadpack QAWF function.  The same approach as in
@@ -1698,10 +1698,10 @@
 
 

 
Function: quad_qawo (f(x), x, a, b, omega, trig, [epsrel, epsabs, limit, maxp1, limlst])
-
+
 

 
Function: quad_qawo (f, x, a, b, omega, trig, [epsrel, epsabs, limit, maxp1, limlst])
-
+
 

 
Integration of
 cos (omega x) f(x)
@@ -1821,10 +1821,10 @@
 
 

 
Function: quad_qaws (f(x), x, a, b, alpha, beta, wfun, [epsrel, epsabs, limit])
-
+
 

 
Function: quad_qaws (f, x, a, b, alpha, beta, wfun, [epsrel, epsabs, limit])
-
+
 

 
Integration of w(x) f(x) over a finite interval, where w(x) is a
 certain algebraic or logarithmic function.  A globally adaptive subdivision
@@ -1939,10 +1939,10 @@
 
 

 
Function: quad_qagp (f(x), x, a, b, points, [epsrel, epsabs, limit])
-
+
 

 
Function: quad_qagp (f, x, a, b, points, [epsrel, epsabs, limit])
-
+
 

 
Integration of a general function over a finite interval.
 quad_qagp implements globally adaptive interval subdivision with
@@ -2045,7 +2045,7 @@
 
 

 
Function: quad_control (parameter, [value])
-
+
 

 
Control error handling for quadpack.  The parameter should be one of
 the following symbols:
@@ -2096,7 +2096,7 @@
 
 

  
-  This document was generated by Robert on August, 12 2012 using texi2html 1.76.
+  This document was generated by Robert on December, 10 2012 using texi2html 1.76.
  
  

 
diff -Nru maxima-5.28.0/doc/info/maxima_2.html maxima-5.29.1/doc/info/maxima_2.html
--- maxima-5.28.0/doc/info/maxima_2.html	2012-08-12 21:24:44.000000000 +0000
+++ maxima-5.29.1/doc/info/maxima_2.html	2012-12-10 20:36:02.000000000 +0000
@@ -1,6 +1,6 @@
 
 
-
+
 
 
-Maxima 5.28.0 Manual: 2. Bug Detection and Reporting
+Maxima 5.29.1 Manual: 2. Bug Detection and Reporting
 
-
-
+
+
 
 
 
@@ -209,7 +209,7 @@
 
Displays tests that are marked as known bugs.  (Default is false).
 

 
 tests

-
This is a list of tests that should be run.  Each test can be specified by
+
This is a single test or a list of tests that should be run.  Each test can be specified by
 either a string or a symbol.  By default, all tests are run.  The complete set
 of tests is specified by testsuite_files.
 

@@ -375,7 +375,7 @@
 
 

  
-  This document was generated by Robert on August, 12 2012 using texi2html 1.76.
+  This document was generated by Robert on December, 10 2012 using texi2html 1.76.
  
  

 
diff -Nru maxima-5.28.0/doc/info/maxima_20.html maxima-5.29.1/doc/info/maxima_20.html
--- maxima-5.28.0/doc/info/maxima_20.html	2012-08-12 21:24:44.000000000 +0000
+++ maxima-5.29.1/doc/info/maxima_20.html	2012-12-10 20:36:02.000000000 +0000
@@ -1,6 +1,6 @@
 
 
-
+
 
 
-Maxima 5.28.0 Manual: 20. Equations
+Maxima 5.29.1 Manual: 20. Equations
 
-
-
+
+
 
 
 
@@ -193,7 +193,7 @@
 
 

 
System variable: %rnum_list
-
+
 

 
Default value: []
 

@@ -232,7 +232,7 @@
 
 

 
Option variable: algepsilon
-
+
 

 
Default value: 10^8
 

@@ -252,7 +252,7 @@
 
 

 
Option variable: algexact
-
+
 

 
Default value: false
 

@@ -285,10 +285,10 @@
 
 

 
Function: algsys ([expr_1, …, expr_m], [x_1, …, x_n])
-
+
 

 
Function: algsys ([eqn_1, …, eqn_m], [x_1, …, x_n])
-
+
 

 
Solves the simultaneous polynomials expr_1, …, expr_m or
 polynomial equations eqn_1, …, eqn_m for the variables
@@ -412,10 +412,10 @@
 
 

 
Function: allroots (expr)
-
+
 

 
Function: allroots (eqn)
-
+
 

 
Computes numerical approximations of the real and complex roots of the
 polynomial expr or polynomial equation eqn of one variable.
@@ -489,10 +489,10 @@
 
 

 
Function: bfallroots (expr)
-
+
 

 
Function: bfallroots (eqn)
-
+
 

 
Computes numerical approximations of the real and complex roots of the
 polynomial expr or polynomial equation eqn of one variable.
@@ -517,7 +517,7 @@
 
 

 
Option variable: backsubst
-
+
 

 
Default value: true
 

@@ -550,7 +550,7 @@
 
 

 
Option variable: breakup
-
+
 

 
Default value: true
 

@@ -636,10 +636,10 @@
 
 

 
Function: dimension (eqn)
-
+
 

 
Function: dimension (eqn_1, …, eqn_n)
-
+
 

 
dimen is a package for dimensional analysis.
 load ("dimen") loads this package.
@@ -658,7 +658,7 @@
 
 

 
Option variable: dispflag
-
+
 

 
Default value: true
 

@@ -683,7 +683,7 @@
 
 

 
Function: funcsolve (eqn, g(t))
-
+
 

 
Returns [g(t) = ...]  or [], depending on whether
 or not there exists a rational function g(t) satisfying
@@ -718,7 +718,7 @@
 
 

 
Option variable: globalsolve
-
+
 

 
Default value: false
 

@@ -792,7 +792,7 @@
 
 

 
Function: ieqn (ie, unk, tech, n, guess)
-
+
 

 
inteqn is a package for solving integral equations.
 load ("inteqn") loads this package.
@@ -836,7 +836,7 @@
 
 

 
Option variable: ieqnprint
-
+
 

 
Default value: true
 

@@ -867,7 +867,7 @@
 
 

 
Function: lhs (expr)
-
+
 

 
Returns the left-hand side (that is, the first argument) of the expression
 expr, when the operator of expr is one of the relational operators
@@ -925,7 +925,7 @@
 
 

 
Function: linsolve ([expr_1, …, expr_m], [x_1, …, x_n])
-
+
 

 
Solves the list of simultaneous linear equations for the list of variables.
 The expressions must each be polynomials in the variables and may be equations.
@@ -1011,7 +1011,7 @@
 
 

 
Option variable: linsolvewarn
-
+
 

 
Default value: true
 

@@ -1032,7 +1032,7 @@
 
 

 
Option variable: linsolve_params
-
+
 

 
Default value: true
 

@@ -1057,7 +1057,7 @@
 
 

 
System variable: multiplicities
-
+
 

 
Default value: not_set_yet
 

@@ -1081,7 +1081,7 @@
 
 

 
Function: nroots (p, low, high)
-
+
 

 
Returns the number of real roots of the real univariate polynomial p in
 the half-open interval (low, high].  The endpoints of the
@@ -1109,7 +1109,7 @@
 
 

 
Function: nthroot (p, n)
-
+
 

 
where p is a polynomial with integer coefficients and n is a
 positive integer returns q, a polynomial over the integers, such that
@@ -1132,7 +1132,7 @@
 
 

 
Option variable: polyfactor
-
+
 

 
Default value: false
 

@@ -1160,7 +1160,7 @@
 
 

 
Option variable: programmode
-
+
 

 
Default value: true
 

@@ -1193,7 +1193,7 @@
 
 

 
Option variable: realonly
-
+
 

 
Default value: false
 

@@ -1214,16 +1214,16 @@
 
 

 
Function: realroots (expr, bound)
-
+
 

 
Function: realroots (eqn, bound)
-
+
 

 
Function: realroots (expr)
-
+
 

 
Function: realroots (eqn)
-
+
 

 
Computes rational approximations of the real roots of the polynomial expr
 or polynomial equation eqn of one variable, to within a tolerance of
@@ -1288,7 +1288,7 @@
 
 

 
Function: rhs (expr)
-
+
 

 
Returns the right-hand side (that is, the second argument) of the expression
 expr, when the operator of expr is one of the relational operators
@@ -1345,7 +1345,7 @@
 
 

 
Option variable: rootsconmode
-
+
 

 
Default value: true
 

@@ -1369,7 +1369,7 @@
 
 

 
Function: rootscontract (expr)
-
+
 

 
Converts products of roots into roots of products.  For example,
 rootscontract (sqrt(x)*y^(3/2)) yields sqrt(x*y^3).
@@ -1450,7 +1450,7 @@
 
 

 
Option variable: rootsepsilon
-
+
 

 
Default value: 1.0e-7
 

@@ -1474,13 +1474,13 @@
 
 

 
Function: solve (expr, x)
-
+
 

 
Function: solve (expr)
-
+
 

 
Function: solve ([eqn_1, …, eqn_n], [x_1, …, x_n])
-
+
 

 
Solves the algebraic equation expr for the variable x and returns a
 list of solution equations in x.  If expr is not an equation, the
@@ -1658,7 +1658,7 @@
 

 

 
Option variable: solvedecomposes
-
+
 

 
Default value: true
 

@@ -1679,7 +1679,7 @@
 
 

 
Option variable: solveexplicit
-
+
 

 
Default value: false
 

@@ -1701,7 +1701,7 @@
 
 

 
Option variable: solvefactors
-
+
 

 
Default value: true
 

@@ -1723,7 +1723,7 @@
 
 

 
Option variable: solvenullwarn
-
+
 

 
Default value: true
 

@@ -1746,7 +1746,7 @@
 
 

 
Option variable: solveradcan
-
+
 

 
Default value: false
 

@@ -1769,7 +1769,7 @@
 
 

 
Option variable: solvetrigwarn
-
+
 

 
Default value: true
 

@@ -1805,7 +1805,7 @@
 
 

  
-  This document was generated by Robert on August, 12 2012 using texi2html 1.76.
+  This document was generated by Robert on December, 10 2012 using texi2html 1.76.
  
  

 
diff -Nru maxima-5.28.0/doc/info/maxima_21.html maxima-5.29.1/doc/info/maxima_21.html
--- maxima-5.28.0/doc/info/maxima_21.html	2012-08-12 21:24:44.000000000 +0000
+++ maxima-5.29.1/doc/info/maxima_21.html	2012-12-10 20:36:02.000000000 +0000
@@ -1,6 +1,6 @@
 
 
-
+
 
 
-Maxima 5.28.0 Manual: 21. Differential Equations
+Maxima 5.29.1 Manual: 21. Differential Equations
 
-
-
+
+
 
 
 
@@ -223,7 +223,7 @@
 

 

 
Function: bc2 (solution, xval1, yval1, xval2, yval2)
-
+
 

 
Solves a boundary value problem for a second order differential equation.
 Here: solution is a general solution to the equation, as found by
@@ -249,10 +249,10 @@
 

 

 
Function: desolve (eqn, x)
-
+
 

 
Function: desolve ([eqn_1, ..., eqn_n], [x_1, ..., x_n])
-
+
 

 
The function desolve solves systems of linear ordinary
 differential equations using Laplace transform.  Here the eqn's
@@ -317,7 +317,7 @@
 

 

 
Function: ic1 (solution, xval, yval)
-
+
 

 
Solves initial value problems for first order differential equations.
 Here solution is a general solution to the equation, as found by
@@ -340,7 +340,7 @@
 

 

 
Function: ic2 (solution, xval, yval, dval)
-
+
 

 
Solves initial value problems for second-order differential equations.
 Here solution is a general solution to the equation, as found by
@@ -366,7 +366,7 @@
 

 

 
Function: ode2 (eqn, dvar, ivar)
-
+
 

 
The function ode2 solves an ordinary differential equation (ODE)
 of first or second order. It takes three arguments: an ODE given by
@@ -471,7 +471,7 @@
 
 

  
-  This document was generated by Robert on August, 12 2012 using texi2html 1.76.
+  This document was generated by Robert on December, 10 2012 using texi2html 1.76.
  
  

 
diff -Nru maxima-5.28.0/doc/info/maxima_22.html maxima-5.29.1/doc/info/maxima_22.html
--- maxima-5.28.0/doc/info/maxima_22.html	2012-08-12 21:24:44.000000000 +0000
+++ maxima-5.29.1/doc/info/maxima_22.html	2012-12-10 20:36:02.000000000 +0000
@@ -1,6 +1,6 @@
 
 
-
+
 
 
-Maxima 5.28.0 Manual: 22. Numerical
+Maxima 5.29.1 Manual: 22. Numerical
 
-
-
+
+
 
 
 
@@ -238,7 +238,7 @@
 
 

 
Function: polartorect (r, t)
-
+
 

 
Translates complex values of the form r %e^(%i t) to the form
 a + b %i, where r is the magnitude and t is the phase.
@@ -271,7 +271,7 @@
 
 

 
Function: recttopolar (a, b)
-
+
 

 
Translates complex values of the form a + b %i to the form
 r %e^(%i t), where a is the real part and b is the imaginary
@@ -306,7 +306,7 @@
 
 

 
Function: inverse_fft (y)
-
+
 

 
Computes the inverse complex fast Fourier transform.
 y is a list or array (named or unnamed) which contains the data to
@@ -378,7 +378,7 @@
 
 

 
Function: fft (x)
-
+
 

 
Computes the complex fast Fourier transform.
 x is a list or array (named or unnamed) which contains the data to
@@ -498,10 +498,10 @@
 
 

 
Function: horner (expr, x)
-
+
 

 
Function: horner (expr)
-
+
 

 
Returns a rearranged representation of expr as in Horner's rule, using
 x as the main variable if it is specified.  x may be omitted in
@@ -544,25 +544,25 @@
 
 

 
Function: find_root (expr, x, a, b, [abserr, relerr])
-
+
 

 
Function: find_root (f, a, b, [abserr, relerr])
-
+
 

 
Function: bf_find_root (expr, x, a, b, [abserr, relerr])
-
+
 

 
Function: bf_find_root (f, a, b, [abserr, relerr])
-
+
 

 
Option variable: find_root_error
-
+
 

 
Option variable: find_root_abs
-
+
 

 
Option variable: find_root_rel
-
+
 

 
Finds a root of the expression expr or the function f over the
 closed interval [a, b].  The expression expr may be an
@@ -666,7 +666,7 @@
 
 

 
Function: newton (expr, x, x_0, eps)
-
+
 

 
Returns an approximate solution of expr = 0 by Newton's method,
 considering expr to be a function of one variable, x.
@@ -777,7 +777,7 @@
 
 

 
Function: equalp (x, y)
-
+
 

 
Returns true if equal (x, y) otherwise false
 (doesn't give an error message like equal (x, y) would do in this case).
@@ -795,10 +795,10 @@
 
 

 
Function: remfun (f, expr)
-
+
 

 
Function: remfun (f, expr, x)
-
+
 

 
remfun (f, expr) replaces all occurrences of f
 (arg) by arg in expr.
@@ -820,10 +820,10 @@
 
 

 
Function: funp (f, expr)
-
+
 

 
Function: funp (f, expr, x)
-
+
 

 
funp (f, expr)
 returns true if expr contains the function f.
@@ -845,13 +845,13 @@
 
 

 
Function: absint (f, x, halfplane)
-
+
 

 
Function: absint (f, x)
-
+
 

 
Function: absint (f, x, a, b)
-
+
 

 
absint (f, x, halfplane)
 returns the indefinite integral of f with respect to
@@ -882,7 +882,7 @@
 
 

 
Function: fourier (f, x, p)
-
+
 

 
Returns a list of the Fourier coefficients of f(x) defined
 on the interval [-p, p].
@@ -901,7 +901,7 @@
 
 

 
Function: foursimp (l)
-
+
 

 
Simplifies sin (n %pi) to 0 if sinnpiflag is true and
 cos (n %pi) to (-1)^n if cosnpiflag is true.
@@ -923,7 +923,7 @@
 
 

 
Option variable: sinnpiflag
-
+
 

 
Default value: true
 

@@ -942,7 +942,7 @@
 
 

 
Option variable: cosnpiflag
-
+
 

 
Default value: true
 

@@ -962,7 +962,7 @@
 
 

 
Function: fourexpand (l, x, p, limit)
-
+
 

 
Constructs and returns the Fourier series from the list of Fourier coefficients
 l up through limit terms (limit may be inf).  x
@@ -982,7 +982,7 @@
 
 

 
Function: fourcos (f, x, p)
-
+
 

 
Returns the Fourier cosine coefficients for f(x) defined on
 [0, p].
@@ -1001,7 +1001,7 @@
 
 

 
Function: foursin (f, x, p)
-
+
 

 
Returns the Fourier sine coefficients for f(x) defined on
 [0, p].
@@ -1020,7 +1020,7 @@
 
 

 
Function: totalfourier (f, x, p)
-
+
 

 
Returns fourexpand (foursimp (fourier (f, x, p)),
 x, p, 'inf).
@@ -1039,7 +1039,7 @@
 
 

 
Function: fourint (f, x)
-
+
 

 
Constructs and returns a list of the Fourier integral coefficients of
 f(x) defined on [minf, inf].
@@ -1058,7 +1058,7 @@
 
 

 
Function: fourintcos (f, x)
-
+
 

 
Returns the Fourier cosine integral coefficients for f(x)
 on [0, inf].
@@ -1077,7 +1077,7 @@
 
 

 
Function: fourintsin (f, x)
-
+
 

 
Returns the Fourier sine integral coefficients for f(x) on
 [0, inf].
@@ -1109,7 +1109,7 @@
 
 

  
-  This document was generated by Robert on August, 12 2012 using texi2html 1.76.
+  This document was generated by Robert on December, 10 2012 using texi2html 1.76.
  
  

 
diff -Nru maxima-5.28.0/doc/info/maxima_23.html maxima-5.29.1/doc/info/maxima_23.html
--- maxima-5.28.0/doc/info/maxima_23.html	2012-08-12 21:24:44.000000000 +0000
+++ maxima-5.29.1/doc/info/maxima_23.html	2012-12-10 20:36:03.000000000 +0000
@@ -1,6 +1,6 @@
 
 
-
+
 
 
-Maxima 5.28.0 Manual: 23. Matrices and Linear Algebra
+Maxima 5.29.1 Manual: 23. Matrices and Linear Algebra
 
-
-
+
+
 
 
 
@@ -405,7 +405,7 @@
 
 

 
Function: addcol (M, list_1, …, list_n)
-
+
 

 
Appends the column(s) given by the one
 or more lists (or matrices) onto the matrix M.
@@ -423,7 +423,7 @@
 
 

 
Function: addrow (M, list_1, …, list_n)
-
+
 

 
Appends the row(s) given by the one or
 more lists (or matrices) onto the matrix M.
@@ -441,7 +441,7 @@
 
 

 
Function: adjoint (M)
-
+
 

 
Returns the adjoint of the matrix M.
 The adjoint matrix is the transpose of the matrix of cofactors of M.
@@ -459,7 +459,7 @@
 
 

 
Function: augcoefmatrix ([eqn_1, …, eqn_m], [x_1, …, x_n])
-
+
 

 
Returns the augmented coefficient
 matrix for the variables x_1, …, x_n of the system of linear
@@ -488,10 +488,10 @@
 
 

 
Function: cauchy_matrix ([x_1, x_2, …, x_m], [y_1, y_2, …, y_n])
-
+
 

 
Function: cauchy_matrix ([x_1, x_2, …, x_n])
-
+
 

 
Returns a n by m Cauchy matrix with the elements a[i,j] 
 = 1/(x_i+y_i).  The second argument of cauchy_matrix is 
@@ -534,7 +534,7 @@
 
 

 
Function: charpoly (M, x)
-
+
 

 
Returns the characteristic polynomial for the matrix M
 with respect to variable x.  That is,
@@ -584,7 +584,7 @@
 
 

 
Function: coefmatrix ([eqn_1, …, eqn_m], [x_1, …, x_n])
-
+
 

 
Returns the coefficient matrix for the
 variables x_1, …, x_n of the system of linear equations
@@ -610,7 +610,7 @@
 
 

 
Function: col (M, i)
-
+
 

 
Returns the i'th column of the matrix M.
 The return value is a matrix.
@@ -629,10 +629,10 @@
 
 

 
Function: columnvector (L)
-
+
 

 
Function: covect (L)
-
+
 

 
Returns a matrix of one column and length (L) rows,
 containing the elements of the list L.
@@ -671,7 +671,7 @@
 
 

 
Function: copymatrix (M)
-
+
 

 
Returns a copy of the matrix M.  This is the only way
 to make a copy aside from copying M element by element.
@@ -694,7 +694,7 @@
 
 

 
Function: determinant (M)
-
+
 

 
Computes the determinant of M by a method similar to
 Gaussian elimination.
@@ -719,7 +719,7 @@
 
 

 
Option variable: detout
-
+
 

 
Default value: false
 

@@ -764,7 +764,7 @@
 
 

 
Function: diagmatrix (n, x)
-
+
 

 
Returns a diagonal matrix of size n by n with the diagonal elements
 all equal to x.  diagmatrix (n, 1) returns an identity matrix
@@ -790,7 +790,7 @@
 
 

 
Option variable: doallmxops
-
+
 

 
Default value: true
 

@@ -812,7 +812,7 @@
 
 

 
Option variable: domxexpt
-
+
 

 
Default value: true
 

@@ -858,7 +858,7 @@
 
 

 
Option variable: domxmxops
-
+
 

 
Default value: true
 

@@ -879,7 +879,7 @@
 
 

 
Option variable: domxnctimes
-
+
 

 
Default value: false
 

@@ -899,7 +899,7 @@
 
 

 
Option variable: dontfactor
-
+
 

 
Default value: []
 

@@ -922,7 +922,7 @@
 
 

 
Option variable: doscmxops
-
+
 

 
Default value: false
 

@@ -942,7 +942,7 @@
 
 

 
Option variable: doscmxplus
-
+
 

 
Default value: false
 

@@ -963,7 +963,7 @@
 
 

 
Option variable: dot0nscsimp
-
+
 

 
Default value: true
 

@@ -983,7 +983,7 @@
 
 

 
Option variable: dot0simp
-
+
 

 
Default value: true
 

@@ -1004,7 +1004,7 @@
 
 

 
Option variable: dot1simp
-
+
 

 
Default value: true
 

@@ -1025,7 +1025,7 @@
 
 

 
Option variable: dotassoc
-
+
 

 
Default value: true
 

@@ -1045,7 +1045,7 @@
 
 

 
Option variable: dotconstrules
-
+
 

 
Default value: true
 

@@ -1070,7 +1070,7 @@
 
 

 
Option variable: dotdistrib
-
+
 

 
Default value: false
 

@@ -1090,7 +1090,7 @@
 
 

 
Option variable: dotexptsimp
-
+
 

 
Default value: true
 

@@ -1110,7 +1110,7 @@
 
 

 
Option variable: dotident
-
+
 

 
Default value: 1
 

@@ -1129,7 +1129,7 @@
 
 

 
Option variable: dotscrules
-
+
 

 
Default value: false
 

@@ -1149,7 +1149,7 @@
 
 

 
Function: echelon (M)
-
+
 

 
Returns the echelon form of the matrix M,
 as produced by Gaussian elimination.
@@ -1200,10 +1200,10 @@
 
 

 
Function: eigenvalues (M)
-
+
 

 
Function: eivals (M)
-
+
 

 
Returns a list of two lists containing the eigenvalues of the matrix M.
 The first sublist of the return value is the list of eigenvalues of the
@@ -1249,10 +1249,10 @@
 
 

 
Function: eigenvectors (M)
-
+
 

 
Function: eivects (M)
-
+
 

 
Computes eigenvectors of the matrix M.
 The return value is a list of two elements.
@@ -1380,7 +1380,7 @@
 
 

 
Function: ematrix (m, n, x, i, j)
-
+
 

 
Returns an m by n matrix, all elements of which
 are zero except for the [i, j] element which is x.
@@ -1398,7 +1398,7 @@
 
 

 
Function: entermatrix (m, n)
-
+
 

 
Returns an m by n matrix, reading the elements interactively.
 

@@ -1452,13 +1452,13 @@
 
 

 
Function: genmatrix (a, i_2, j_2, i_1, j_1)
-
+
 

 
Function: genmatrix (a, i_2, j_2, i_1)
-
+
 

 
Function: genmatrix (a, i_2, j_2)
-
+
 

 
Returns a matrix generated from a, taking element
 a[i_1, j_1] as the upper-left element and
@@ -1532,10 +1532,10 @@
 
 

 
Function: gramschmidt (x)
-
+
 

 
Function: gramschmidt (x, F)
-
+
 

 
Carries out the Gram-Schmidt orthogonalization algorithm on x, which is
 either a matrix or a list of lists.  x is not modified by
@@ -1602,7 +1602,7 @@
 
 

 
Function: ident (n)
-
+
 

 
Returns an n by n identity matrix.
 

@@ -1620,10 +1620,10 @@
 
 

 
Function: innerproduct (x, y)
-
+
 

 
Function: inprod (x, y)
-
+
 

 
Returns the inner product (also called the scalar product or dot product) of
 x and y, which are lists of equal length, or both 1-column or 1-row
@@ -1648,7 +1648,7 @@
 
 

 
Function: invert (M)
-
+
 

 
Returns the inverse of the matrix M.
 The inverse is computed by the adjoint method.
@@ -1695,7 +1695,7 @@
 
 

 
Function: list_matrix_entries (M)
-
+
 

 
Returns a list containing the elements of the matrix M.
 

@@ -1717,7 +1717,7 @@
 
 

 
Option variable: lmxchar
-
+
 

 
Default value: [
 

@@ -1750,7 +1750,7 @@
 
 

 
Function: matrix (row_1, …, row_n)
-
+
 

 
Returns a rectangular matrix which has the rows row_1, …,
 row_n.  Each row is a list of expressions.  All rows must be the same
@@ -1947,7 +1947,7 @@
 
 

 
Function: matrixmap (f, M)
-
+
 

 
Returns a matrix with element i,j equal to f(M[i,j]).
 

@@ -1971,7 +1971,7 @@
 
 

 
Function: matrixp (expr)
-
+
 

 
Returns true if expr is a matrix, otherwise false.
 

@@ -1990,7 +1990,7 @@
 
 

 
Option variable: matrix_element_add
-
+
 

 
Default value: +
 

@@ -2038,7 +2038,7 @@
 
 

 
Option variable: matrix_element_mult
-
+
 

 
Default value: *
 

@@ -2096,7 +2096,7 @@
 
 

 
Option variable: matrix_element_transpose
-
+
 

 
Default value: false
 

@@ -2164,7 +2164,7 @@
 
 

 
Function: mattrace (M)
-
+
 

 
Returns the trace (that is, the sum of the elements on the main diagonal) of
 the square matrix M.
@@ -2191,7 +2191,7 @@
 
 

 
Function: minor (M, i, j)
-
+
 

 
Returns the i, j minor of the matrix M.  That is, M
 with row i and column j removed.
@@ -2209,7 +2209,7 @@
 
 

 
Function: ncharpoly (M, x)
-
+
 

 
Returns the characteristic polynomial of the matrix M
 with respect to x.  This is an alternative to Maxima's charpoly.
@@ -2241,7 +2241,7 @@
 
 

 
Function: newdet (M)
-
+
 

 
Computes the determinant of the matrix M by the Johnson-Gentleman tree 
 minor algorithm.  newdet returns the result in CRE form.
@@ -2259,7 +2259,7 @@
 
 

 
Function: permanent (M)
-
+
 

 
Computes the permanent of the matrix M by the Johnson-Gentleman tree
 minor algorithm.  A permanent is like a determinant but with no sign changes.
@@ -2280,7 +2280,7 @@
 
 

 
Function: rank (M)
-
+
 

 
Computes the rank of the matrix M.  That is, the order of the
 largest non-singular subdeterminant of M.
@@ -2302,7 +2302,7 @@
 
 

 
Option variable: ratmx
-
+
 

 
Default value: false
 

@@ -2333,7 +2333,7 @@
 
 

 
Function: row (M, i)
-
+
 

 
Returns the i'th row of the matrix M.
 The return value is a matrix.
@@ -2351,7 +2351,7 @@
 
 

 
Option variable: rmxchar
-
+
 

 
Default value: ]
 

@@ -2373,7 +2373,7 @@
 
 

 
Option variable: scalarmatrixp
-
+
 

 
Default value: true
 

@@ -2403,7 +2403,7 @@
 
 

 
Function: scalefactors (coordinatetransform)
-
+
 

 
Here the argument coordinatetransform evaluates to the form
 [[expression1, expression2, ...], indeterminate1, indeterminat2, ...],
@@ -2432,7 +2432,7 @@
 
 

 
Function: setelmx (x, i, j, M)
-
+
 

 
Assigns x to the (i, j)'th element of the matrix M,
 and returns the altered matrix.
@@ -2454,10 +2454,10 @@
 
 

 
Function: similaritytransform (M)
-
+
 

 
Function: simtran (M)
-
+
 

 
similaritytransform computes a similarity transform of the matrix
 M.  It returns a list which is the output of the uniteigenvectors
@@ -2495,7 +2495,7 @@
 
 

 
Option variable: sparse
-
+
 

 
Default value: false
 

@@ -2515,13 +2515,13 @@
 
 

 
Function: submatrix (i_1, …, i_m, M, j_1, …, j_n)
-
+
 

 
Function: submatrix (i_1, …, i_m, M)
-
+
 

 
Function: submatrix (M, j_1, …, j_n)
-
+
 

 
Returns a new matrix composed of the matrix M with rows i_1,
 …, i_m deleted, and columns j_1, …, j_n deleted.
@@ -2539,7 +2539,7 @@
 
 

 
Function: transpose (M)
-
+
 

 
Returns the transpose of M.
 

@@ -2565,7 +2565,7 @@
 
 

 
Function: triangularize (M)
-
+
 

 
Returns the upper triangular form of the matrix M,
 as produced by Gaussian elimination.
@@ -2604,10 +2604,10 @@
 
 

 
Function: uniteigenvectors (M)
-
+
 

 
Function: ueivects (M)
-
+
 

 
Computes unit eigenvectors of the matrix M.
 The return value is a list of lists, the first sublist of which is the
@@ -2647,10 +2647,10 @@
 
 

 
Function: unitvector (x)
-
+
 

 
Function: uvect (x)
-
+
 

 
Returns x/norm(x);
 this is a unit vector in the same direction as x.
@@ -2673,7 +2673,7 @@
 
 

 
Function: vectorpotential (givencurl)
-
+
 

 
Returns the vector potential of a given curl vector, in the current coordinate
 system.  potentialzeroloc has a similar role as for potential, but
@@ -2694,7 +2694,7 @@
 
 

 
Function: vectorsimp (expr)
-
+
 

 
Applies simplifications and expansions according to the following global flags:
 

@@ -2748,7 +2748,7 @@
 
 

 
Option variable: vect_cross
-
+
 

 
Default value: false
 

@@ -2770,7 +2770,7 @@
 
 

 
Function: zeromatrix (m, n)
-
+
 

 
Returns an m by n matrix, all elements of which are zero.
 

@@ -2801,7 +2801,7 @@
 
 

  
-  This document was generated by Robert on August, 12 2012 using texi2html 1.76.
+  This document was generated by Robert on December, 10 2012 using texi2html 1.76.
  
  

 
diff -Nru maxima-5.28.0/doc/info/maxima_24.html maxima-5.29.1/doc/info/maxima_24.html
--- maxima-5.28.0/doc/info/maxima_24.html	2012-08-12 21:24:44.000000000 +0000
+++ maxima-5.29.1/doc/info/maxima_24.html	2012-12-10 20:36:03.000000000 +0000
@@ -1,6 +1,6 @@
 
 
-
+
 
 
-Maxima 5.28.0 Manual: 24. Affine
+Maxima 5.29.1 Manual: 24. Affine
 
-
-
+
+
 
 
 
@@ -232,7 +232,7 @@
 

 

 
Function: fast_linsolve ([expr_1, ..., expr_m], [x_1, ..., x_n])
-
+
 

 
Solves the simultaneous linear equations expr_1, ..., expr_m
 for the variables x_1, ..., x_n.
@@ -260,7 +260,7 @@
 

 

 
Function: grobner_basis ([expr_1, ..., expr_m])
-
+
 

 
Returns a Groebner basis for the equations expr_1, ..., expr_m.
 The function polysimp can then
@@ -289,10 +289,10 @@
 

 

 
Function: set_up_dot_simplifications (eqns, check_through_degree)
-
+
 

 
Function: set_up_dot_simplifications (eqns)
-
+
 

 
The eqns are
 polynomial equations in non commutative variables.
@@ -324,7 +324,7 @@
 

 

 
Function: declare_weights (x_1, w_1, ..., x_n, w_n)
-
+
 

 
Assigns weights w_1, ..., w_n to x_1, ..., x_n, respectively.
 These are the weights used in computing nc_degree.
@@ -343,7 +343,7 @@
 

 

 
Function: nc_degree (p)
-
+
 

 
Returns the degree of a noncommutative polynomial p.  See declare_weights.
 

@@ -361,7 +361,7 @@
 

 

 
Function: dotsimp (f)
-
+
 

 
Returns 0 if and only if f is in the ideal generated by the equations, i.e.,
 if and only if f is a polynomial combination of the elements of the equations.
@@ -380,7 +380,7 @@
 

 

 
Function: fast_central_elements ([x_1, ..., x_n], n)
-
+
 

 
If set_up_dot_simplifications has been previously done, finds the central polynomials
 in the variables x_1, ..., x_n in the given degree, n.
@@ -404,7 +404,7 @@
 

 

 
Function: check_overlaps (n, add_to_simps)
-
+
 

 
Checks the overlaps thru degree n,
 making sure that you have sufficient simplification rules in each
@@ -429,7 +429,7 @@
 

 

 
Function: mono ([x_1, ..., x_n], n)
-
+
 

 
Returns the list of independent
 monomials relative to the current dot simplifications of degree n
@@ -449,7 +449,7 @@
 

 

 
Function: monomial_dimensions (n)
-
+
 

 
Compute the Hilbert series through degree n for the current algebra.
 

@@ -467,7 +467,7 @@
 

 

 
Function: extract_linear_equations ([p_1, ..., p_n], [m_1, ..., m_n])
-
+
 

 
Makes a list of the coefficients of the noncommutative polynomials p_1, ..., p_n
 of the noncommutative monomials m_1, ..., m_n.
@@ -488,10 +488,10 @@
 

 

 
Function: list_nc_monomials ([p_1, ..., p_n])
-
+
 

 
Function: list_nc_monomials (p)
-
+
 

 
Returns a list of the non commutative monomials occurring in a polynomial p
 or a list of polynomials p_1, ..., p_n.
@@ -512,7 +512,7 @@
 

 

 
Option variable: all_dotsimp_denoms
-
+
 

 
Default value: false
 

@@ -553,7 +553,7 @@
 
 

  
-  This document was generated by Robert on August, 12 2012 using texi2html 1.76.
+  This document was generated by Robert on December, 10 2012 using texi2html 1.76.
  
  

 
diff -Nru maxima-5.28.0/doc/info/maxima_25.html maxima-5.29.1/doc/info/maxima_25.html
--- maxima-5.28.0/doc/info/maxima_25.html	2012-08-12 21:24:44.000000000 +0000
+++ maxima-5.29.1/doc/info/maxima_25.html	2012-12-10 20:36:03.000000000 +0000
@@ -1,6 +1,6 @@
 
 
-
+
 
 
-Maxima 5.28.0 Manual: 25. itensor
+Maxima 5.29.1 Manual: 25. itensor
 
-
-
+
+
 
 
 
@@ -525,10 +525,10 @@
 
 

 
Function: dispcon (tensor_1, tensor_2, …)
-
+
 

 
Function: dispcon (all)
-
+
 

 
Displays the contraction properties of its arguments as were given to
 defcon.  dispcon (all) displays all the contraction properties
@@ -546,7 +546,7 @@
 

 

 
Function: entertensor (name)
-
+
 

 
is a function which, by prompting, allows one to create an indexed
 object called name with any number of tensorial and derivative
@@ -565,7 +565,7 @@
 

 

 
Function: changename (old, new, expr)
-
+
 

 
will change the name of all indexed objects called old to new
 in expr. old may be either a symbol or a list of the form
@@ -585,7 +585,7 @@
 

 

 
Function: listoftens
-
+
 

 
Lists all tensors in a tensorial expression, complete with their indices. E.g.,
 

@@ -612,7 +612,7 @@
 

 

 
Function: ishow (expr)
-
+
 

 
displays expr with the indexed objects in it shown having their
 covariant indices as subscripts and contravariant indices as
@@ -632,7 +632,7 @@
 

 

 
Function: indices (expr)
-
+
 

 
Returns a list of two elements.  The first is a list of the free
 indices in expr (those that occur only once). The second is the
@@ -667,10 +667,10 @@
 

 

 
Function: rename (expr)
-
+
 

 
Function: rename (expr, count)
-
+
 

 
Returns an expression equivalent to expr but with the dummy indices
 in each term chosen from the set [%1, %2,...], if the optional second
@@ -741,7 +741,7 @@
 
 

 
Function: show (expr)
-
+
 

 
Displays expr with the indexed objects in it shown
 having covariant indices as subscripts, contravariant indices as
@@ -762,7 +762,7 @@
 

 

 
Option variable: flipflag
-
+
 

 
Default: false. If false then the indices will be
 renamed according to the order of the contravariant indices,
@@ -787,10 +787,10 @@
 

 

 
Function: defcon (tensor_1)
-
+
 

 
Function: defcon (tensor_1, tensor_2, tensor_3)
-
+
 

 
gives tensor_1 the property that the
 contraction of a product of tensor_1 and tensor_2 results in tensor_3
@@ -820,10 +820,10 @@
 

 

 
Function: remcon (tensor_1, ..., tensor_n)
-
+
 

 
Function: remcon (all)
-
+
 

 
removes all the contraction properties
 from the tensor_1, ..., tensor_n). remcon(all) removes all contraction
@@ -841,7 +841,7 @@
 

 

 
Function: contract (expr)
-
+
 

 
Carries out the tensorial contractions in expr which may be any
 combination of sums and products. This function uses the information
@@ -863,7 +863,7 @@
 

 

 
Function: indexed_tensor (tensor)
-
+
 

 
Must be executed before assigning components to a tensor for which
 a built in value already exists as with ichr1, ichr2,
@@ -881,7 +881,7 @@
 

 

 
Function: components (tensor, expr)
-
+
 

 
permits one to assign an indicial value to an expression
 expr giving the values of the components of tensor. These
@@ -985,7 +985,7 @@
 

 

 
Function: remcomps (tensor)
-
+
 

 
Unbinds all values from tensor which were assigned with the
 components function.
@@ -1003,7 +1003,7 @@
 

 

 
Function: showcomps (tensor)
-
+
 

 
Shows component assignments of a tensor, as made using the components
 command. This function can be particularly useful when a matrix is assigned
@@ -1060,7 +1060,7 @@
 

 

 
Function: idummy ()
-
+
 

 
Increments icounter and returns as its value an index of the form
 %n where n is a positive integer.  This guarantees that dummy indices
@@ -1079,7 +1079,7 @@
 

 

 
Option variable: idummyx
-
+
 

 
Default value: %
 

@@ -1097,7 +1097,7 @@
 

 

 
Option variable: icounter
-
+
 

 
Default value: 1
 

@@ -1117,7 +1117,7 @@
 

 

 
Function: kdelta (L1, L2)
-
+
 

 
is the generalized Kronecker delta function defined in
 the itensor package with L1 the list of covariant indices and L2
@@ -1144,7 +1144,7 @@
 

 

 
Function: kdels (L1, L2)
-
+
 

 
Symmetrized Kronecker delta, used in some calculations. For instance:
 

@@ -1177,7 +1177,7 @@
 

 

 
Function: levi_civita (L)
-
+
 

 
is the permutation (or Levi-Civita) tensor which yields 1 if
 the list L consists of an even permutation of integers, -1 if it
@@ -1196,7 +1196,7 @@
 

 

 
Function: lc2kdt (expr)
-
+
 

 
Simplifies expressions containing the Levi-Civita symbol, converting these
 to Kronecker-delta expressions when possible. The main difference between
@@ -1281,7 +1281,7 @@
 

 

 
Function: lc_l
-
+
 

 
Simplification rule used for expressions containing the unevaluated Levi-Civita
 symbol (levi_civita). Along with lc_u, it can be used to simplify
@@ -1318,7 +1318,7 @@
 

 

 
Function: lc_u
-
+
 

 
Simplification rule used for expressions containing the unevaluated Levi-Civita
 symbol (levi_civita). Along with lc_u, it can be used to simplify
@@ -1337,7 +1337,7 @@
 

 

 
Function: canten (expr)
-
+
 

 
Simplifies expr by renaming (see rename)
 and permuting dummy indices. rename is restricted to sums of tensor
@@ -1362,7 +1362,7 @@
 

 

 
Function: concan (expr)
-
+
 

 
Similar to canten but also performs index contraction.
 

@@ -1398,7 +1398,7 @@
 

 

 
Option variable: allsym
-
+
 

 
Default: false. if true then all indexed objects
 are assumed symmetric in all of their covariant and contravariant
@@ -1418,7 +1418,7 @@
 

 

 
Function: decsym (tensor, m, n, [cov_1, cov_2, ...], [contr_1, contr_2, ...])
-
+
 

 
Declares symmetry properties for tensor of m covariant and
 n contravariant indices. The cov_i and contr_i are
@@ -1480,7 +1480,7 @@
 

 

 
Function: remsym (tensor, m, n)
-
+
 

 
Removes all symmetry properties from tensor which has m
 covariant indices and n contravariant indices.
@@ -1497,10 +1497,10 @@
 

 

 
Function: canform (expr)
-
+
 

 
Function: canform (expr, rename)
-
+
 

 
Simplifies expr by renaming dummy
 indices and reordering all indices as dictated by symmetry conditions
@@ -1548,7 +1548,7 @@
 
 

 
Function: diff (expr, v_1, [n_1, [v_2, n_2] ...])
-
+
 

 
is the usual Maxima differentiation function which has been expanded
 in its abilities for itensor. It takes the derivative of expr with
@@ -1582,7 +1582,7 @@
 

 

 
Function: idiff (expr, v_1, [n_1, [v_2, n_2] ...])
-
+
 

 
Indicial differentiation. Unlike diff, which differentiates
 with respect to an independent variable, idiff) can be used
@@ -1609,7 +1609,7 @@
 

 

 
Function: liediff (v, ten)
-
+
 

 
Computes the Lie-derivative of the tensorial expression ten with
 respect to the vector field v. ten should be any indexed
@@ -1641,7 +1641,7 @@
 

 

 
Function: rediff (ten)
-
+
 

 
Evaluates all occurrences of the idiff command in the tensorial
 expression ten.
@@ -1658,7 +1658,7 @@
 

 

 
Function: undiff (expr)
-
+
 

 
Returns an expression equivalent to expr but with all derivatives
 of indexed objects replaced by the noun form of the idiff function. Its
@@ -1680,7 +1680,7 @@
 

 

 
Function: evundiff (expr)
-
+
 

 
Equivalent to the execution of undiff, followed by ev and
 rediff.
@@ -1747,7 +1747,7 @@
 

 

 
Function: flush (expr, tensor_1, tensor_2, ...)
-
+
 

 
Set to zero, in
 expr, all occurrences of the tensor_i that have no derivative indices.
@@ -1764,7 +1764,7 @@
 

 

 
Function: flushd (expr, tensor_1, tensor_2, ...)
-
+
 

 
Set to zero, in
 expr, all occurrences of the tensor_i that have derivative indices.
@@ -1781,7 +1781,7 @@
 

 

 
Function: flushnd (expr, tensor, n)
-
+
 

 
Set to zero, in expr, all
 occurrences of the differentiated object tensor that have n or more
@@ -1810,7 +1810,7 @@
 

 

 
Function: coord (tensor_1, tensor_2, ...)
-
+
 

 
Gives tensor_i the coordinate differentiation property that the
 derivative of contravariant vector whose name is one of the
@@ -1830,10 +1830,10 @@
 

 

 
Function: remcoord (tensor_1, tensor_2, ...)
-
+
 

 
Function: remcoord (all)
-
+
 

 
Removes the coordinate differentiation property from the tensor_i
 that was established by the function coord.  remcoord(all)
@@ -1851,7 +1851,7 @@
 

 

 
Function: makebox (expr)
-
+
 

 
Display expr in the same manner as show; however,
 any tensor d'Alembertian occurring in expr will be indicated using the
@@ -1870,7 +1870,7 @@
 

 

 
Function: conmetderiv (expr, tensor)
-
+
 

 
Simplifies expressions containing ordinary derivatives of
 both covariant and contravariant forms of the metric tensor (the
@@ -1902,10 +1902,10 @@
 

 

 
Function: simpmetderiv (expr)
-
+
 

 
Function: simpmetderiv (expr[, stop])
-
+
 

 
Simplifies expressions containing products of the derivatives of the
 metric tensor. Specifically, simpmetderiv recognizes two identities:
@@ -1995,7 +1995,7 @@
 

 

 
Function: flush1deriv (expr, tensor)
-
+
 

 
Set to zero, in expr, all occurrences of tensor that have
 exactly one derivative index.
@@ -2032,10 +2032,10 @@
 

 

 
Function: imetric (g)
-
+
 

 
System variable: imetric
-
+
 

 
Specifies the metric by assigning the variable imetric:g in
 addition, the contraction properties of the metric g are set up by
@@ -2055,7 +2055,7 @@
 

 

 
Function: idim (n)
-
+
 

 
Sets the dimensions of the metric. Also initializes the antisymmetry
 properties of the Levi-Civita symbols for the given dimension.
@@ -2072,7 +2072,7 @@
 

 

 
Function: ichr1 ([i, j, k])
-
+
 

 
Yields the Christoffel symbol of the first kind via the
 definition
@@ -2094,7 +2094,7 @@
 

 

 
Function: ichr2 ([i, j], [k])
-
+
 

 
Yields the Christoffel symbol of the second kind
 defined by the relation
@@ -2114,7 +2114,7 @@
 

 

 
Function: icurvature ([i, j, k], [h])
-
+
 

 
Yields the Riemann
 curvature tensor in terms of the Christoffel symbols of the second
@@ -2138,7 +2138,7 @@
 

 

 
Function: covdiff (expr, v_1, v_2, ...)
-
+
 

 
Yields the covariant derivative of expr with
 respect to the variables v_i in terms of the Christoffel symbols of the
@@ -2196,7 +2196,7 @@
 

 

 
Function: lorentz_gauge (expr)
-
+
 

 
Imposes the Lorentz condition by substituting 0 for all
 indexed objects in expr that have a derivative index identical to a
@@ -2214,7 +2214,7 @@
 

 

 
Function: igeodesic_coords (expr, name)
-
+
 

 
Causes undifferentiated Christoffel symbols and
 first derivatives of the metric tensor vanish in expr. The name
@@ -2354,7 +2354,7 @@
 

 

 
Function: iframes ()
-
+
 

 
Since in this version of Maxima, contraction identities for ifr and
 ifri are always defined, as is the frame bracket (ifb), this
@@ -2372,7 +2372,7 @@
 

 

 
Variable: ifb
-
+
 

 
The frame bracket. The contribution of the frame metric to the connection
 coefficients is expressed using the frame bracket:
@@ -2416,7 +2416,7 @@
 

 

 
Variable: icc1
-
+
 

 
Connection coefficients of the first kind. In itensor, defined as
 

@@ -2445,7 +2445,7 @@
 

 

 
Variable: icc2
-
+
 

 
Connection coefficients of the second kind. In itensor, defined as
 

@@ -2475,7 +2475,7 @@
 

 

 
Variable: ifc1
-
+
 

 
Frame coefficient of the first kind (also known as Ricci-rotation
 coefficients.) This tensor represents the contribution
@@ -2502,7 +2502,7 @@
 

 

 
Variable: ifc2
-
+
 

 
Frame coefficient of the second kind. This tensor represents the contribution
 of the frame metric to the connection coefficient of the second kind. Defined
@@ -2527,7 +2527,7 @@
 

 

 
Variable: ifr
-
+
 

 
The frame field. Contracts with the inverse frame field (ifri) to
 form the frame metric (ifg).
@@ -2544,7 +2544,7 @@
 

 

 
Variable: ifri
-
+
 

 
The inverse frame field. Specifies the frame base (dual basis vectors). Along
 with the frame metric, it forms the basis of all calculations based on
@@ -2562,7 +2562,7 @@
 

 

 
Variable: ifg
-
+
 

 
The frame metric. Defaults to kdelta, but can be changed using
 components.
@@ -2579,7 +2579,7 @@
 

 

 
Variable: ifgi
-
+
 

 
The inverse frame metric. Contracts with the frame metric (ifg)
 to kdelta.
@@ -2596,7 +2596,7 @@
 

 

 
Option variable: iframe_bracket_form
-
+
 

 
Default value: true
 

@@ -2639,7 +2639,7 @@
 

 

 
Variable: inm
-
+
 

 
The nonmetricity vector. Conformal nonmetricity is defined through the
 covariant derivative of the metric tensor. Normally zero, the metric
@@ -2663,7 +2663,7 @@
 

 

 
Variable: inmc1
-
+
 

 
Covariant permutation of the nonmetricity vector components. Defined as
 

@@ -2688,7 +2688,7 @@
 

 

 
Variable: inmc2
-
+
 

 
Contravariant permutation of the nonmetricity vector components. Used
 in the connection coefficients if inonmet_flag is true. Defined
@@ -2716,7 +2716,7 @@
 

 

 
Variable: ikt1
-
+
 

 
Covariant permutation of the torsion tensor (also known as contorsion).
 Defined as:
@@ -2743,7 +2743,7 @@
 

 

 
Variable: ikt2
-
+
 

 
Contravariant permutation of the torsion tensor (also known as contorsion).
 Defined as:
@@ -2768,7 +2768,7 @@
 

 

 
Variable: itr
-
+
 

 
The torsion tensor. For a metric with torsion, repeated covariant
 differentiation on a scalar function will not commute, as demonstrated
@@ -2900,7 +2900,7 @@
 

 

 
Operator: ~
-
+
 

 
The wedge product operator is denoted by the tilde ~. This is
 a binary operator. Its arguments should be expressions involving scalars,
@@ -2947,7 +2947,7 @@
 

 

 
Operator: |
-
+
 

 
The vertical bar | denotes the "contraction with a vector" binary
 operation. When a totally antisymmetric covariant tensor is contracted
@@ -2990,7 +2990,7 @@
 

 

 
Function: extdiff (expr, i)
-
+
 

 
Computes the exterior derivative of expr with respect to the index
 i. The exterior derivative is formally defined as the wedge
@@ -3034,7 +3034,7 @@
 

 

 
Function: hodge (expr)
-
+
 

 
Compute the Hodge-dual of expr. For instance:
 

@@ -3085,7 +3085,7 @@
 

 

 
Option variable: igeowedge_flag
-
+
 

 
Default value: false
 

@@ -3133,7 +3133,7 @@
 

 

 
Function: tentex (expr)
-
+
 

 
To use the tentex function, you must first load tentex,
 as in the following example:
@@ -3199,7 +3199,7 @@
 

 

 
Function: ic_convert (eqn)
-
+
 

 
Converts the itensor equation eqn to a ctensor assignment statement.
 Implied sums over dummy indices are made explicit while indexed
@@ -3311,7 +3311,7 @@
 
 

  
-  This document was generated by Robert on August, 12 2012 using texi2html 1.76.
+  This document was generated by Robert on December, 10 2012 using texi2html 1.76.
  
  

 
diff -Nru maxima-5.28.0/doc/info/maxima_26.html maxima-5.29.1/doc/info/maxima_26.html
--- maxima-5.28.0/doc/info/maxima_26.html	2012-08-12 21:24:44.000000000 +0000
+++ maxima-5.29.1/doc/info/maxima_26.html	2012-12-10 20:36:03.000000000 +0000
@@ -1,6 +1,6 @@
 
 
-
+
 
 
-Maxima 5.28.0 Manual: 26. ctensor
+Maxima 5.29.1 Manual: 26. ctensor
 
-
-
+
+
 
 
 
@@ -356,7 +356,7 @@
 

 

 
Function: csetup ()
-
+
 

 
A function in the ctensor (component tensor) package
 which initializes the package and allows the user to enter a metric
@@ -374,10 +374,10 @@
 

 

 
Function: cmetric (dis)
-
+
 

 
Function: cmetric ()
-
+
 

 
A function in the ctensor (component tensor) package
 that computes the metric inverse and sets up the package for
@@ -408,10 +408,10 @@
 

 

 
Function: ct_coordsys (coordinate_system, extra_arg)
-
+
 

 
Function: ct_coordsys (coordinate_system)
-
+
 

 
Sets up a predefined coordinate system and metric. The argument
 coordinate_system can be one of the following symbols:
@@ -535,7 +535,7 @@
 

 

 
Function: init_ctensor ()
-
+
 

 
Initializes the ctensor package.
 

@@ -608,7 +608,7 @@
 

 

 
Function: christof (dis)
-
+
 

 
A function in the ctensor (component tensor)
 package.  It computes the Christoffel symbols of both
@@ -635,7 +635,7 @@
 

 

 
Function: ricci (dis)
-
+
 

 
A function in the ctensor (component tensor)
 package. ricci computes the covariant (symmetric)
@@ -654,7 +654,7 @@
 

 

 
Function: uricci (dis)
-
+
 

 
This function first computes the
 covariant components ric[i,j] of the Ricci tensor.
@@ -677,7 +677,7 @@
 

 

 
Function: scurvature ()
-
+
 

 
Returns the scalar curvature (obtained by contracting
 the Ricci tensor) of the Riemannian manifold with the given metric.
@@ -694,7 +694,7 @@
 

 

 
Function: einstein (dis)
-
+
 

 
A function in the ctensor (component tensor)
 package.  einstein computes the mixed Einstein tensor
@@ -718,7 +718,7 @@
 

 

 
Function: leinstein (dis)
-
+
 

 
Covariant Einstein-tensor. leinstein stores the values of the covariant Einstein tensor in the array lein. The covariant Einstein-tensor is computed from the mixed Einstein tensor ein by multiplying it with the metric tensor. If the argument dis is true, then the non-zero values of the covariant Einstein tensor are displayed.
 

@@ -734,7 +734,7 @@
 

 

 
Function: riemann (dis)
-
+
 

 
A function in the ctensor (component tensor)
 package.  riemann computes the Riemann curvature tensor
@@ -773,7 +773,7 @@
 

 

 
Function: lriemann (dis)
-
+
 

 
Covariant Riemann-tensor (lriem[]).
 

@@ -798,7 +798,7 @@
 

 

 
Function: uriemann (dis)
-
+
 

 
Computes the contravariant components of the Riemann
 curvature tensor as array elements uriem[i,j,k,l].  These are displayed
@@ -816,7 +816,7 @@
 

 

 
Function: rinvariant ()
-
+
 

 
Forms the Kretchmann-invariant (kinvariant) obtained by
 contracting the tensors
@@ -837,7 +837,7 @@
 

 

 
Function: weyl (dis)
-
+
 

 
Computes the Weyl conformal tensor.  If the argument dis is
 true, the non-zero components weyl[i,j,k,l] will be displayed to the
@@ -896,7 +896,7 @@
 

 

 
Function: ctaylor ()
-
+
 

 
The ctaylor function truncates its argument by converting
 it to a Taylor-series using taylor, and then calling
@@ -1062,7 +1062,7 @@
 

 

 
Function: frame_bracket (fr, fri, diagframe)
-
+
 

 
The frame bracket (fb[]).
 

@@ -1109,7 +1109,7 @@
 

 

 
Function: nptetrad ()
-
+
 

 
Computes a Newman-Penrose null tetrad (np) and its raised-index
 counterpart (npi). See petrov for an example.
@@ -1145,7 +1145,7 @@
 
 

 
Function: psi (dis)
-
+
 

 
Computes the five Newman-Penrose coefficients psi[0]...psi[4].
 If dis is set to true, the coefficients are displayed.
@@ -1178,7 +1178,7 @@
 

 

 
Function: petrov ()
-
+
 

 
Computes the Petrov classification of the metric characterized by psi[0]...psi[4].
 

@@ -1337,7 +1337,7 @@
 

 

 
Function: contortion (tr)
-
+
 

 
Computes the (2,1) contortion coefficients from the torsion tensor tr.
 

@@ -1353,7 +1353,7 @@
 

 

 
Function: nonmetricity (nm)
-
+
 

 
Computes the (2,1) nonmetricity coefficients from the nonmetricity
 vector nm.
@@ -1392,7 +1392,7 @@
 

 

 
Function: ctransform (M)
-
+
 

 
A function in the ctensor (component tensor)
 package which will perform a coordinate transformation
@@ -1411,7 +1411,7 @@
 

 

 
Function: findde (A, n)
-
+
 

 
returns a list of the unique differential equations (expressions)
 corresponding to the elements of the n dimensional square
@@ -1470,7 +1470,7 @@
 

 

 
Function: cograd ()
-
+
 

 
Computes the covariant gradient of a scalar function allowing the
 user to choose the corresponding vector name as the example under
@@ -1488,7 +1488,7 @@
 

 

 
Function: contragrad ()
-
+
 

 
Computes the contravariant gradient of a scalar function allowing
 the user to choose the corresponding vector name as the example
@@ -1527,7 +1527,7 @@
 
 

 
Function: dscalar ()
-
+
 

 
computes the tensor d'Alembertian of the scalar function once
 dependencies have been declared upon the function. For example:
@@ -1560,7 +1560,7 @@
 

 

 
Function: checkdiv ()
-
+
 

 
computes the covariant divergence of the mixed second rank tensor
 (whose first index must be covariant) by printing the
@@ -1581,7 +1581,7 @@
 

 

 
Function: cgeodesic (dis)
-
+
 

 
A function in the ctensor (component tensor)
 package.  cgeodesic computes the geodesic equations of
@@ -1601,7 +1601,7 @@
 

 

 
Function: bdvac (f)
-
+
 

 
generates the covariant components of the vacuum field equations of
 the Brans- Dicke gravitational theory. The scalar field is specified
@@ -1623,7 +1623,7 @@
 

 

 
Function: invariant1 ()
-
+
 

 
generates the mixed Euler- Lagrange tensor (field equations) for the
 invariant density of R^2. The field equations are the components of an
@@ -1641,7 +1641,7 @@
 

 

 
Function: invariant2 ()
-
+
 

 
*** NOT YET IMPLEMENTED ***
 

@@ -1661,7 +1661,7 @@
 

 

 
Function: bimetric ()
-
+
 

 
*** NOT YET IMPLEMENTED ***
 

@@ -1700,7 +1700,7 @@
 

 

 
Function: diagmatrixp (M)
-
+
 

 
Returns true if M is a diagonal matrix or (2D) array.
 

@@ -1719,7 +1719,7 @@
 

 

 
Function: symmetricp (M)
-
+
 

 
Returns true if M is a symmetric matrix or (2D) array.
 

@@ -1738,7 +1738,7 @@
 

 

 
Function: ntermst (f)
-
+
 

 
gives the user a quick picture of the "size" of the doubly subscripted
 tensor (array) f.  It prints two element lists where the second
@@ -1758,7 +1758,7 @@
 

 

 
Function: cdisplay (ten)
-
+
 

 
displays all the elements of the tensor ten, as represented by
 a multidimensional array. Tensors of rank 0 and 1, as well as other types
@@ -1986,7 +1986,7 @@
 

 

 
Function: deleten (L, n)
-
+
 

 
Returns a new list consisting of L with the n'th element
 deleted.
@@ -2024,7 +2024,7 @@
 

 

 
Option variable: dim
-
+
 

 
Default value: 4
 

@@ -2046,7 +2046,7 @@
 

 

 
Option variable: diagmetric
-
+
 

 
Default value: false
 

@@ -2070,7 +2070,7 @@
 

 

 
Option variable: ctrgsimp
-
+
 

 
Causes trigonometric simplifications to be used when tensors are computed. Presently,
 ctrgsimp affects only computations involving a moving frame.
@@ -2090,7 +2090,7 @@
 

 

 
Option variable: cframe_flag
-
+
 

 
Causes computations to be performed relative to a moving frame as opposed to
 a holonomic metric. The frame is defined by the inverse frame array fri
@@ -2112,7 +2112,7 @@
 

 

 
Option variable: ctorsion_flag
-
+
 

 
Causes the contortion tensor to be included in the computation of the
 connection coefficients. The contortion tensor itself is computed by
@@ -2131,7 +2131,7 @@
 

 

 
Option variable: cnonmet_flag
-
+
 

 
Causes the nonmetricity coefficients to be included in the computation of
 the connection coefficients. The nonmetricity coefficients are computed
@@ -2151,7 +2151,7 @@
 

 

 
Option variable: ctayswitch
-
+
 

 
If set to true, causes some ctensor computations to be carried out using
 Taylor-series expansions. Presently, christof, ricci,
@@ -2171,7 +2171,7 @@
 

 

 
Option variable: ctayvar
-
+
 

 
Variable used for Taylor-series expansion if ctayswitch is set to
 true.
@@ -2189,7 +2189,7 @@
 

 

 
Option variable: ctaypov
-
+
 

 
Maximum power used in Taylor-series expansion when ctayswitch is
 set to true.
@@ -2207,7 +2207,7 @@
 

 

 
Option variable: ctaypt
-
+
 

 
Point around which Taylor-series expansion is carried out when
 ctayswitch is set to true.
@@ -2225,7 +2225,7 @@
 

 

 
System variable: gdet
-
+
 

 
The determinant of the metric tensor lg. Computed by cmetric when
 cframe_flag is set to false.
@@ -2243,7 +2243,7 @@
 

 

 
Option variable: ratchristof
-
+
 

 
Causes rational simplification to be applied by christof.
 

@@ -2260,7 +2260,7 @@
 

 

 
Option variable: rateinstein
-
+
 

 
Default value: true
 

@@ -2280,7 +2280,7 @@
 

 

 
Option variable: ratriemann
-
+
 

 
Default value: true
 

@@ -2302,7 +2302,7 @@
 

 

 
Option variable: ratweyl
-
+
 

 
Default value: true
 

@@ -2323,7 +2323,7 @@
 

 

 
Variable: lfg
-
+
 

 
The covariant frame metric. By default, it is initialized to the 4-dimensional Lorentz frame with signature (+,+,+,-). Used when cframe_flag is true.
 

@@ -2340,7 +2340,7 @@
 

 

 
Variable: ufg
-
+
 

 
The inverse frame metric. Computed from lfg when cmetric is called while cframe_flag is set to true.
 

@@ -2357,7 +2357,7 @@
 

 

 
Variable: riem
-
+
 

 
The (3,1) Riemann tensor. Computed when the function riemann is invoked. For information about index ordering, see the description of riemann.
 

@@ -2376,7 +2376,7 @@
 

 

 
Variable: lriem
-
+
 

 
The covariant Riemann tensor. Computed by lriemann.
 

@@ -2393,7 +2393,7 @@
 

 

 
Variable: uriem
-
+
 

 
The contravariant Riemann tensor. Computed by uriemann.
 

@@ -2410,7 +2410,7 @@
 

 

 
Variable: ric
-
+
 

 
The mixed Ricci-tensor. Computed by ricci.
 

@@ -2427,7 +2427,7 @@
 

 

 
Variable: uric
-
+
 

 
The contravariant Ricci-tensor. Computed by uricci.
 

@@ -2444,7 +2444,7 @@
 

 

 
Variable: lg
-
+
 

 
The metric tensor. This tensor must be specified (as a dim by dim matrix)
 before other computations can be performed.
@@ -2462,7 +2462,7 @@
 

 

 
Variable: ug
-
+
 

 
The inverse of the metric tensor. Computed by cmetric.
 

@@ -2479,7 +2479,7 @@
 
 

 
Variable: weyl
-
+
 

 
The Weyl tensor. Computed by weyl.
 

@@ -2496,7 +2496,7 @@
 

 

 
Variable: fb
-
+
 

 
Frame bracket coefficients, as computed by frame_bracket.
 

@@ -2513,7 +2513,7 @@
 

 

 
Variable: kinvariant
-
+
 

 
The Kretchmann invariant. Computed by rinvariant.
 

@@ -2530,7 +2530,7 @@
 

 

 
Variable: np
-
+
 

 
A Newman-Penrose null tetrad. Computed by nptetrad.
 

@@ -2547,7 +2547,7 @@
 

 

 
Variable: npi
-
+
 

 
The raised-index Newman-Penrose null tetrad. Computed by nptetrad.
 Defined as ug.np. The product np.transpose(npi) is constant:
@@ -2574,7 +2574,7 @@
 

 

 
Variable: tr
-
+
 

 
User-supplied rank-3 tensor representing torsion. Used by contortion.
 

@@ -2590,7 +2590,7 @@
 

 

 
Variable: kt
-
+
 

 
The contortion tensor, computed from tr by contortion.
 

@@ -2606,7 +2606,7 @@
 

 

 
Variable: nm
-
+
 

 
User-supplied nonmetricity vector. Used by nonmetricity.
 

@@ -2622,7 +2622,7 @@
 

 

 
Variable: nmc
-
+
 

 
The nonmetricity coefficients, computed from nm by nonmetricity.
 

@@ -2639,7 +2639,7 @@
 

 

 
System variable: tensorkill
-
+
 

 
Variable indicating if the tensor package has been initialized. Set and used by
 csetup, reset by init_ctensor.
@@ -2657,7 +2657,7 @@
 

 

 
Option variable: ct_coords
-
+
 

 
Default value: []
 

@@ -2793,7 +2793,7 @@
 
 

  
-  This document was generated by Robert on August, 12 2012 using texi2html 1.76.
+  This document was generated by Robert on December, 10 2012 using texi2html 1.76.
  
  

 
diff -Nru maxima-5.28.0/doc/info/maxima_27.html maxima-5.29.1/doc/info/maxima_27.html
--- maxima-5.28.0/doc/info/maxima_27.html	2012-08-12 21:24:44.000000000 +0000
+++ maxima-5.29.1/doc/info/maxima_27.html	2012-12-10 20:36:03.000000000 +0000
@@ -1,6 +1,6 @@
 
 
-
+
 
 
-Maxima 5.28.0 Manual: 27. atensor
+Maxima 5.29.1 Manual: 27. atensor
 
-
-
+
+
 
 
 
@@ -311,10 +311,10 @@
 

 

 
Function: init_atensor (alg_type, opt_dims)
-
+
 

 
Function: init_atensor (alg_type)
-
+
 

 
Initializes the atensor package with the specified algebra type. alg_type
 can be one of the following:
@@ -381,7 +381,7 @@
 

 

 
Function: atensimp (expr)
-
+
 

 
Simplifies an algebraic tensor expression expr according to the rules
 configured by a call to init_atensor. Simplification includes
@@ -405,7 +405,7 @@
 

 

 
Function: alg_type
-
+
 

 
The algebra type. Valid values are universal, grassmann,
 clifford, symmetric, symplectic and lie_envelop.
@@ -423,7 +423,7 @@
 

 

 
Variable: adim
-
+
 

 
Default value: 0
 

@@ -445,7 +445,7 @@
 

 

 
Variable: aform
-
+
 

 
Default value: ident(3)
 

@@ -467,7 +467,7 @@
 

 

 
Variable: asymbol
-
+
 

 
Default value: v
 

@@ -488,7 +488,7 @@
 

 

 
Function: sf (u, v)
-
+
 

 
A symmetric scalar function that is used in commutation relations.
 The default implementation checks if both arguments are base vectors
@@ -508,7 +508,7 @@
 

 

 
Function: af (u, v)
-
+
 

 
An antisymmetric scalar function that is used in commutation relations.
 The default implementation checks if both arguments are base vectors
@@ -528,7 +528,7 @@
 

 

 
Function: av (u, v)
-
+
 

 
An antisymmetric function that is used in commutation relations.
 The default implementation checks if both arguments are base vectors
@@ -567,7 +567,7 @@
 

 

 
Function: abasep (v)
-
+
 

 
Checks if its argument is an atensor base vector. That is, if it is
 an indexed symbol, with the symbol being the same as the value of
@@ -603,7 +603,7 @@
 
 

  
-  This document was generated by Robert on August, 12 2012 using texi2html 1.76.
+  This document was generated by Robert on December, 10 2012 using texi2html 1.76.
  
  

 
diff -Nru maxima-5.28.0/doc/info/maxima_28.html maxima-5.29.1/doc/info/maxima_28.html
--- maxima-5.28.0/doc/info/maxima_28.html	2012-08-12 21:24:44.000000000 +0000
+++ maxima-5.29.1/doc/info/maxima_28.html	2012-12-10 20:36:03.000000000 +0000
@@ -1,6 +1,6 @@
 
 
-
+
 
 
-Maxima 5.28.0 Manual: 28. Sums, Products, and Series
+Maxima 5.29.1 Manual: 28. Sums, Products, and Series
 
-
-
+
+
 
 
 
@@ -198,7 +198,7 @@
 
 

 
Function: bashindices (expr)
-
+
 

 
Transforms the expression expr by giving each summation and product a
 unique index.  This gives changevar greater precision when it is working
@@ -220,7 +220,7 @@
 
 

 
Function: lsum (expr, x, L)
-
+
 

 
Represents the sum of expr for each element x in L.
 A noun form 'lsum is returned if the argument L does not evaluate
@@ -254,7 +254,7 @@
 
 

 
Function: intosum (expr)
-
+
 

 
Moves multiplicative factors outside a summation to inside.
 If the index is used in the
@@ -279,7 +279,7 @@
 
 

 
Function: product (expr, i, i_0, i_1)
-
+
 

 
Represents a product of the values of expr as
 the index i varies from i_0 to i_1.
@@ -353,7 +353,7 @@
 
 

 
Option variable: simpsum
-
+
 

 
Default value: false
 

@@ -378,7 +378,7 @@
 
 

 
Function: sum (expr, i, i_0, i_1)
-
+
 

 
Represents a summation of the values of expr as
 the index i varies from i_0 to i_1.
@@ -494,7 +494,7 @@
 
 

 
Function: sumcontract (expr)
-
+
 

 
Combines all sums of an addition that have
 upper and lower bounds that differ by constants.  The result is an
@@ -520,7 +520,7 @@
 
 

 
Option variable: sumexpand
-
+
 

 
Default value: false
 

@@ -615,7 +615,7 @@
 
 

 
Option variable: cauchysum
-
+
 

 
Default value: false
 

@@ -663,7 +663,7 @@
 
 

 
Function: deftaylor (f_1(x_1), expr_1, …, f_n(x_n), expr_n)
-
+
 

 
For each function f_i of one variable x_i, 
 deftaylor defines expr_i as the Taylor series about zero.
@@ -707,7 +707,7 @@
 
 

 
Option variable: maxtayorder
-
+
 

 
Default value: true
 

@@ -728,7 +728,7 @@
 
 

 
Function: niceindices (expr)
-
+
 

 
Renames the indices of sums and products in expr.  niceindices
 attempts to rename each index to the value of niceindicespref[1], unless
@@ -775,7 +775,7 @@
 
 

 
Option variable: niceindicespref
-
+
 

 
Default value: [i, j, k, l, m, n]
 

@@ -818,7 +818,7 @@
 
 

 
Function: nusum (expr, x, i_0, i_1)
-
+
 

 
Carries out indefinite hypergeometric summation of expr with
 respect to x using a decision procedure due to R.W. Gosper.
@@ -883,7 +883,7 @@
 
 

 
Function: pade (taylor_series, numer_deg_bound, denom_deg_bound)
-
+
 

 
Returns a list of
 all rational functions which have the given Taylor series expansion
@@ -960,7 +960,7 @@
 
 

 
Function: powerseries (expr, x, a)
-
+
 

 
Returns the general form of the power series expansion for expr in the 
 variable x about the point a (which may be inf for infinity):
@@ -1018,7 +1018,7 @@
 
 

 
Option variable: psexpand
-
+
 

 
Default value: false
 

@@ -1045,10 +1045,10 @@
 
 

 
Function: revert (expr, x)
-
+
 

 
Function: revert2 (expr, x, n)
-
+
 

 
These functions return the reversion of expr, a Taylor series about zero
 in the variable x.  revert returns a polynomial of degree equal to
@@ -1102,19 +1102,19 @@
 
 

 
Function: taylor (expr, x, a, n)
-
+
 

 
Function: taylor (expr, [x_1, x_2, ...], a, n)
-
+
 

 
Function: taylor (expr, [x, a, n, 'asymp])
-
+
 

 
Function: taylor (expr, [x_1, x_2, …], [a_1, a_2, …], [n_1, n_2, …])
-
+
 

 
Function: taylor (expr, [x_1, a_1, n_1], [x_2, a_2, n_2], …)
-
+
 

 
taylor (expr, x, a, n) expands the expression
 expr in a truncated Taylor or Laurent series in the variable x
@@ -1282,7 +1282,7 @@
 
 

 
Option variable: taylordepth
-
+
 

 
Default value: 3
 

@@ -1303,7 +1303,7 @@
 
 

 
Function: taylorinfo (expr)
-
+
 

 
Returns information about the Taylor series expr.
 The return value is a list of lists.
@@ -1342,7 +1342,7 @@
 
 

 
Function: taylorp (expr)
-
+
 

 
Returns true if expr is a Taylor series,
 and false otherwise.
@@ -1363,7 +1363,7 @@
 
 

 
Option variable: taylor_logexpand
-
+
 

 
Default value: true
 

@@ -1393,7 +1393,7 @@
 
 

 
Option variable: taylor_order_coefficients
-
+
 

 
Default value: true
 

@@ -1416,7 +1416,7 @@
 
 

 
Function: taylor_simplifier (expr)
-
+
 

 
Simplifies coefficients of the power series expr.
 taylor calls this function.
@@ -1434,7 +1434,7 @@
 
 

 
Option variable: taylor_truncate_polynomials
-
+
 

 
Default value: true
 

@@ -1457,7 +1457,7 @@
 
 

 
Function: taytorat (expr)
-
+
 

 
Converts expr from taylor form to canonical rational expression
 (CRE) form.  The effect is the same as rat (ratdisrep (expr)), but
@@ -1478,7 +1478,7 @@
 
 

 
Function: trunc (expr)
-
+
 

 
Annotates the internal representation of the general expression expr
 so that it is displayed as if its sums were truncated Taylor series.
@@ -1508,7 +1508,7 @@
 
 

 
Function: unsum (f, n)
-
+
 

 
Returns the first backward difference
 f(n) - f(n - 1).
@@ -1552,7 +1552,7 @@
 
 

 
Option variable: verbose
-
+
 

 
Default value: false
 

@@ -1595,7 +1595,7 @@
 
 

 
Function: intopois (a)
-
+
 

 
Converts a into a Poisson encoding.
 

@@ -1613,7 +1613,7 @@
 
 

 
Function: outofpois (a)
-
+
 

 
Converts a from Poisson encoding to general representation.  If a is
 not in Poisson form, outofpois carries out the conversion,
@@ -1635,7 +1635,7 @@
 
 

 
Function: poisdiff (a, b)
-
+
 

 
Differentiates a with respect to b. b must occur only
 in the trig arguments or only in the coefficients.
@@ -1654,7 +1654,7 @@
 
 

 
Function: poisexpt (a, b)
-
+
 

 
Functionally identical to intopois (a^b).
 b must be a positive integer.
@@ -1673,7 +1673,7 @@
 
 

 
Function: poisint (a, b)
-
+
 

 
Integrates in a similarly restricted sense (to poisdiff).  Non-periodic
 terms in b are dropped if b is in the trig arguments.
@@ -1691,7 +1691,7 @@
 
 

 
Option variable: poislim
-
+
 

 
Default value: 5
 

@@ -1714,7 +1714,7 @@
 
 

 
Function: poismap (series, sinfn, cosfn)
-
+
 

 
will map the functions sinfn on the sine terms and cosfn on the
 cosine terms of the Poisson series given.  sinfn and cosfn are
@@ -1735,7 +1735,7 @@
 
 

 
Function: poisplus (a, b)
-
+
 

 
Is functionally identical to intopois (a + b).
 

@@ -1752,7 +1752,7 @@
 
 

 
Function: poissimp (a)
-
+
 

 
Converts a into a Poisson series for a in general
 representation.
@@ -1771,7 +1771,7 @@
 
 

 
Special symbol: poisson
-
+
 

 
The symbol /P/ follows the line label of Poisson series
 expressions.
@@ -1789,7 +1789,7 @@
 
 

 
Function: poissubst (a, b, c)
-
+
 

 
Substitutes a for b in c.  c is a Poisson series.
 

@@ -1823,7 +1823,7 @@
 
 

 
Function: poistimes (a, b)
-
+
 

 
Is functionally identical to intopois (a*b).
 

@@ -1841,7 +1841,7 @@
 
 

 
Function: poistrim ()
-
+
 

 
is a reserved function name which (if the user has defined
 it) gets applied during Poisson multiplication.  It is a predicate
@@ -1862,7 +1862,7 @@
 
 

 
Function: printpois (a)
-
+
 

 
Prints a Poisson series in a readable format.  In common
 with outofpois, it will convert a into a Poisson encoding first, if
@@ -1897,7 +1897,7 @@
 
 

  
-  This document was generated by Robert on August, 12 2012 using texi2html 1.76.
+  This document was generated by Robert on December, 10 2012 using texi2html 1.76.
  
  

 
diff -Nru maxima-5.28.0/doc/info/maxima_29.html maxima-5.29.1/doc/info/maxima_29.html
--- maxima-5.28.0/doc/info/maxima_29.html	2012-08-12 21:24:44.000000000 +0000
+++ maxima-5.29.1/doc/info/maxima_29.html	2012-12-10 20:36:03.000000000 +0000
@@ -1,6 +1,6 @@
 
 
-
+
 
 
-Maxima 5.28.0 Manual: 29. Number Theory
+Maxima 5.29.1 Manual: 29. Number Theory
 
-
-
+
+
 
 
 
@@ -192,7 +192,7 @@
 
 

 
Function: bern (n)
-
+
 

 
Returns the n'th Bernoulli number for integer n.
 Bernoulli numbers equal to zero are suppressed if zerobern is
@@ -224,7 +224,7 @@
 
 

 
Function: bernpoly (x, n)
-
+
 

 
Returns the n'th Bernoulli polynomial in the
 variable x.
@@ -242,7 +242,7 @@
 
 

 
Function: bfzeta (s, n)
-
+
 

 
Returns the Riemann zeta function for the argument s.
 The return value is a big float (bfloat);
@@ -263,7 +263,7 @@
 
 

 
Function: bfhzeta (s, h, n)
-
+
 

 
Returns the Hurwitz zeta function for the arguments s and h.
 The return value is a big float (bfloat);
@@ -296,7 +296,7 @@
 
 

 
Function: burn (n)
-
+
 

 
Returns a rational number, which is an approximation of the n'th Bernoulli
 number for integer n.  burn exploits the observation that
@@ -329,7 +329,7 @@
 
 

 
Function: chinese ([r_1, …, r_n], [m_1, …, m_n])
-
+
 

 
Solves the system of congruences x = r_1 mod m_1, …, x = r_n mod m_n.
 The remainders r_n may be arbitrary integers while the moduli m_n have to be 
@@ -363,7 +363,7 @@
 
 

 
Function: cf (expr)
-
+
 

 
Computes a continued fraction approximation.
 expr is an expression comprising continued fractions,
@@ -453,7 +453,7 @@
 
 

 
Function: cfdisrep (list)
-
+
 

 
Constructs and returns an ordinary arithmetic expression
 of the form a + 1/(b + 1/(c + ...))
@@ -483,7 +483,7 @@
 
 

 
Function: cfexpand (x)
-
+
 

 
Returns a matrix of the numerators and denominators of the last (column 1) and
 next-to-last (column 2) convergents of the continued fraction x.
@@ -512,7 +512,7 @@
 
 

 
Option variable: cflength
-
+
 

 
Default value: 1
 

@@ -543,10 +543,10 @@
 
 

 
Function: divsum (n, k)
-
+
 

 
Function: divsum (n)
-
+
 

 
divsum (n, k) returns the sum of the divisors of n
 raised to the k'th power.
@@ -575,7 +575,7 @@
 
 

 
Function: euler (n)
-
+
 

 
Returns the n'th Euler number for nonnegative integer n.
 

@@ -597,7 +597,7 @@
 
 

 
Option variable: factors_only
-
+
 

 
Default value: false
 

@@ -623,7 +623,7 @@
 
 

 
Function: fib (n)
-
+
 

 
Returns the n'th Fibonacci number.
 fib(0) equal to 0 and fib(1) equal to 1,
@@ -650,7 +650,7 @@
 
 

 
Function: fibtophi (expr)
-
+
 

 
Expresses Fibonacci numbers in expr in terms of the constant %phi,
 which is (1 + sqrt(5))/2, approximately 1.61803399.
@@ -689,7 +689,7 @@
 
 

 
Function: ifactors (n)
-
+
 

 
For a positive integer n returns the factorization of n.  If
 n=p1^e1..pk^nk is the decomposition of n into prime
@@ -725,7 +725,7 @@
 
 

 
Function: igcdex (n, k)
-
+
 

 
Returns a list [a, b, u] where u is the greatest
 common divisor of n and k, and u is equal to
@@ -761,7 +761,7 @@
 
 

 
Function: inrt (x, n)
-
+
 

 
Returns the integer n'th root of the absolute value of x.
 

@@ -782,7 +782,7 @@
 
 

 
Function: inv_mod (n, m)
-
+
 

 
Computes the inverse of n modulo m.
 inv_mod (n,m) returns false, 
@@ -808,7 +808,7 @@
 
 

 
Function: isqrt (x)
-
+
 

 
Returns the "integer square root" of the absolute value of x, which is an
 integer.
@@ -826,7 +826,7 @@
 
 

 
Function: jacobi (p, q)
-
+
 

 
Returns the Jacobi symbol of p and q.
 

@@ -847,7 +847,7 @@
 
 

 
Function: lcm (expr_1, …, expr_n)
-
+
 

 
Returns the least common multiple of its arguments.
 The arguments may be general expressions as well as integers.
@@ -867,7 +867,7 @@
 
 

 
Function: mod (x, y)
-
+
 

 
If x and y are real numbers and y is nonzero, return
 x - y * floor(x / y).  Further for all real
@@ -910,7 +910,7 @@
 
 

 
Function: next_prime (n)
-
+
 

 
Returns the smallest prime bigger than n.
 

@@ -930,7 +930,7 @@
 
 

 
Function: partfrac (expr, var)
-
+
 

 
Expands the expression expr in partial fractions
 with respect to the main variable var.  partfrac does a complete
@@ -961,7 +961,7 @@
 
 

 
Function: power_mod (a, n, m)
-
+
 

 
Uses a modular algorithm to compute a^n mod m 
 where a and n are integers and m is a positive integer.
@@ -989,7 +989,7 @@
 
 

 
Function: primep (n)
-
+
 

 
Primality test.  If primep (n) returns false, n is a
 composite number and if it returns true, n is a prime number
@@ -1021,7 +1021,7 @@
 
 

 
Option variable: primep_number_of_tests
-
+
 

 
Default value: 25
 

@@ -1040,7 +1040,7 @@
 
 

 
Function: prev_prime (n)
-
+
 

 
Returns the greatest prime smaller than n.
 

@@ -1060,7 +1060,7 @@
 
 

 
Function: qunit (n)
-
+
 

 
Returns the principal unit of the real quadratic number field
 sqrt (n) where n is an integer,
@@ -1085,7 +1085,7 @@
 
 

 
Function: totient (n)
-
+
 

 
Returns the number of integers less than or equal to n which
 are relatively prime to n.
@@ -1102,7 +1102,7 @@
 

 

 
Option variable: zerobern
-
+
 

 
Default value: true
 

@@ -1123,7 +1123,7 @@
 
 

 
Function: zeta (n)
-
+
 

 
Returns the Riemann zeta function.  If n is a negative integer, 0, or a
 positive even integer, the Riemann zeta function simplifies to an exact value.
@@ -1167,7 +1167,7 @@
 
 

 
Option variable: zeta%pi
-
+
 

 
Default value: true
 

@@ -1200,10 +1200,10 @@
 
 

 
Function: zn_log (a, g, n) 
-
+
 

 
Function: zn_log (a, g, n, [[p1, e1], …, [pk, ek]])
-
+
 

 
Computes the discrete logarithm. Let (Z/nZ)* be a cyclic group, g a 
 primitive root modulo n and let a be a member of this group.  
@@ -1273,10 +1273,10 @@
 
 

 
Function: zn_order (x, n) 
-
+
 

 
Function: zn_order (x, n, [[p1, e1], …, [pk, ek]])
-
+
 

 
Returns the order of x if it is a unit of the finite group (Z/nZ)* 
 or returns false.  x is a unit modulo n if it is coprime to n.
@@ -1338,10 +1338,10 @@
 
 

 
Function: zn_primroot (n) 
-
+
 

 
Function: zn_primroot (n, [[p1, e1], …, [pk, ek]])
-
+
 

 
If the multiplicative group (Z/nZ)* is cyclic, zn_primroot computes the 
 smallest primitive root modulo n.  (Z/nZ)* is cyclic if n is equal to 
@@ -1414,7 +1414,7 @@
 
 

 
Option variable: zn_primroot_limit
-
+
 

 
Default value: 1000 
 

@@ -1437,10 +1437,10 @@
 
 

 
Function: zn_primroot_p (x, n) 
-
+
 

 
Function: zn_primroot_p (x, n, [[p1, e1], …, [pk, ek]])
-
+
 

 
Checks whether x is a primitive root in the multiplicative group (Z/nZ)*.
 

@@ -1497,7 +1497,7 @@
 
 

 
Option variable: zn_primroot_pretest
-
+
 

 
Default value: false 
 

@@ -1524,7 +1524,7 @@
 
 

 
Option variable: zn_primroot_verbose
-
+
 

 
Default value: false 
 

@@ -1560,7 +1560,7 @@
 
 

  
-  This document was generated by Robert on August, 12 2012 using texi2html 1.76.
+  This document was generated by Robert on December, 10 2012 using texi2html 1.76.
  
  

 
diff -Nru maxima-5.28.0/doc/info/maxima_3.html maxima-5.29.1/doc/info/maxima_3.html
--- maxima-5.28.0/doc/info/maxima_3.html	2012-08-12 21:24:44.000000000 +0000
+++ maxima-5.29.1/doc/info/maxima_3.html	2012-12-10 20:36:03.000000000 +0000
@@ -1,6 +1,6 @@
 
 
-
+
 
 
-Maxima 5.28.0 Manual: 3. Help
+Maxima 5.29.1 Manual: 3. Help
 
-
-
+
+
 
 
 
@@ -519,7 +519,7 @@
 
 

  
-  This document was generated by Robert on August, 12 2012 using texi2html 1.76.
+  This document was generated by Robert on December, 10 2012 using texi2html 1.76.
  
  

 
diff -Nru maxima-5.28.0/doc/info/maxima_30.html maxima-5.29.1/doc/info/maxima_30.html
--- maxima-5.28.0/doc/info/maxima_30.html	2012-08-12 21:24:44.000000000 +0000
+++ maxima-5.29.1/doc/info/maxima_30.html	2012-12-10 20:36:03.000000000 +0000
@@ -1,6 +1,6 @@
 
 
-
+
 
 
-Maxima 5.28.0 Manual: 30. Symmetries
+Maxima 5.29.1 Manual: 30. Symmetries
 
-
-
+
+
 
 
 
@@ -281,7 +281,7 @@
 

 

 
Function: comp2pui (n, L)
-
+
 

 
implements passing from the complete symmetric functions given in the list
 L to the elementary symmetric functions from 0 to n. If the
@@ -307,7 +307,7 @@
 

 

 
Function: ele2pui (m, L)
-
+
 

 
goes from the elementary symmetric functions to the complete functions.
 Similar to comp2ele and comp2pui.
@@ -327,7 +327,7 @@
 

 

 
Function: ele2comp (m, L)
-
+
 

 
Goes from the elementary symmetric functions to the compete functions.
 Similar to comp2ele and comp2pui.
@@ -347,7 +347,7 @@
 

 

 
Function: elem (ele, sym, lvar)
-
+
 

 
decomposes the symmetric polynomial sym, in the variables
 contained in the list lvar, in terms of the elementary symmetric
@@ -390,7 +390,7 @@
 

 

 
Function: mon2schur (L)
-
+
 

 
The list L represents the Schur function S_L: we have
 L = [i_1, i_2, ..., i_q], with i_1 <= i_2 <= ... <= i_q.
@@ -434,7 +434,7 @@
 

 

 
Function: multi_elem (l_elem, multi_pc, l_var)
-
+
 

 
decomposes a multi-symmetric polynomial in the multi-contracted form
 multi_pc in the groups of variables contained in the list of lists
@@ -464,7 +464,7 @@
 

 

 
Function: multi_pui
-
+
 

 
is to the function pui what the function multi_elem is to
 the function elem.
@@ -489,7 +489,7 @@
 

 

 
Function: pui (L, sym, lvar)
-
+
 

 
decomposes the symmetric polynomial sym, in the variables in the
 list lvar, in terms of the power functions in the list L.
@@ -531,7 +531,7 @@
 

 

 
Function: pui2comp (n, lpui)
-
+
 

 
renders the list of the first n complete functions (with the
 length first) in terms of the power functions given in the list
@@ -573,7 +573,7 @@
 

 

 
Function: pui2ele (n, lpui)
-
+
 

 
effects the passage from power functions to the elementary symmetric functions.
 If the flag pui2ele is girard, it will return the list of
@@ -595,7 +595,7 @@
 

 

 
Function: puireduc (n, lpui)
-
+
 

 
lpui is a list whose first element is an integer m.
 puireduc gives the first n power functions in terms of the
@@ -625,7 +625,7 @@
 

 

 
Function: schur2comp (P, l_var)
-
+
 

 
P is a polynomial in the variables of the list l_var.  Each
 of these variables represents a complete symmetric function.  In
@@ -678,7 +678,7 @@
 

 

 
Function: cont2part (pc, lvar)
-
+
 

 
returns the partitioned polynomial associated to the contracted form
 pc whose variables are in lvar.
@@ -704,7 +704,7 @@
 
 

 
Function: contract (psym, lvar)
-
+
 

 
returns a contracted form (i.e. a monomial orbit under the action of the
 symmetric group) of the polynomial psym in the variables contained
@@ -735,7 +735,7 @@
 

 

 
Function: explose (pc, lvar)
-
+
 

 
returns the symmetric polynomial associated with the contracted form
 pc. The list lvar contains the variables.
@@ -756,7 +756,7 @@
 

 

 
Function: part2cont (ppart, lvar)
-
+
 

 
goes from the partitioned form to the contracted form of a symmetric polynomial.
 The contracted form is rendered with the variables in lvar.
@@ -779,7 +779,7 @@
 

 

 
Function: partpol (psym, lvar)
-
+
 

 
psym is a symmetric polynomial in the variables of the list
 lvar. This function retturns its partitioned representation.
@@ -800,7 +800,7 @@
 

 

 
Function: tcontract (pol, lvar)
-
+
 

 
tests if the polynomial pol is symmetric in the variables of the
 list lvar.  If so, it returns a contracted representation like the
@@ -820,7 +820,7 @@
 

 

 
Function: tpartpol (pol, lvar)
-
+
 

 
tests if the polynomial pol is symmetric in the variables of the
 list lvar.  If so, it returns its partitioned representation like
@@ -862,7 +862,7 @@
 

 

 
Function: direct ([p_1, ..., p_n], y, f, [lvar_1, ..., lvar_n])
-
+
 

 
calculates the direct image (see M. Giusti, D. Lazard et A. Valibouze,
 ISSAC 1988, Rome) associated to the function f, in the lists of
@@ -958,7 +958,7 @@
 

 

 
Function: multi_orbit (P, [lvar_1, lvar_2,..., lvar_p])
-
+
 

 
P is a polynomial in the set of variables contained in the lists
 lvar_1, lvar_2, ..., lvar_p. This function returns the
@@ -988,7 +988,7 @@
 

 

 
Function: multsym (ppart_1, ppart_2, n)
-
+
 

 
returns the product of the two symmetric polynomials in n
 variables by working only modulo the action of the symmetric group of
@@ -1022,7 +1022,7 @@
 

 

 
Function: orbit (P, lvar)
-
+
 

 
computes the orbit of the polynomial P in the variables in the list
 lvar under the action of the symmetric group of the set of
@@ -1051,7 +1051,7 @@
 

 

 
Function: pui_direct (orbite, [lvar_1, ..., lvar_n], [d_1, d_2, ..., d_n])
-
+
 

 
Let f be a polynomial in n blocks of variables lvar_1,
 ..., lvar_n.  Let c_i be the number of variables in
@@ -1135,7 +1135,7 @@
 

 

 
Function: kostka (part_1, part_2)
-
+
 

 
written by P. Esperet, calculates the Kostka number of the partition
 part_1 and part_2.
@@ -1157,7 +1157,7 @@
 

 

 
Function: lgtreillis (n, m)
-
+
 

 
returns the list of partitions of weight n and length m.
 

@@ -1180,7 +1180,7 @@
 

 

 
Function: ltreillis (n, m)
-
+
 

 
returns the list of partitions of weight n and length less than or
 equal to m.
@@ -1204,7 +1204,7 @@
 

 

 
Function: treillis (n)
-
+
 

 
returns all partitions of weight n.
 

@@ -1227,7 +1227,7 @@
 

 

 
Function: treinat (part)
-
+
 

 
retruns the list of partitions inferior to the partition part w.r.t.
 the natural order.
@@ -1279,7 +1279,7 @@
 

 

 
Function: ele2polynome (L, z)
-
+
 

 
returns the polynomial in z s.t. the elementary symmetric
 functions of its roots are in the list L = [n,
@@ -1314,7 +1314,7 @@
 

 

 
Function: polynome2ele (P, x)
-
+
 

 
gives the list l = [n, e_1, ..., e_n]
 where n is the degree of the polynomial P in the variable
@@ -1343,7 +1343,7 @@
 

 

 
Function: prodrac (L, k)
-
+
 

 
L is a list containing the elementary symmetric functions 
 on a set A. prodrac returns the polynomial whose roots
@@ -1364,7 +1364,7 @@
 

 

 
Function: pui2polynome (x, lpui)
-
+
 

 
calculates the polynomial in x whose power functions of the roots
 are given in the list lpui.
@@ -1398,7 +1398,7 @@
 

 

 
Function: somrac (L, k)
-
+
 

 
The list L contains elementary symmetric functions of a polynomial
 P . The function computes the polynomial whose roots are the 
@@ -1442,7 +1442,7 @@
 

 

 
Function: resolvante (P, x, f, [x_1,..., x_d]) 
-
+
 

 
calculates the resolvent of the polynomial P in x of degree
 n >= d by the function f expressed in the variables
@@ -1647,7 +1647,7 @@
 

 

 
Function: resolvante_alternee1 (P, x)
-
+
 

 
calculates the transformation
 P(x) of degree n by the function
@@ -1671,7 +1671,7 @@
 

 

 
Function: resolvante_bipartite (P, x)
-
+
 

 
calculates the transformation of
 P(x) of even degree n by the function 
@@ -1700,7 +1700,7 @@
 

 

 
Function: resolvante_diedrale (P, x)
-
+
 

 
calculates the transformation of P(x) by the function
 x_1 x_2 + x_3 x_4.
@@ -1733,7 +1733,7 @@
 

 

 
Function: resolvante_klein (P, x)
-
+
 

 
calculates the transformation of P(x) by the function
 x_1 x_2 x_4 + x_4.
@@ -1756,7 +1756,7 @@
 

 

 
Function: resolvante_klein3 (P, x)
-
+
 

 
calculates the transformation of P(x) by the function
 x_1 x_2 x_4 + x_4.
@@ -1780,7 +1780,7 @@
 

 

 
Function: resolvante_produit_sym (P, x)
-
+
 

 
calculates the list of all product resolvents of the polynomial
 P(x).
@@ -1821,7 +1821,7 @@
 

 

 
Function: resolvante_unitaire (P, Q, x)
-
+
 

 
computes the resolvent of the polynomial P(x) by the
 polynomial Q(x). 
@@ -1844,7 +1844,7 @@
 

 

 
Function: resolvante_vierer (P, x)
-
+
 

 
computes the transformation of
 P(x) by the function x_1 x_2 -
@@ -1891,7 +1891,7 @@
 

 

 
Function: multinomial (r, part)
-
+
 

 
where r is the weight of the partition part.  This function
 returns the associate multinomial coefficient: if the parts of
@@ -1911,7 +1911,7 @@
 

 

 
Function: permut (L)
-
+
 

 
returns the list of permutations of the list L.
 

@@ -1943,7 +1943,7 @@
 
 

  
-  This document was generated by Robert on August, 12 2012 using texi2html 1.76.
+  This document was generated by Robert on December, 10 2012 using texi2html 1.76.
  
  

 
diff -Nru maxima-5.28.0/doc/info/maxima_31.html maxima-5.29.1/doc/info/maxima_31.html
--- maxima-5.28.0/doc/info/maxima_31.html	2012-08-12 21:24:44.000000000 +0000
+++ maxima-5.29.1/doc/info/maxima_31.html	2012-12-10 20:36:03.000000000 +0000
@@ -1,6 +1,6 @@
 
 
-
+
 
 
-Maxima 5.28.0 Manual: 31. Groups
+Maxima 5.29.1 Manual: 31. Groups
 
-
-
+
+
 
 
 
@@ -191,10 +191,10 @@
 

 

 
Function: todd_coxeter (relations, subgroup)
-
+
 

 
Function: todd_coxeter (relations)
-
+
 

 
Find the order of G/H where G is the Free Group modulo relations, and
 H is the subgroup of G generated by subgroup.  subgroup is an optional
@@ -262,7 +262,7 @@
 
 

  
-  This document was generated by Robert on August, 12 2012 using texi2html 1.76.
+  This document was generated by Robert on December, 10 2012 using texi2html 1.76.
  
  

 
diff -Nru maxima-5.28.0/doc/info/maxima_32.html maxima-5.29.1/doc/info/maxima_32.html
--- maxima-5.28.0/doc/info/maxima_32.html	2012-08-12 21:24:44.000000000 +0000
+++ maxima-5.29.1/doc/info/maxima_32.html	2012-12-10 20:36:03.000000000 +0000
@@ -1,6 +1,6 @@
 
 
-
+
 
 
-Maxima 5.28.0 Manual: 32. Runtime Environment
+Maxima 5.29.1 Manual: 32. Runtime Environment
 
-
-
+
+
 
 
 
@@ -302,7 +302,7 @@
 
 

 
System variable: maxima_tempdir
-
+
 

 
maxima_tempdir names the directory in which Maxima creates some temporary
 files.  In particular, temporary files for plotting are created in
@@ -326,7 +326,7 @@
 
 

 
System variable: maxima_userdir
-
+
 

 
maxima_userdir names a directory which Maxima searches to find Maxima and
 Lisp files.  (Maxima searches some other directories as well;
@@ -354,13 +354,13 @@
 
 

 
Function: room ()
-
+
 

 
Function: room (true)
-
+
 

 
Function: room (false)
-
+
 

 
Prints out a description of the state of storage and
 stack management in Maxima.  room calls the Lisp function of 
@@ -388,7 +388,7 @@
 
 

 
Function: sstatus (keyword, item)
-
+
 

 
When keyword is the symbol feature, item is put on the list
 of system features.  After sstatus (keyword, item) is executed,
@@ -412,10 +412,10 @@
 
 

 
Function: status (feature)
-
+
 

 
Function: status (feature, item)
-
+
 

 
Returns information about the presence or absence of certain system-dependent 
 features.
@@ -455,7 +455,7 @@
 
 

 
Function: system (command)
-
+
 

 
Executes command as a separate process.  The command is passed to the
 default shell for execution.  system is not supported by all operating
@@ -479,7 +479,7 @@
 
 

 
Function: time (%o1, %o2, %o3, …)
-
+
 

 
Returns a list of the times, in seconds, taken to compute the output lines
 %o1, %o2, %o3, … The time returned is Maxima's
@@ -503,10 +503,10 @@
 
 

 
Function: timedate ()
-
+
 

 
Function: timedate (T)
-
+
 

 
timedate() with no argument
 returns a string representing the current time and date.
@@ -548,7 +548,7 @@
 
 

 
Function: absolute_real_time ()
-
+
 

 
Returns the number of seconds since midnight, January 1, 1900 UTC.
 The return value is an integer.
@@ -575,7 +575,7 @@
 
 

 
Function: elapsed_real_time ()
-
+
 

 
Returns the number of seconds (including fractions of a second)
 since Maxima was most recently started or restarted.
@@ -604,7 +604,7 @@
 
 

 
Function: elapsed_run_time ()
-
+
 

 
Returns an estimate of the number of seconds (including fractions of a second)
 which Maxima has spent in computations since Maxima was most recently started
@@ -647,7 +647,7 @@
 
 

  
-  This document was generated by Robert on August, 12 2012 using texi2html 1.76.
+  This document was generated by Robert on December, 10 2012 using texi2html 1.76.
  
  

 
diff -Nru maxima-5.28.0/doc/info/maxima_33.html maxima-5.29.1/doc/info/maxima_33.html
--- maxima-5.28.0/doc/info/maxima_33.html	2012-08-12 21:24:44.000000000 +0000
+++ maxima-5.29.1/doc/info/maxima_33.html	2012-12-10 20:36:03.000000000 +0000
@@ -1,6 +1,6 @@
 
 
-
+
 
 
-Maxima 5.28.0 Manual: 33. Miscellaneous Options
+Maxima 5.29.1 Manual: 33. Miscellaneous Options
 
-
-
+
+
 
 
 
@@ -256,7 +256,7 @@
 
 

 
System variable: askexp
-
+
 

 
When asksign is called,
 askexp is the expression asksign is testing.
@@ -277,7 +277,7 @@
 
 

 
Option variable: genindex
-
+
 

 
Default value: i
 

@@ -297,7 +297,7 @@
 
 

 
Option variable: gensumnum
-
+
 

 
Default value: 0
 

@@ -318,10 +318,10 @@
 
 

 
Function: gensym ()
-
+
 

 
Function: gensym (x)
-
+
 

 
gensym() creates and returns a fresh symbol.
 

@@ -354,7 +354,7 @@
 
 

 
Option variable: packagefile
-
+
 

 
Default value: false
 

@@ -387,10 +387,10 @@
 
 

 
Function: remvalue (name_1, …, name_n)
-
+
 

 
Function: remvalue (all)
-
+
 

 
Removes the values of user variables name_1, …, name_n
 (which can be subscripted) from the system.
@@ -415,7 +415,7 @@
 
 

 
Function: rncombine (expr)
-
+
 

 
Transforms expr by combining all terms of expr that have
 identical denominators or denominators that differ from each other by
@@ -443,7 +443,7 @@
 
 

 
Function: setup_autoload (filename, function_1, …, function_n)
-
+
 

 
Specifies that if any of function_1, …, function_n are
 referenced and not yet defined, filename is loaded via load.
@@ -492,13 +492,13 @@
 
 

 
Function: tcl_output (list, i0, skip)
-
+
 

 
Function: tcl_output (list, i0)
-
+
 

 
Function: tcl_output ([list_1, …, list_n], i)
-
+
 

 
Prints elements of a list enclosed by curly braces { },
 suitable as part of a program in the Tcl/Tk language.
@@ -555,7 +555,7 @@
 
 

  
-  This document was generated by Robert on August, 12 2012 using texi2html 1.76.
+  This document was generated by Robert on December, 10 2012 using texi2html 1.76.
  
  

 
diff -Nru maxima-5.28.0/doc/info/maxima_34.html maxima-5.29.1/doc/info/maxima_34.html
--- maxima-5.28.0/doc/info/maxima_34.html	2012-08-12 21:24:44.000000000 +0000
+++ maxima-5.29.1/doc/info/maxima_34.html	2012-12-10 20:36:03.000000000 +0000
@@ -1,6 +1,6 @@
 
 
-
+
 
 
-Maxima 5.28.0 Manual: 34. Rules and Patterns
+Maxima 5.29.1 Manual: 34. Rules and Patterns
 
-
-
+
+
 
 
 
@@ -245,7 +245,7 @@
 
 

 
Function: apply1 (expr, rule_1, …, rule_n)
-
+
 

 
Repeatedly applies rule_1 to
 expr until it fails, then repeatedly applies the same rule to all
@@ -274,7 +274,7 @@
 
 

 
Function: apply2 (expr, rule_1, …, rule_n)
-
+
 

 
If rule_1 fails on a given subexpression, then rule_2 is
 repeatedly applied, etc.  Only if all rules fail on a given
@@ -301,7 +301,7 @@
 
 

 
Function: applyb1 (expr, rule_1, …, rule_n)
-
+
 

 
Repeatedly applies rule_1 to the deepest subexpression of expr
 until it fails, then repeatedly applies the same rule one level higher (i.e.,
@@ -331,7 +331,7 @@
 
 

 
Option variable: current_let_rule_package
-
+
 

 
Default value: default_let_rule_package
 

@@ -357,7 +357,7 @@
 
 

 
Option variable: default_let_rule_package
-
+
 

 
Default value: default_let_rule_package
 

@@ -378,10 +378,10 @@
 
 

 
Function: defmatch (progname, pattern, x_1, …, x_n)
-
+
 

 
Function: defmatch (progname, pattern)
-
+
 

 
Defines a function progname(expr, x_1, ..., x_n)
 which tests expr to see if it matches pattern.
@@ -494,7 +494,7 @@
 
 

 
Function: defrule (rulename, pattern, replacement)
-
+
 

 
Defines and names a replacement rule for the given pattern.  If the rule named
 rulename is applied to an expression (by apply1, applyb1, or
@@ -522,10 +522,10 @@
 
 

 
Function: disprule (rulename_1, …, rulename_2)
-
+
 

 
Function: disprule (all)
-
+
 

 
Display rules with the names rulename_1, …, rulename_n,
 as returned by defrule, tellsimp, or tellsimpafter,
@@ -575,10 +575,10 @@
 
 

 
Function: let (prod, repl, predname, arg_1, …, arg_n)
-
+
 

 
Function: let ([prod, repl, predname, arg_1, …, arg_n], package_name)
-
+
 

 
Defines a substitution rule for letsimp such that prod is replaced
 by repl.  prod is a product of positive or negative powers of the
@@ -670,7 +670,7 @@
 
 

 
Option variable: letrat
-
+
 

 
Default value: false
 

@@ -709,10 +709,10 @@
 
 

 
Function: letrules ()
-
+
 

 
Function: letrules (package_name)
-
+
 

 
Displays the rules in a rule package.
 letrules () displays the rules in the current rule package.
@@ -738,13 +738,13 @@
 
 

 
Function: letsimp (expr)
-
+
 

 
Function: letsimp (expr, package_name)
-
+
 

 
Function: letsimp (expr, package_name_1, …, package_name_n)
-
+
 

 
Repeatedly applies the substitution rules defined by let
 until no further change is made to expr.
@@ -771,7 +771,7 @@
 
 

 
Option variable: let_rule_packages
-
+
 

 
Default value: [default_let_rule_package]
 

@@ -791,7 +791,7 @@
 
 

 
Function: matchdeclare (a_1, pred_1, …, a_n, pred_n)
-
+
 

 
Associates a predicate pred_k 
 with a variable or list of variables a_k
@@ -967,7 +967,7 @@
 
 

 
Option variable: maxapplydepth
-
+
 

 
Default value: 10000
 

@@ -988,7 +988,7 @@
 
 

 
Option variable: maxapplyheight
-
+
 

 
Default value: 10000
 

@@ -1009,16 +1009,16 @@
 
 

 
Function: remlet (prod, name)
-
+
 

 
Function: remlet ()
-
+
 

 
Function: remlet (all)
-
+
 

 
Function: remlet (all, name)
-
+
 

 
Deletes the substitution rule, prod -> repl, most
 recently defined by the let function.  If name is supplied the rule is
@@ -1050,10 +1050,10 @@
 
 

 
Function: remrule (op, rulename)
-
+
 

 
Function: remrule (op, all)
-
+
 

 
Removes rules defined by tellsimp or tellsimpafter.
 

@@ -1113,7 +1113,7 @@
 
 

 
Function: tellsimp (pattern, replacement)
-
+
 

 
is similar to tellsimpafter but places
 new information before old so that it is applied before the built-in
@@ -1187,7 +1187,7 @@
 
 

 
Function: tellsimpafter (pattern, replacement)
-
+
 

 
Defines a simplification rule which the Maxima simplifier applies after built-in
 simplification rules.  pattern is an expression, comprising pattern
@@ -1384,7 +1384,7 @@
 
 

 
Function: clear_rules ()
-
+
 

 
Executes kill (rules) and then resets the next rule number to 1
 for addition +, multiplication *, and exponentiation ^.
@@ -1416,7 +1416,7 @@
 
 

  
-  This document was generated by Robert on August, 12 2012 using texi2html 1.76.
+  This document was generated by Robert on December, 10 2012 using texi2html 1.76.
  
  

 
diff -Nru maxima-5.28.0/doc/info/maxima_35.html maxima-5.29.1/doc/info/maxima_35.html
--- maxima-5.28.0/doc/info/maxima_35.html	2012-08-12 21:24:44.000000000 +0000
+++ maxima-5.29.1/doc/info/maxima_35.html	2012-12-10 20:36:03.000000000 +0000
@@ -1,6 +1,6 @@
 
 
-
+
 
 
-Maxima 5.28.0 Manual: 35. Sets
+Maxima 5.29.1 Manual: 35. Sets
 
-
-
+
+
 
 
 
@@ -561,7 +561,7 @@
 
 

 
Function: adjoin (x, a) 
-
+
 

 
Returns the union of the set a with {x}.
 

@@ -594,7 +594,7 @@
 
 

 
Function: belln (n)
-
+
 

 
Represents the n-th Bell number.
 belln(n) is the number of partitions of a set with n members.
@@ -636,7 +636,7 @@
 
 

 
Function: cardinality (a)
-
+
 

 
Returns the number of distinct elements of the set a. 
 

@@ -668,7 +668,7 @@
 
 

 
Function: cartesian_product (b_1, ... , b_n)
-
+
 

 
Returns a set of lists of the form [x_1, ..., x_n], where
 x_1, ..., x_n are elements of the sets b_1, ... , b_n,
@@ -702,7 +702,7 @@
 
 

 
Function: disjoin (x, a)
-
+
 

 
Returns the set a without the member x.
 If x is not a member of a, return a unchanged.
@@ -736,7 +736,7 @@
 
 

 
Function: disjointp (a, b) 
-
+
 

 
Returns true if and only if the sets a and b are disjoint.
 

@@ -765,7 +765,7 @@
 
 

 
Function: divisors (n)
-
+
 

 
Represents the set of divisors of n.
 

@@ -822,7 +822,7 @@
 
 

 
Function: elementp (x, a)
-
+
 

 
Returns true if and only if x is a member of the 
 set a.
@@ -852,7 +852,7 @@
 
 

 
Function: emptyp (a)
-
+
 

 
Return true if and only if a is the empty set or
 the empty list.
@@ -880,7 +880,7 @@
 
 

 
Function: equiv_classes (s, F)
-
+
 

 
Returns a set of the equivalence classes of the set s with respect
 to the equivalence relation F.
@@ -928,10 +928,10 @@
 
 

 
Function: every (f, s)
-
+
 

 
Function: every (f, L_1, ..., L_n)
-
+
 

 
Returns true if the predicate f is true for all given arguments.
 

@@ -1016,10 +1016,10 @@
 
 

 
Function: extremal_subset (s, f, max)
-
+
 

 
Function: extremal_subset (s, f, min)
-
+
 

 
Returns the subset of s for which the function f takes on maximum or minimum values.
 

@@ -1050,7 +1050,7 @@
 
 

 
Function: flatten (expr)
-
+
 

 
Collects arguments of subexpressions which have the same operator as expr
 and constructs an expression from these collected arguments.
@@ -1125,7 +1125,7 @@
 
 

 
Function: full_listify (a)
-
+
 

 
Replaces every set operator in a by a list operator,
 and returns the result.
@@ -1155,7 +1155,7 @@
 
 

 
Function: fullsetify (a)
-
+
 

 
When a is a list, replaces the list operator with a set operator,
 and applies fullsetify to each member which is a set.
@@ -1187,7 +1187,7 @@
 
 

 
Function: identity (x)
-
+
 

 
Returns x for any argument x.
 

@@ -1204,10 +1204,10 @@
 
 

 
Function: integer_partitions (n)
-
+
 

 
Function: integer_partitions (n, len)
-
+
 

 
Returns integer partitions of n, that is,
 lists of integers which sum to n.
@@ -1264,7 +1264,7 @@
 
 

 
Function: intersect (a_1, ..., a_n)
-
+
 

 
intersect is the same as intersection, which see.
 

@@ -1282,7 +1282,7 @@
 
 

 
Function: intersection (a_1, ..., a_n)
-
+
 

 
Returns a set containing the elements that are common to the 
 sets a_1 through a_n.
@@ -1321,7 +1321,7 @@
 

 

 
Function: kron_delta (x1, x2, …, xp)
-
+
 

 
Represents the Kronecker delta function.
 

@@ -1352,7 +1352,7 @@
 
 

 
Function: listify (a)
-
+
 

 
Returns a list containing the members of a when a is a set.
 Otherwise, listify returns a.
@@ -1380,10 +1380,10 @@
 
 

 
Function: lreduce (F, s)
-
+
 

 
Function: lreduce (F, s, s_0)
-
+
 

 
Extends the binary function F to an n-ary function by composition,
 where s is a list.
@@ -1436,7 +1436,7 @@
 
 

 
Function: makeset (expr, x, s)
-
+
 

 
Returns a set with members generated from the expression expr,
 where x is a list of variables in expr,
@@ -1486,7 +1486,7 @@
 
 

 
Function: moebius (n)
-
+
 

 
Represents the Moebius function.
 

@@ -1534,10 +1534,10 @@
 
 

 
Function: multinomial_coeff (a_1, ..., a_n)
-
+
 

 
Function: multinomial_coeff ()
-
+
 

 
Returns the multinomial coefficient.
 

@@ -1582,10 +1582,10 @@
 
 

 
Function: num_distinct_partitions (n)
-
+
 

 
Function: num_distinct_partitions (n, list)
-
+
 

 
Returns the number of distinct integer partitions of n
 when n is a nonnegative integer.
@@ -1621,10 +1621,10 @@
 
 

 
Function: num_partitions (n)
-
+
 

 
Function: num_partitions (n, list)
-
+
 

 
Returns the number of integer partitions of n
 when n is a nonnegative integer.
@@ -1662,7 +1662,7 @@
 
 

 
Function: partition_set (a, f)
-
+
 

 
Partitions the set a according to the predicate f.
 

@@ -1697,7 +1697,7 @@
 
 

 
Function: permutations (a)
-
+
 

 
Returns a set of all distinct permutations of the members of 
 the list or set a. Each permutation is a list, not a set. 
@@ -1732,10 +1732,10 @@
 
 

 
Function: powerset (a)
-
+
 

 
Function: powerset (a, n)
-
+
 

 
Returns the set of all subsets of a, or a subset of that set.
 

@@ -1776,7 +1776,7 @@
 

 

 
Function: random_permutation (a)
-
+
 

 
Returns a random permutation of the set or list a,
 as constructed by the Knuth shuffle algorithm.
@@ -1812,10 +1812,10 @@
 
 

 
Function: rreduce (F, s)
-
+
 

 
Function: rreduce (F, s, s_{n + 1})
-
+
 

 
Extends the binary function F to an n-ary function by composition,
 where s is a list.
@@ -1870,7 +1870,7 @@
 
 

 
Function: setdifference (a, b)
-
+
 

 
Returns a set containing the elements in the set a that are
 not in the set b.
@@ -1908,7 +1908,7 @@
 
 

 
Function: setequalp (a, b)
-
+
 

 
Returns true if sets a and b have the same number of elements
 and is(x = y) is true
@@ -1942,7 +1942,7 @@
 
 

 
Function: setify (a)
-
+
 

 
Constructs a set from the elements of the list a. Duplicate
 elements of the list a are deleted and the elements
@@ -1973,7 +1973,7 @@
 
 

 
Function: setp (a)
-
+
 

 
Returns true if and only if a is a Maxima set.
 

@@ -2008,10 +2008,10 @@
 
 

 
Function: set_partitions (a)
-
+
 

 
Function: set_partitions (a, n)
-
+
 

 
Returns the set of all partitions of a, or a subset of that set.
 

@@ -2076,10 +2076,10 @@
 
 

 
Function: some (f, a)
-
+
 

 
Function: some (f, L_1, ..., L_n)
-
+
 

 
Returns true if the predicate f is true for one or more given arguments.
 

@@ -2168,7 +2168,7 @@
 
 

 
Function: stirling1 (n, m)
-
+
 

 
Represents the Stirling number of the first kind.
 

@@ -2244,7 +2244,7 @@
 
 

 
Function: stirling2 (n, m)
-
+
 

 
Represents the Stirling number of the second kind.
 

@@ -2329,7 +2329,7 @@
 
 

 
Function: subset (a, f)
-
+
 

 
Returns the subset of the set a that satisfies the predicate f. 
 

@@ -2362,7 +2362,7 @@
 
 

 
Function: subsetp (a, b)
-
+
 

 
Returns true if and only if the set a is a subset of b.
 

@@ -2391,7 +2391,7 @@
 
 

 
Function: symmdifference (a_1, …, a_n)
-
+
 

 
Returns the symmetric difference of sets a_1, …, a_n.
 

@@ -2434,10 +2434,10 @@
 
 

 
Function: tree_reduce (F, s)
-
+
 

 
Function: tree_reduce (F, s, s_0)
-
+
 

 
Extends the binary function F to an n-ary function by composition,
 where s is a set or list.
@@ -2486,7 +2486,7 @@
 
 

 
Function: union (a_1, ..., a_n)
-
+
 

 
Returns the union of the sets a_1 through a_n. 
 

@@ -2527,10 +2527,10 @@
 
 

 
Function: xreduce (F, s)
-
+
 

 
Function: xreduce (F, s, s_0)
-
+
 

 
Extends the function F to an n-ary function by composition,
 or, if F is already n-ary, applies F to s.
@@ -2608,7 +2608,7 @@
 
 

  
-  This document was generated by Robert on August, 12 2012 using texi2html 1.76.
+  This document was generated by Robert on December, 10 2012 using texi2html 1.76.
  
  

 
diff -Nru maxima-5.28.0/doc/info/maxima_36.html maxima-5.29.1/doc/info/maxima_36.html
--- maxima-5.28.0/doc/info/maxima_36.html	2012-08-12 21:24:44.000000000 +0000
+++ maxima-5.29.1/doc/info/maxima_36.html	2012-12-10 20:36:03.000000000 +0000
@@ -1,6 +1,6 @@
 
 
-
+
 
 
-Maxima 5.28.0 Manual: 36. Function Definition
+Maxima 5.29.1 Manual: 36. Function Definition
 
-
-
+
+
 
 
 
@@ -417,7 +417,7 @@
 
 

 
Function: buildq (L, expr)
-
+
 

 
Substitutes variables named by the list L into the expression expr,
 in parallel, without evaluating expr.  The resulting expression is
@@ -523,7 +523,7 @@
 
 

 
Function: macroexpand (expr)
-
+
 

 
Returns the macro expansion of expr without evaluating it,
 when expr is a macro function call.
@@ -570,7 +570,7 @@
 
 

 
Function: macroexpand1 (expr)
-
+
 

 
Returns the macro expansion of expr without evaluating it,
 when expr is a macro function call.
@@ -615,7 +615,7 @@
 
 

 
Global variable: macros
-
+
 

 
Default value: []
 

@@ -641,7 +641,7 @@
 
 

 
Function: splice (a)
-
+
 

 
Splices (interpolates) the list named by the atom a into an expression,
 but only if splice appears within buildq;
@@ -710,7 +710,7 @@
 
 

 
Function: apply (F, [x_1, …, x_n])
-
+
 

 
Constructs and evaluates an expression F(arg_1, ...,
 arg_n).
@@ -782,10 +782,10 @@
 
 

 
Function: block ([v_1, …, v_m], expr_1, …, expr_n)
-
+
 

 
Function: block (expr_1, …, expr_n)
-
+
 

 
block evaluates expr_1, …, expr_n in sequence and
 returns the value of the last expression evaluated.  The sequence can be
@@ -851,7 +851,7 @@
 
 

 
Function: break (expr_1, …, expr_n)
-
+
 

 
Evaluates and prints expr_1, …, expr_n and then
 causes a Maxima break at which point the user can examine and change
@@ -871,7 +871,7 @@
 
 

 
Function: catch (expr_1, …, expr_n)
-
+
 

 
Evaluates expr_1, …, expr_n one by one; if any
 leads to the evaluation of an expression of the
@@ -908,13 +908,13 @@
 
 

 
Function: compfile (filename, f_1, …, f_n)
-
+
 

 
Function: compfile (filename, functions)
-
+
 

 
Function: compfile (filename, all)
-
+
 

 
Translates Maxima functions into Lisp and writes the translated code into the
 file filename.
@@ -944,13 +944,13 @@
 
 

 
Function: compile (f_1, …, f_n)
-
+
 

 
Function: compile (functions)
-
+
 

 
Function: compile (all)
-
+
 

 
Translates Maxima functions f_1, …, f_n into Lisp, evaluates
 the Lisp translations, and calls the Lisp function COMPILE on each
@@ -976,19 +976,19 @@
 
 

 
Function: define (f(x_1, …, x_n), expr)
-
+
 

 
Function: define (f[x_1, …, x_n], expr)
-
+
 

 
Function: define (funmake (f, [x_1, …, x_n]), expr)
-
+
 

 
Function: define (arraymake (f, [x_1, …, x_n]), expr)
-
+
 

 
Function: define (ev (expr_1), expr_2)
-
+
 

 
Defines a function named f with arguments x_1, …, x_n
 and function body expr.  define always evaluates its second
@@ -1086,7 +1086,7 @@
 
 

 
Function: define_variable (name, default_value, mode)
-
+
 

 
Introduces a global variable into the Maxima environment.
 define_variable is useful in user-written packages, which are often
@@ -1198,10 +1198,10 @@
 
 

 
Function: dispfun (f_1, …, f_n)
-
+
 

 
Function: dispfun (all)
-
+
 

 
Displays the definition of the user-defined functions f_1, …,
 f_n.  Each argument may be the name of a macro (defined with ::=),
@@ -1299,7 +1299,7 @@
 
 

 
Function: fullmap (f, expr_1, …)
-
+
 

 
Similar to map, but fullmap keeps mapping down all subexpressions
 until the main operators are no longer the same.
@@ -1332,7 +1332,7 @@
 
 

 
Function: fullmapl (f, list_1, …)
-
+
 

 
Similar to fullmap, but fullmapl only maps onto lists and
 matrices.
@@ -1357,7 +1357,7 @@
 
 

 
System variable: functions
-
+
 

 
Default value: []
 

@@ -1418,7 +1418,7 @@
 
 

 
Function: fundef (f)
-
+
 

 
Returns the definition of the function f.
 

@@ -1450,7 +1450,7 @@
 
 

 
Function: funmake (F, [arg_1, …, arg_n])
-
+
 

 
Returns an expression F(arg_1, ..., arg_n).
 The return value is simplified, but not evaluated,
@@ -1550,13 +1550,13 @@
 
 

 
Function: lambda ([x_1, …, x_m], expr_1, …, expr_n)
-
+
 

 
Function: lambda ([[L]], expr_1, …, expr_n)
-
+
 

 
Function: lambda ([x_1, …, x_m, [L]], expr_1, …, expr_n)
-
+
 

 
Defines and returns a lambda expression (that is, an anonymous function).
 The function may have required arguments x_1, …, x_m and/or
@@ -1706,7 +1706,7 @@
 
 

 
Function: local (v_1, …, v_n)
-
+
 

 
Saves the properties associated with the symbols v_1, …, v_n,
 removes any properties before evaluating other expressions,
@@ -1755,7 +1755,7 @@
 
 

 
Option variable: macroexpansion
-
+
 

 
Default value: false
 

@@ -1912,7 +1912,7 @@
 
 

 
Option variable: mode_checkp
-
+
 

 
Default value: true
 

@@ -1932,7 +1932,7 @@
 
 

 
Option variable: mode_check_errorp
-
+
 

 
Default value: false
 

@@ -1952,7 +1952,7 @@
 
 

 
Option variable: mode_check_warnp
-
+
 

 
Default value: true
 

@@ -1973,7 +1973,7 @@
 
 

 
Function: mode_declare (y_1, mode_1, …, y_n, mode_n)
-
+
 

 
mode_declare is used to declare the modes of variables and functions for
 subsequent translation or compilation of functions.  mode_declare is
@@ -2030,7 +2030,7 @@
 
 

 
Function: mode_identity (arg_1, arg_2)
-
+
 

 
A special form used with mode_declare and macros to declare, e.g.,
 a list of lists of flonums, or other compound data object.  The first argument
@@ -2067,10 +2067,10 @@
 
 

 
Function: remfunction (f_1, …, f_n)
-
+
 

 
Function: remfunction (all)
-
+
 

 
Unbinds the function definitions of the symbols f_1, …, f_n.
 The arguments may be the names of ordinary functions (created by :=
@@ -2105,7 +2105,7 @@
 
 

 
Option variable: savedef
-
+
 

 
Default value: true
 

@@ -2130,7 +2130,7 @@
 
 

 
Option variable: transcompile
-
+
 

 
Default value: true
 

@@ -2153,13 +2153,13 @@
 
 

 
Function: translate (f_1, …, f_n)
-
+
 

 
Function: translate (functions)
-
+
 

 
Function: translate (all)
-
+
 

 
Translates the user-defined functions f_1, …, f_n from the
 Maxima language into Lisp and evaluates the Lisp translations.
@@ -2225,10 +2225,10 @@
 
 

 
Function: translate_file (maxima_filename)
-
+
 

 
Function: translate_file (maxima_filename, lisp_filename)
-
+
 

 
Translates a file of Maxima code into a file of Lisp code.
 translate_file returns a list of three filenames:
@@ -2299,7 +2299,7 @@
 
 

 
Option variable: transrun
-
+
 

 
Default value: true
 

@@ -2321,7 +2321,7 @@
 
 

 
Option variable: tr_array_as_ref
-
+
 

 
Default value: true
 

@@ -2348,7 +2348,7 @@
 
 

 
Option variable: tr_bound_function_applyp
-
+
 

 
Default value: true
 

@@ -2373,7 +2373,7 @@
 
 

 
Option variable: tr_file_tty_messagesp
-
+
 

 
Default value: false
 

@@ -2396,7 +2396,7 @@
 
 

 
Option variable: tr_float_can_branch_complex
-
+
 

 
Default value: true
 

@@ -2424,7 +2424,7 @@
 
 

 
Option variable: tr_function_call_default
-
+
 

 
Default value: general
 

@@ -2451,7 +2451,7 @@
 
 

 
Option variable: tr_numer
-
+
 

 
Default value: false
 

@@ -2471,7 +2471,7 @@
 
 

 
Option variable: tr_optimize_max_loop
-
+
 

 
Default value: 100
 

@@ -2493,7 +2493,7 @@
 
 

 
Option variable: tr_semicompile
-
+
 

 
Default value: false
 

@@ -2515,7 +2515,7 @@
 
 

 
System variable: tr_state_vars
-
+
 

 
Default value:
 
[transcompile, tr_semicompile, tr_warn_undeclared, tr_warn_meval,
@@ -2543,7 +2543,7 @@
 
 

 
Function: tr_warnings_get ()
-
+
 

 
Prints a list of warnings which have been given by
 the translator during the current translation.
@@ -2560,7 +2560,7 @@
 

 

 
Option variable: tr_warn_bad_function_calls
-
+
 

 
Default value: true
 

@@ -2581,7 +2581,7 @@
 
 

 
Option variable: tr_warn_fexpr
-
+
 

 
Default value: compfile
 

@@ -2602,7 +2602,7 @@
 
 

 
Option variable: tr_warn_meval
-
+
 

 
Default value: compfile
 

@@ -2622,7 +2622,7 @@
 
 

 
Option variable: tr_warn_mode
-
+
 

 
Default value: all
 

@@ -2642,7 +2642,7 @@
 
 

 
Option variable: tr_warn_undeclared
-
+
 

 
Default value: compile
 

@@ -2662,7 +2662,7 @@
 
 

 
Option variable: tr_warn_undefined_variable
-
+
 

 
Default value: all
 

@@ -2682,13 +2682,13 @@
 
 

 
Function: compile_file (filename)
-
+
 

 
Function: compile_file (filename, compiled_filename)
-
+
 

 
Function: compile_file (filename, compiled_filename, lisp_filename)
-
+
 

 
Translates the Maxima file filename into Lisp, executes the Lisp compiler,
 and, if the translation and compilation succeed, loads the compiled code into
@@ -2732,7 +2732,7 @@
 
 

 
Function: declare_translated (f_1, f_2, …)
-
+
 

 
When translating a file of Maxima code
 to Lisp, it is important for the translator to know which functions it
@@ -2770,7 +2770,7 @@
 
 

  
-  This document was generated by Robert on August, 12 2012 using texi2html 1.76.
+  This document was generated by Robert on December, 10 2012 using texi2html 1.76.
  
  

 
diff -Nru maxima-5.28.0/doc/info/maxima_37.html maxima-5.29.1/doc/info/maxima_37.html
--- maxima-5.28.0/doc/info/maxima_37.html	2012-08-12 21:24:44.000000000 +0000
+++ maxima-5.29.1/doc/info/maxima_37.html	2012-12-10 20:36:03.000000000 +0000
@@ -1,6 +1,6 @@
 
 
-
+
 
 
-Maxima 5.28.0 Manual: 37. Program Flow
+Maxima 5.29.1 Manual: 37. Program Flow
 
-
-
+
+
 
 
 
@@ -396,10 +396,10 @@
 
 

 
Function: backtrace ()
-
+
 

 
Function: backtrace (n)
-
+
 

 
Prints the call stack, that is, the list of functions which
 called the currently active function.
@@ -464,7 +464,7 @@
 
 

 
Special operator: do
-
+
 

 
The do statement is used for performing iteration.  Due to its
 great generality the do statement will be described in two parts.
@@ -670,7 +670,7 @@
 
 

 
Function: errcatch (expr_1, …, expr_n)
-
+
 

 
Evaluates expr_1, …, expr_n one by one and
 returns [expr_n] (a list) if no error occurs.  If an
@@ -695,10 +695,10 @@
 
 

 
Function: error (expr_1, …, expr_n)
-
+
 

 
System variable: error
-
+
 

 
Evaluates and prints expr_1, …, expr_n,
 and then causes an error return to top level Maxima
@@ -725,7 +725,7 @@
 
 

 
Option variable: error_size
-
+
 

 
Default value: 10
 

@@ -784,7 +784,7 @@
 
 

 
Option variable: error_syms
-
+
 

 
Default value: [errexp1, errexp2, errexp3]
 

@@ -814,7 +814,7 @@
 
 

 
Function: errormsg ()
-
+
 

 
Reprints the most recent error message.
 The variable error holds the message,
@@ -833,7 +833,7 @@
 

 

 
Option variable: errormsg
-
+
 

 
Default value: true
 

@@ -882,7 +882,7 @@
 
 

 
Special operator: for
-
+
 

 
Used in iterations.  See do for a description of
 Maxima's iteration facilities.
@@ -900,7 +900,7 @@
 
 

 
Function: go (tag)
-
+
 

 
is used within a block to transfer control to the statement
 of the block which is tagged with the argument to go.  To tag a
@@ -927,7 +927,7 @@
 
 

 
Special operator: if
-
+
 

 
Represents conditional evaluation.  Various forms of if expressions are
 recognized.
@@ -998,7 +998,7 @@
 
 

 
Function: map (f, expr_1, …, expr_n)
-
+
 

 
Returns an expression whose leading operator is the same as that of the
 expressions expr_1, …, expr_n but whose subparts are the
@@ -1048,7 +1048,7 @@
 
 

 
Function: mapatom (expr)
-
+
 

 
Returns true if and only if expr is treated by the mapping
 routines as an atom.  "Mapatoms" are atoms, numbers
@@ -1068,7 +1068,7 @@
 
 

 
Option variable: maperror
-
+
 

 
Default value: true
 

@@ -1098,7 +1098,7 @@
 
 

 
Option variable: mapprint
-
+
 

 
Default value: true
 

@@ -1123,7 +1123,7 @@
 
 

 
Function: maplist (f, expr_1, …, expr_n)
-
+
 

 
Returns a list of the applications of f to the parts of the expressions
 expr_1, …, expr_n.  f is the name of a function, or a
@@ -1147,7 +1147,7 @@
 
 

 
Option variable: prederror
-
+
 

 
Default value: false
 

@@ -1177,7 +1177,7 @@
 

 

 
Function: return (value)
-
+
 

 
May be used to exit explicitly from a block, bringing
 its argument.  See block for more information.
@@ -1194,10 +1194,10 @@
 

 

 
Function: scanmap (f, expr)
-
+
 

 
Function: scanmap (f, expr, bottomup)
-
+
 

 
Recursively applies f to expr, in a top
 down manner.  This is most useful when complete factorization is
@@ -1251,7 +1251,7 @@
 
 

 
Function: throw (expr)
-
+
 

 
Evaluates expr and throws the value back to the most recent
 catch.  throw is used with catch as a nonlocal return
@@ -1272,10 +1272,10 @@
 
 

 
Special operator: while
-
+
 

 
Special operator: unless
-
+
 

 
See do.
 

@@ -1292,7 +1292,7 @@
 
 

 
Function: outermap (f, a_1, …, a_n)
-
+
 

 
Applies the function f to each one of the elements of the outer product
 a_1 cross a_2 … cross a_n.
@@ -1442,7 +1442,7 @@
 
 

  
-  This document was generated by Robert on August, 12 2012 using texi2html 1.76.
+  This document was generated by Robert on December, 10 2012 using texi2html 1.76.
  
  

 
diff -Nru maxima-5.28.0/doc/info/maxima_38.html maxima-5.29.1/doc/info/maxima_38.html
--- maxima-5.28.0/doc/info/maxima_38.html	2012-08-12 21:24:44.000000000 +0000
+++ maxima-5.29.1/doc/info/maxima_38.html	2012-12-10 20:36:03.000000000 +0000
@@ -1,6 +1,6 @@
 
 
-
+
 
 
-Maxima 5.28.0 Manual: 38. Debugging
+Maxima 5.29.1 Manual: 38. Debugging
 
-
-
+
+
 
 
 
@@ -433,7 +433,7 @@
 
 

 
Option variable: debugmode
-
+
 

 
Default value: false
 

@@ -459,7 +459,7 @@
 
 

 
Option variable: refcheck
-
+
 

 
Default value: false
 

@@ -484,7 +484,7 @@
 
 

 
Option variable: setcheck
-
+
 

 
Default value: false
 

@@ -531,7 +531,7 @@
 
 

 
Option variable: setcheckbreak
-
+
 

 
Default value: false
 

@@ -560,7 +560,7 @@
 
 

 
System variable: setval
-
+
 

 
Holds the value to which a variable is about to be set when
 a setcheckbreak occurs.
@@ -583,13 +583,13 @@
 
 

 
Function: timer (f_1, …, f_n)
-
+
 

 
Function: timer (all)
-
+
 

 
Function: timer ()
-
+
 

 
Given functions f_1, …, f_n, timer puts each one on the
 list of functions for which timing statistics are collected.
@@ -629,10 +629,10 @@
 
 

 
Function: untimer (f_1, …, f_n)
-
+
 

 
Function: untimer ()
-
+
 

 
Given functions f_1, …, f_n,
 untimer removes each function from the timer list.
@@ -660,7 +660,7 @@
 
 

 
Option variable: timer_devalue
-
+
 

 
Default value: false
 

@@ -687,10 +687,10 @@
 
 

 
Function: timer_info (f_1, ..., f_n)
-
+
 

 
Function: timer_info ()
-
+
 

 
Given functions f_1, ..., f_n, timer_info returns a matrix
 containing timing information for each function.
@@ -722,13 +722,13 @@
 
 

 
Function: trace (f_1, …, f_n)
-
+
 

 
Function: trace (all)
-
+
 

 
Function: trace ()
-
+
 

 
Given functions f_1, …, f_n, trace instructs Maxima to
 print out debugging information whenever those functions are called.
@@ -767,10 +767,10 @@
 
 

 
Function: trace_options (f, option_1, …, option_n)
-
+
 

 
Function: trace_options (f)
-
+
 

 
Sets the trace options for function f.
 Any previous options are superseded.
@@ -847,10 +847,10 @@
 
 

 
Function: untrace (f_1, …, f_n)
-
+
 

 
Function: untrace ()
-
+
 

 
Given functions f_1, …, f_n,
 untrace disables tracing enabled by the trace function.
@@ -886,7 +886,7 @@
 
 

  
-  This document was generated by Robert on August, 12 2012 using texi2html 1.76.
+  This document was generated by Robert on December, 10 2012 using texi2html 1.76.
  
  

 
diff -Nru maxima-5.28.0/doc/info/maxima_39.html maxima-5.29.1/doc/info/maxima_39.html
--- maxima-5.28.0/doc/info/maxima_39.html	2012-08-12 21:24:44.000000000 +0000
+++ maxima-5.29.1/doc/info/maxima_39.html	2012-12-10 20:36:03.000000000 +0000
@@ -1,6 +1,6 @@
 
 
-
+
 
 
-Maxima 5.28.0 Manual: 39. asympa
+Maxima 5.29.1 Manual: 39. asympa
 
-
-
+
+
 
 
 
@@ -193,7 +193,7 @@
 
 

 
Function: asympa
-
+
 

 
asympa is a package for asymptotic analysis. The package contains
 simplification functions for asymptotic analysis, including the "big O"
@@ -251,7 +251,7 @@
 
 

  
-  This document was generated by Robert on August, 12 2012 using texi2html 1.76.
+  This document was generated by Robert on December, 10 2012 using texi2html 1.76.
  
  

 
diff -Nru maxima-5.28.0/doc/info/maxima_4.html maxima-5.29.1/doc/info/maxima_4.html
--- maxima-5.28.0/doc/info/maxima_4.html	2012-08-12 21:24:44.000000000 +0000
+++ maxima-5.29.1/doc/info/maxima_4.html	2012-12-10 20:36:03.000000000 +0000
@@ -1,6 +1,6 @@
 
 
-
+
 
 
-Maxima 5.28.0 Manual: 4. Command Line
+Maxima 5.29.1 Manual: 4. Command Line
 
-
-
+
+
 
 
 
@@ -2378,7 +2378,7 @@
 
 

  
-  This document was generated by Robert on August, 12 2012 using texi2html 1.76.
+  This document was generated by Robert on December, 10 2012 using texi2html 1.76.
  
  

 
diff -Nru maxima-5.28.0/doc/info/maxima_40.html maxima-5.29.1/doc/info/maxima_40.html
--- maxima-5.28.0/doc/info/maxima_40.html	2012-08-12 21:24:45.000000000 +0000
+++ maxima-5.29.1/doc/info/maxima_40.html	2012-12-10 20:36:03.000000000 +0000
@@ -1,6 +1,6 @@
 
 
-
+
 
 
-Maxima 5.28.0 Manual: 40. augmented_lagrangian
+Maxima 5.29.1 Manual: 40. augmented_lagrangian
 
-
-
+
+
 
 
 
@@ -191,16 +191,16 @@
 

 

 
Function: augmented_lagrangian_method (FOM, xx, C, yy)
-
+
 

 
Function: augmented_lagrangian_method (FOM, xx, C, yy, optional_args)
-
+
 

 
Function: augmented_lagrangian_method ([FOM, grad], xx, C, yy)
-
+
 

 
Function: augmented_lagrangian_method ([FOM, grad], xx, C, yy, optional_args)
-
+
 

 
Returns an approximate minimum of the expression FOM
 with respect to the variables xx,
@@ -326,7 +326,7 @@
 
 

  
-  This document was generated by Robert on August, 12 2012 using texi2html 1.76.
+  This document was generated by Robert on December, 10 2012 using texi2html 1.76.
  
  

 
diff -Nru maxima-5.28.0/doc/info/maxima_41.html maxima-5.29.1/doc/info/maxima_41.html
--- maxima-5.28.0/doc/info/maxima_41.html	2012-08-12 21:24:32.000000000 +0000
+++ maxima-5.29.1/doc/info/maxima_41.html	2012-12-10 20:35:51.000000000 +0000
@@ -1,6 +1,6 @@
 
 
-
+
 
 
-Maxima 5.28.0 Manual: 41. Bernstein
+Maxima 5.29.1 Manual: 41. Bernstein
 
-
-
+
+
 
 
 
@@ -191,7 +191,7 @@
 

 

 
Function: bernstein_poly (k, n, x)
-
+
 

 
Provided k is not a negative integer, the Bernstein polynomials
 are defined by bernstein_poly(k,n,x) = binomial(n,k) x^k
@@ -239,7 +239,7 @@
 

 

 
Variable: bernstein_explicit
-
+
 

 
Default value: false
 

@@ -261,7 +261,7 @@
 

 

 
Function: multibernstein_poly ([k1,k2,…, kp], [n1,n2,…, np], [x1,x2,…, xp])
-
+
 

 
The multibernstein polynomial multibernstein_poly ([k1, k2, ..., 
 kp], [n1, n2, ..., np], [x1, x2, ..., xp]) is the product of
@@ -275,7 +275,7 @@
 

 

 
Function: bernstein_approx (f, [x1, x1, …, xn], n)
-
+
 

 
Return the n-th order uniform Bernstein polynomial approximation for the
 function (x1, x2, ..., xn) |--> f.
@@ -308,7 +308,7 @@
 

 

 
Function: bernstein_expand (e, [x1, x1, …, xn])
-
+
 

 
Express the polynomial e exactly as a linear combination of multi-variable
 Bernstein polynomials.
@@ -342,7 +342,7 @@
 
 

  
-  This document was generated by Robert on August, 12 2012 using texi2html 1.76.
+  This document was generated by Robert on December, 10 2012 using texi2html 1.76.
  
  

 
diff -Nru maxima-5.28.0/doc/info/maxima_42.html maxima-5.29.1/doc/info/maxima_42.html
--- maxima-5.28.0/doc/info/maxima_42.html	2012-08-12 21:24:45.000000000 +0000
+++ maxima-5.29.1/doc/info/maxima_42.html	2012-12-10 20:36:03.000000000 +0000
@@ -1,6 +1,6 @@
 
 
-
+
 
 
-Maxima 5.28.0 Manual: 42. bode
+Maxima 5.29.1 Manual: 42. bode
 
-
-
+
+
 
 
 
@@ -192,7 +192,7 @@
 

 

 
Function: bode_gain (H, range, ...plot_opts...)
-
+
 

 
Function to draw Bode gain plots.
 

@@ -253,7 +253,7 @@
 

 

 
Function: bode_phase (H, range, ...plot_opts...)
-
+
 

 
Function to draw Bode phase plots.
 

@@ -334,7 +334,7 @@
 
 

  
-  This document was generated by Robert on August, 12 2012 using texi2html 1.76.
+  This document was generated by Robert on December, 10 2012 using texi2html 1.76.
  
  

 
diff -Nru maxima-5.28.0/doc/info/maxima_43.html maxima-5.29.1/doc/info/maxima_43.html
--- maxima-5.28.0/doc/info/maxima_43.html	2012-08-12 21:24:45.000000000 +0000
+++ maxima-5.29.1/doc/info/maxima_43.html	2012-12-10 20:36:03.000000000 +0000
@@ -1,6 +1,6 @@
 
 
-
+
 
 
-Maxima 5.28.0 Manual: 43. cobyla
+Maxima 5.29.1 Manual: 43. cobyla
 
-
-
+
+
 
 
 
@@ -268,10 +268,10 @@
 

 

 
Function: fmin_cobyla (F, X, Y)
-
+
 

 
Function: fmin_cobyla (F, X, Y, optional_args)
-
+
 

 
Returns an approximate minimum of the expression F with respect
 to the variables X, subject to an optional set of constraints.
@@ -347,10 +347,10 @@
 

 

 
Function: bf_fmin_cobyla (F, X, Y)
-
+
 

 
Function: bf_fmin_cobyla (F, X, Y, optional_args)
-
+
 

 
This function is identical to fmin_cobyla, except that bigfloat
 operations are used, and the default value for rhoend is
@@ -417,7 +417,7 @@
 
 

  
-  This document was generated by Robert on August, 12 2012 using texi2html 1.76.
+  This document was generated by Robert on December, 10 2012 using texi2html 1.76.
  
  

 
diff -Nru maxima-5.28.0/doc/info/maxima_44.html maxima-5.29.1/doc/info/maxima_44.html
--- maxima-5.28.0/doc/info/maxima_44.html	2012-08-12 21:24:45.000000000 +0000
+++ maxima-5.29.1/doc/info/maxima_44.html	2012-12-10 20:36:03.000000000 +0000
@@ -1,6 +1,6 @@
 
 
-
+
 
 
-Maxima 5.28.0 Manual: 44. contrib_ode
+Maxima 5.29.1 Manual: 44. contrib_ode
 
-
-
+
+
 
 
 
@@ -392,7 +392,7 @@
 
 

 
Function: contrib_ode (eqn, y, x)
-
+
 

 
Returns a list of solutions of the ODE eqn with 
 independent variable x and dependent variable y.
@@ -410,7 +410,7 @@
 

 

 
Function: odelin (eqn, y, x)
-
+
 

 
odelin solves linear homogeneous ODEs of first and 
 second order with 
@@ -455,7 +455,7 @@
 

 

 
Function: ode_check (eqn, soln)
-
+
 

 
Returns the value of ODE eqn after substituting a
 possible solution soln.  The value is equivalent to 
@@ -498,7 +498,7 @@
 

 

 
System variable: method
-
+
 

 
The variable method is set to the successful solution
 method. 
@@ -516,7 +516,7 @@
 

 

 
Variable: %c
-
+
 

 
%c is the integration constant for first order ODEs.
 

@@ -533,7 +533,7 @@
 

 

 
Variable: %k1
-
+
 

 
%k1 is the first integration constant for second order ODEs.
 

@@ -550,7 +550,7 @@
 

 

 
Variable: %k2
-
+
 

 
%k2 is the second integration constant for second order ODEs.
 

@@ -567,7 +567,7 @@
 

 

 
Function: gauss_a (a, b, c, x)
-
+
 

 
gauss_a(a,b,c,x) and gauss_b(a,b,c,x) are 2F1 
 geometric functions.  They represent any two independent
@@ -593,7 +593,7 @@
 

 

 
Function: gauss_b (a, b, c, x)
-
+
 

 
See gauss_a.
 

@@ -610,7 +610,7 @@
 

 

 
Function: dgauss_a (a, b, c, x)
-
+
 

 
The derivative with respect to x of gauss_a(a, b, c, x).
 

@@ -627,7 +627,7 @@
 

 

 
Function: dgauss_b (a, b, c, x)
-
+
 

 
The derivative with respect to x of gauss_b(a, b, c, x).
 

@@ -645,7 +645,7 @@
 

 

 
Function: kummer_m (a, b, x)
-
+
 

 
Kummer's M function, as defined in Abramowitz and Stegun,
 Handbook of Mathematical Functions, Section 13.1.2.
@@ -669,7 +669,7 @@
 

 

 
Function: kummer_u (a, b, x)
-
+
 

 
Kummer's U function, as defined in Abramowitz and Stegun,
 Handbook of Mathematical Functions, Section 13.1.3.
@@ -689,7 +689,7 @@
 

 

 
Function: dkummer_m (a, b, x)
-
+
 

 
The derivative with respect to x of kummer_m(a, b, x).
 

@@ -706,7 +706,7 @@
 

 

 
Function: dkummer_u (a, b, x)
-
+
 

 
The derivative with respect to x of kummer_u(a, b, x).
 

@@ -910,7 +910,7 @@
 
 

  
-  This document was generated by Robert on August, 12 2012 using texi2html 1.76.
+  This document was generated by Robert on December, 10 2012 using texi2html 1.76.
  
  

 
diff -Nru maxima-5.28.0/doc/info/maxima_45.html maxima-5.29.1/doc/info/maxima_45.html
--- maxima-5.28.0/doc/info/maxima_45.html	2012-08-12 21:24:45.000000000 +0000
+++ maxima-5.29.1/doc/info/maxima_45.html	2012-12-10 20:36:03.000000000 +0000
@@ -1,6 +1,6 @@
 
 
-
+
 
 
-Maxima 5.28.0 Manual: 45. descriptive
+Maxima 5.29.1 Manual: 45. descriptive
 
-
-
+
+
 
 
 
@@ -340,10 +340,10 @@
 

 

 
Function: continuous_freq (list)
-
+
 

 
Function: continuous_freq (list, m)
-
+
 

 
The argument of continuous_freq must be a list of numbers.
 Divides the range in intervals and counts how many values
@@ -400,7 +400,7 @@
 

 

 
Function: discrete_freq (list)
-
+
 

 
Counts absolute frequencies in discrete samples, both numeric and categorical. Its unique argument is a list,
 

@@ -427,10 +427,10 @@
 

 

 
Function: standardize (list)
-
+
 

 
Function: standardize (matrix)
-
+
 

 
Subtracts to each element of the list the sample mean and divides
 the result by the standard deviation. When the input is a matrix,
@@ -452,10 +452,10 @@
 

 

 
Function: subsample (data_matrix, predicate_function)
-
+
 

 
Function: subsample (data_matrix, predicate_function, col_num1, col_num2, ...)
-
+
 

 
This is a sort of variant of the Maxima submatrix function.
 The first argument is the data matrix, the second is a predicate function
@@ -575,7 +575,7 @@
 

 

 
Function: tranform_sample (matrix, varlist, exprlist)
-
+
 

 
Transforms the sample matrix, where each column is called according to
 varlist, following expressions in exprlist.
@@ -651,10 +651,10 @@
 

 

 
Function: mean (list)
-
+
 

 
Function: mean (matrix)
-
+
 

 
This is the sample mean, defined as
 
                       n
@@ -693,10 +693,10 @@
 

 

 
Function: var (list)
-
+
 

 
Function: var (matrix)
-
+
 

 
This is the sample variance, defined as
 
                     n
@@ -730,10 +730,10 @@
 

 

 
Function: var1 (list)
-
+
 

 
Function: var1 (matrix)
-
+
 

 
This is the sample variance, defined as
 
                     n
@@ -771,10 +771,10 @@
 

 

 
Function: std (list)
-
+
 

 
Function: std (matrix)
-
+
 

 
This is the the square root of function var, the variance with denominator n.
 

@@ -805,10 +805,10 @@
 

 

 
Function: std1 (list)
-
+
 

 
Function: std1 (matrix)
-
+
 

 
This is the the square root of function var1, the variance with denominator n-1.
 

@@ -839,10 +839,10 @@
 

 

 
Function: noncentral_moment (list, k)
-
+
 

 
Function: noncentral_moment (matrix, k)
-
+
 

 
The non central moment of order k, defined as
 
                       n
@@ -880,10 +880,10 @@
 

 

 
Function: central_moment (list, k)
-
+
 

 
Function: central_moment (matrix, k)
-
+
 

 
The central moment of order k, defined as
 
                    n
@@ -921,10 +921,10 @@
 

 

 
Function: cv (list)
-
+
 

 
Function: cv (matrix)
-
+
 

 
The variation coefficient is the quotient between the sample standard deviation (std) and the mean,
 

@@ -953,10 +953,10 @@
 

 

 
Function: smin (list)
-
+
 

 
Function: smin (matrix)
-
+
 

 
This is the minimum value of the sample list.
 When the argument is a matrix, smin returns
@@ -987,10 +987,10 @@
 

 

 
Function: smax (list)
-
+
 

 
Function: smax (matrix)
-
+
 

 
This is the maximum value of the sample list.
 When the argument is a matrix, smax returns
@@ -1021,10 +1021,10 @@
 

 

 
Function: range (list)
-
+
 

 
Function: range (matrix)
-
+
 

 
The range is the difference between the extreme values.
 

@@ -1052,10 +1052,10 @@
 

 

 
Function: quantile (list, p)
-
+
 

 
Function: quantile (matrix, p)
-
+
 

 
This is the p-quantile, with p a number in [0, 1], of the sample list.
 Although there are several definitions for the sample quantile (Hyndman, R. J., Fan, Y. (1996) Sample quantiles in statistical packages. American Statistician, 50, 361-365), the one based on linear interpolation is implemented in package descriptive.
@@ -1085,10 +1085,10 @@
 

 

 
Function: median (list)
-
+
 

 
Function: median (matrix)
-
+
 

 
Once the sample is ordered, if the sample size is odd the median is the central value, otherwise it is the mean of the two central values.
 

@@ -1122,10 +1122,10 @@
 

 

 
Function: qrange (list)
-
+
 

 
Function: qrange (matrix)
-
+
 

 
The interquartilic range is the difference between the third and first quartiles, quantile(list,3/4) - quantile(list,1/4),
 

@@ -1156,10 +1156,10 @@
 

 

 
Function: mean_deviation (list)
-
+
 

 
Function: mean_deviation (matrix)
-
+
 

 
The mean deviation, defined as
 
                     n
@@ -1199,10 +1199,10 @@
 

 

 
Function: median_deviation (list)
-
+
 

 
Function: median_deviation (matrix)
-
+
 

 
The median deviation, defined as
 
                 n
@@ -1242,10 +1242,10 @@
 

 

 
Function: harmonic_mean (list)
-
+
 

 
Function: harmonic_mean (matrix)
-
+
 

 
The harmonic mean, defined as
 
                  n
@@ -1286,10 +1286,10 @@
 

 

 
Function: geometric_mean (list)
-
+
 

 
Function: geometric_mean (matrix)
-
+
 

 
The geometric mean, defined as
 
                 /  n      \ 1/n
@@ -1327,10 +1327,10 @@
 

 

 
Function: kurtosis (list)
-
+
 

 
Function: kurtosis (matrix)
-
+
 

 
The kurtosis coefficient, defined as
 
                    n
@@ -1368,10 +1368,10 @@
 

 

 
Function: skewness (list)
-
+
 

 
Function: skewness (matrix)
-
+
 

 
The skewness coefficient, defined as
 
                    n
@@ -1409,10 +1409,10 @@
 

 

 
Function: pearson_skewness (list)
-
+
 

 
Function: pearson_skewness (matrix)
-
+
 

 
Pearson's skewness coefficient, defined as 
 
                _
@@ -1448,10 +1448,10 @@
 

 

 
Function: quartile_skewness (list)
-
+
 

 
Function: quartile_skewness (matrix)
-
+
 

 
The quartile skewness coefficient, defined as 
 
               c    - 2 c    + c
@@ -1488,7 +1488,7 @@
 

 

 
Function: cov (matrix)
-
+
 

 
The covariance matrix of the multivariate sample, defined as
 
              n
@@ -1532,7 +1532,7 @@
 

 

 
Function: cov1 (matrix)
-
+
 

 
The covariance matrix of the multivariate sample, defined as
 
              n
@@ -1576,10 +1576,10 @@
 

 

 
Function: global_variances (matrix)
-
+
 

 
Function: global_variances (matrix, options ...)
-
+
 

 
Function global_variances returns a list of global variance measures:
 

@@ -1641,10 +1641,10 @@
 

 

 
Function: cor (matrix)
-
+
 

 
Function: cor (matrix, logical_value)
-
+
 

 
The correlation matrix of the multivariate sample.
 

@@ -1706,10 +1706,10 @@
 

 

 
Function: list_correlations (matrix)
-
+
 

 
Function: list_correlations (matrix, options ...)
-
+
 

 
Function list_correlations returns a list of correlation measures:
 

@@ -1795,10 +1795,10 @@
 

 

 
Function: principal_components (matrix)
-
+
 

 
Function: principal_components (matrix, options ...)
-
+
 

 
Calculates the principal componentes of a multivariate sample. Principal components are
 used in multivariate statistical analysis to reduce the dimensionality of the sample.
@@ -1929,10 +1929,10 @@
 

 

 
Function: barsplot (data1, data2, …, option_1, option_2, …)
-
+
 

 
Function: barsplot_description (…)
-
+
 

 
Plots bars diagrams for discrete statistical variables,
 both for one or multiple samples.
@@ -2091,13 +2091,13 @@
 

 

 
Function: boxplot (data)
-
+
 

 
Function: boxplot (data, option_1, option_2, …)
-
+
 

 
Function: boxplot_description (…)
-
+
 

 
This function plots box-and-whishker diagrams. Argument data can be a list,
 which is not of great interest, since these diagrams are mainly used for
@@ -2174,25 +2174,25 @@
 

 

 
Function: histogram (list)
-
+
 

 
Function: histogram (list, option_1, option_2, …)
-
+
 

 
Function: histogram (one_column_matrix)
-
+
 

 
Function: histogram (one_column_matrix, option_1, option_2, …)
-
+
 

 
Function: histogram (one_row_matrix)
-
+
 

 
Function: histogram (one_row_matrix, option_1, option_2, …)
-
+
 

 
Function: histogram_description (…)
-
+
 

 
This function plots an histogram from a continuous sample.
 Sample data must be stored in a list of numbers or a one dimensional matrix.
@@ -2295,25 +2295,25 @@
 

 

 
Function: piechart (list)
-
+
 

 
Function: piechart (list, option_1, option_2, …)
-
+
 

 
Function: piechart (one_column_matrix)
-
+
 

 
Function: piechart (one_column_matrix, option_1, option_2, …)
-
+
 

 
Function: piechart (one_row_matrix)
-
+
 

 
Function: piechart (one_row_matrix, option_1, option_2, …)
-
+
 

 
Function: piechart_description (…)
-
+
 

 
Similar to barsplot, but plots sectors instead of rectangles.
 

@@ -2377,19 +2377,19 @@
 

 

 
Function: scatterplot (list)
-
+
 

 
Function: scatterplot (list, option_1, option_2, …)
-
+
 

 
Function: scatterplot (matrix)
-
+
 

 
Function: scatterplot (matrix, option_1, option_2, …)
-
+
 

 
Function: scatterplot_description (…)
-
+
 

 
Plots scatter diagrams both for univariate (list) and multivariate 
 (matrix) samples.
@@ -2461,10 +2461,10 @@
 

 

 
Function: starplot (data1, data2, …, option_1, option_2, …)
-
+
 

 
Function: starplot_description (…)
-
+
 

 
Plots star diagrams for discrete statistical variables,
 both for one or multiple samples.
@@ -2549,10 +2549,10 @@
 

 

 
Function: stemplot (data)
-
+
 

 
Function: stemplot (data, option)
-
+
 

 
Plots stem and leaf diagrams.
 

@@ -2631,7 +2631,7 @@
 
 

  
-  This document was generated by Robert on August, 12 2012 using texi2html 1.76.
+  This document was generated by Robert on December, 10 2012 using texi2html 1.76.
  
  

 
diff -Nru maxima-5.28.0/doc/info/maxima_46.html maxima-5.29.1/doc/info/maxima_46.html
--- maxima-5.28.0/doc/info/maxima_46.html	2012-08-12 21:24:45.000000000 +0000
+++ maxima-5.29.1/doc/info/maxima_46.html	2012-12-10 20:36:03.000000000 +0000
@@ -1,6 +1,6 @@
 
 
-
+
 
 
-Maxima 5.28.0 Manual: 46. diag
+Maxima 5.29.1 Manual: 46. diag
 
-
-
+
+
 
 
 
@@ -192,7 +192,7 @@
 
 

 
Function: diag (lm)
-
+
 

 
Constructs a square matrix with the matrices of lm in the diagonal. lm is a list of matrices or scalars.
 

@@ -236,7 +236,7 @@
 

 

 
Function: JF (lambda,n)
-
+
 

 
Returns the Jordan cell of order n with eigenvalue lambda.
 

@@ -274,7 +274,7 @@
 

 

 
Function: jordan (mat)
-
+
 

 
Returns the Jordan form of matrix mat, but codified in a Maxima list.
 To get the corresponding matrix, call function dispJordan using as argument
@@ -327,7 +327,7 @@
 

 

 
Function: dispJordan (l)
-
+
 

 
Returns the Jordan matrix associated to the codification given by the Maxima list l, which is the output given by function jordan.
 

@@ -369,7 +369,7 @@
 

 

 
Function: minimalPoly (l)
-
+
 

 
Returns the minimal polynomial associated to the codification given by the Maxima list l, which is the output given by function jordan.
 

@@ -402,7 +402,7 @@
 

 

 
Function: ModeMatrix (A,l)
-
+
 

 
Returns the matrix M such that (M^^-1).A.M=J, where J is the Jordan form of A. The Maxima list l is the codified form of the Jordan form as returned by function jordan.
 

@@ -450,7 +450,7 @@
 

 

 
Function: mat_function (f,mat)
-
+
 

 
Returns f(mat), where f is an analytic function and mat
 a matrix. This computation is based on Cauchy's integral formula, which states that
@@ -695,7 +695,7 @@
 
 

  
-  This document was generated by Robert on August, 12 2012 using texi2html 1.76.
+  This document was generated by Robert on December, 10 2012 using texi2html 1.76.
  
  

 
diff -Nru maxima-5.28.0/doc/info/maxima_47.html maxima-5.29.1/doc/info/maxima_47.html
--- maxima-5.28.0/doc/info/maxima_47.html	2012-08-12 21:24:45.000000000 +0000
+++ maxima-5.29.1/doc/info/maxima_47.html	2012-12-10 20:36:03.000000000 +0000
@@ -1,6 +1,6 @@
 
 
-
+
 
 
-Maxima 5.28.0 Manual: 47. distrib
+Maxima 5.29.1 Manual: 47. distrib
 
-
-
+
+
 
 
 
@@ -381,7 +381,7 @@
 

 

 
Function: pdf_normal (x,m,s)
-
+
 

 
Returns the value at x of the density function of a Normal(m,s) random variable, with s>0. To make use of this function, write first load(distrib).
 

@@ -399,7 +399,7 @@
 

 

 
Function: cdf_normal (x,m,s)
-
+
 

 
Returns the value at x of the distribution function of a Normal(m,s) random variable, with s>0. This function is defined in terms of Maxima's built-in error function erf.
 

@@ -427,7 +427,7 @@
 

 

 
Function: quantile_normal (q,m,s)
-
+
 

 
Returns the q-quantile of a Normal(m,s) random variable, with s>0; in other words, this is the inverse of cdf_normal. Argument q must be an element of [0,1]. To make use of this function, write first load(distrib).
 

@@ -453,7 +453,7 @@
 

 

 
Function: mean_normal (m,s)
-
+
 

 
Returns the mean of a Normal(m,s) random variable, with s>0, namely m. To make use of this function, write first load(distrib).
 

@@ -471,7 +471,7 @@
 

 

 
Function: var_normal (m,s)
-
+
 

 
Returns the variance of a Normal(m,s) random variable, with s>0, namely s^2. To make use of this function, write first load(distrib).
 

@@ -488,7 +488,7 @@
 

 

 
Function: std_normal (m,s)
-
+
 

 
Returns the standard deviation of a Normal(m,s) random variable, with s>0, namely s. To make use of this function, write first load(distrib).
 

@@ -506,7 +506,7 @@
 

 

 
Function: skewness_normal (m,s)
-
+
 

 
Returns the skewness coefficient of a Normal(m,s) random variable, with s>0, which is always equal to 0. To make use of this function, write first load(distrib).
 

@@ -524,7 +524,7 @@
 

 

 
Function: kurtosis_normal (m,s)
-
+
 

 
Returns the kurtosis coefficient of a Normal(m,s) random variable, with s>0, which is always equal to 0. To make use of this function, write first load(distrib).
 

@@ -542,10 +542,10 @@
 

 

 
Function: random_normal (m,s)
-
+
 

 
Function: random_normal (m,s,n)
-
+
 

 
Returns a Normal(m,s) random variate, with s>0. Calling random_normal with a third argument n, a random sample of size n will be simulated.
 

@@ -569,7 +569,7 @@
 

 

 
Function: pdf_student_t (x,n)
-
+
 

 
Returns the value at x of the density function of a Student random variable t(n), with n>0 degrees of freedom. To make use of this function, write first load(distrib).
 

@@ -587,7 +587,7 @@
 

 

 
Function: cdf_student_t (x,n)
-
+
 

 
Returns the value at x of the distribution function of a Student random variable t(n), with n>0 degrees of freedom.
 

@@ -615,7 +615,7 @@
 

 

 
Function: quantile_student_t (q,n)
-
+
 

 
Returns the q-quantile of a Student random variable t(n), with n>0; in other words, this is the inverse of cdf_student_t. Argument q must be an element of [0,1]. To make use of this function, write first load(distrib).
 

@@ -633,7 +633,7 @@
 

 

 
Function: mean_student_t (n)
-
+
 

 
Returns the mean of a Student random variable t(n), with n>0, which is always equal to 0. To make use of this function, write first load(distrib).
 

@@ -651,7 +651,7 @@
 

 

 
Function: var_student_t (n)
-
+
 

 
Returns the variance of a Student random variable t(n), with n>2.
 

@@ -675,7 +675,7 @@
 

 

 
Function: std_student_t (n)
-
+
 

 
Returns the standard deviation of a Student random variable t(n), with n>2. To make use of this function, write first load(distrib).
 

@@ -693,7 +693,7 @@
 

 

 
Function: skewness_student_t (n)
-
+
 

 
Returns the skewness coefficient of a Student random variable t(n), with n>3, which is always equal to 0. To make use of this function, write first load(distrib).
 

@@ -711,7 +711,7 @@
 

 

 
Function: kurtosis_student_t (n)
-
+
 

 
Returns the kurtosis coefficient of a Student random variable t(n), with n>4. To make use of this function, write first load(distrib).
 

@@ -729,10 +729,10 @@
 

 

 
Function: random_student_t (n)
-
+
 

 
Function: random_student_t (n,m)
-
+
 

 
Returns a Student random variate t(n), with n>0. Calling random_student_t with a second argument m, a random sample of size m will be simulated.
 

@@ -763,7 +763,7 @@
 

 

 
Function: pdf_noncentral_student_t (x,n,ncp)
-
+
 

 
Returns the value at x of the density function of a noncentral Student random variable nc_t(n,ncp), with n>0 degrees of freedom and noncentrality parameter ncp. To make use of this function, write first load(distrib).
 

@@ -797,7 +797,7 @@
 

 

 
Function: cdf_noncentral_student_t (x,n,ncp)
-
+
 

 
Returns the value at x of the distribution function of a noncentral Student random variable nc_t(n,ncp), with n>0 degrees of freedom and noncentrality parameter ncp. This function has no closed form and it is numerically computed if the global variable numer equals true or at least one of the arguments is a float,  otherwise it returns a nominal expression.
 

@@ -821,7 +821,7 @@
 

 

 
Function: quantile_noncentral_student_t (q,n,ncp)
-
+
 

 
Returns the q-quantile of a noncentral Student random variable nc_t(n,ncp), with n>0 degrees of freedom and noncentrality parameter ncp; in other words, this is the inverse of cdf_noncentral_student_t. Argument q must be an element of [0,1]. To make use of this function, write first load(distrib).
 

@@ -839,7 +839,7 @@
 

 

 
Function: mean_noncentral_student_t (n,ncp)
-
+
 

 
Returns the mean of a noncentral Student random variable nc_t(n,ncp), with n>1 degrees of freedom and noncentrality parameter ncp. To make use of this function, write first load(distrib).
 

@@ -867,7 +867,7 @@
 

 

 
Function: var_noncentral_student_t (n,ncp)
-
+
 

 
Returns the variance of a noncentral Student random variable nc_t(n,ncp), with n>2 degrees of freedom and noncentrality parameter ncp. To make use of this function, write first load(distrib).
 

@@ -885,7 +885,7 @@
 

 

 
Function: std_noncentral_student_t (n,ncp)
-
+
 

 
Returns the standard deviation of a noncentral Student random variable nc_t(n,ncp), with n>2 degrees of freedom and noncentrality parameter ncp. To make use of this function, write first load(distrib).
 

@@ -903,7 +903,7 @@
 

 

 
Function: skewness_noncentral_student_t (n,ncp)
-
+
 

 
Returns the skewness coefficient of a noncentral Student random variable nc_t(n,ncp), with n>3 degrees of freedom and noncentrality parameter ncp. To make use of this function, write first load(distrib).
 

@@ -921,7 +921,7 @@
 

 

 
Function: kurtosis_noncentral_student_t (n,ncp)
-
+
 

 
Returns the kurtosis coefficient of a noncentral Student random variable nc_t(n,ncp), with n>4 degrees of freedom and noncentrality parameter ncp. To make use of this function, write first load(distrib).
 

@@ -939,10 +939,10 @@
 

 

 
Function: random_noncentral_student_t (n,ncp)
-
+
 

 
Function: random_noncentral_student_t (n,ncp,m)
-
+
 

 
Returns a noncentral Student random variate nc_t(n,ncp), with n>0. Calling random_noncentral_student_t with a third argument m, a random sample of size m will be simulated.
 

@@ -973,7 +973,7 @@
 

 

 
Function: pdf_chi2 (x,n)
-
+
 

 
Returns the value at x of the density function of a Chi-square random variable Chi^2(n), with n>0.
 

@@ -1006,7 +1006,7 @@
 

 

 
Function: cdf_chi2 (x,n)
-
+
 

 
Returns the value at x of the distribution function of a Chi-square random variable Chi^2(n), with n>0.
 

@@ -1032,7 +1032,7 @@
 

 

 
Function: quantile_chi2 (q,n)
-
+
 

 
Returns the q-quantile of a Chi-square random variable Chi^2(n), with n>0; in other words, this is the inverse of cdf_chi2. Argument q must be an element of [0,1].
 

@@ -1060,7 +1060,7 @@
 

 

 
Function: mean_chi2 (n)
-
+
 

 
Returns the mean of a Chi-square random variable Chi^2(n), with n>0.
 

@@ -1088,7 +1088,7 @@
 

 

 
Function: var_chi2 (n)
-
+
 

 
Returns the variance of a Chi-square random variable Chi^2(n), with n>0.
 

@@ -1116,7 +1116,7 @@
 

 

 
Function: std_chi2 (n)
-
+
 

 
Returns the standard deviation of a Chi-square random variable Chi^2(n), with n>0.
 

@@ -1144,7 +1144,7 @@
 

 

 
Function: skewness_chi2 (n)
-
+
 

 
Returns the skewness coefficient of a Chi-square random variable Chi^2(n), with n>0.
 

@@ -1174,7 +1174,7 @@
 

 

 
Function: kurtosis_chi2 (n)
-
+
 

 
Returns the kurtosis coefficient of a Chi-square random variable Chi^2(n), with n>0.
 

@@ -1204,10 +1204,10 @@
 

 

 
Function: random_chi2 (n)
-
+
 

 
Function: random_chi2 (n,m)
-
+
 

 
Returns a Chi-square random variate Chi^2(n), with n>0. Calling random_chi2 with a second argument m, a random sample of size m will be simulated.
 

@@ -1231,7 +1231,7 @@
 

 

 
Function: pdf_noncentral_chi2 (x,n,ncp)
-
+
 

 
Returns the value at x of the density function of a noncentral Chi-square random variable nc_Chi^2(n,ncp), with n>0 and noncentrality parameter ncp>=0. To make use of this function, write first load(distrib).
 

@@ -1249,7 +1249,7 @@
 

 

 
Function: cdf_noncentral_chi2 (x,n,ncp)
-
+
 

 
Returns the value at x of the distribution function of a noncentral Chi-square random variable nc_Chi^2(n,ncp), with n>0 and noncentrality parameter ncp>=0. To make use of this function, write first load(distrib).
 

@@ -1267,7 +1267,7 @@
 

 

 
Function: quantile_noncentral_chi2 (q,n,ncp)
-
+
 

 
Returns the q-quantile of a noncentral Chi-square random variable nc_Chi^2(n,ncp), with n>0 and noncentrality parameter ncp>=0; in other words, this is the inverse of cdf_noncentral_chi2. Argument q must be an element of [0,1].
 

@@ -1287,7 +1287,7 @@
 

 

 
Function: mean_noncentral_chi2 (n,ncp)
-
+
 

 
Returns the mean of a noncentral Chi-square random variable nc_Chi^2(n,ncp), with n>0 and noncentrality parameter ncp>=0.
 

@@ -1305,7 +1305,7 @@
 

 

 
Function: var_noncentral_chi2 (n,ncp)
-
+
 

 
Returns the variance of a noncentral Chi-square random variable nc_Chi^2(n,ncp), with n>0 and noncentrality parameter ncp>=0.
 

@@ -1323,7 +1323,7 @@
 

 

 
Function: std_noncentral_chi2 (n,ncp)
-
+
 

 
Returns the standard deviation of a noncentral Chi-square random variable nc_Chi^2(n,ncp), with n>0 and noncentrality parameter ncp>=0.
 

@@ -1341,7 +1341,7 @@
 

 

 
Function: skewness_noncentral_chi2 (n,ncp)
-
+
 

 
Returns the skewness coefficient of a noncentral Chi-square random variable nc_Chi^2(n,ncp), with n>0 and noncentrality parameter ncp>=0.
 

@@ -1359,7 +1359,7 @@
 

 

 
Function: kurtosis_noncentral_chi2 (n,ncp)
-
+
 

 
Returns the kurtosis coefficient of a noncentral Chi-square random variable nc_Chi^2(n,ncp), with n>0 and noncentrality parameter ncp>=0.
 

@@ -1377,10 +1377,10 @@
 

 

 
Function: random_noncentral_chi2 (n,ncp)
-
+
 

 
Function: random_noncentral_chi2 (n,ncp,m)
-
+
 

 
Returns a noncentral Chi-square random variate nc_Chi^2(n,ncp), with n>0 and noncentrality parameter ncp>=0. Calling random_noncentral_chi2 with a third argument m, a random sample of size m will be simulated.
 

@@ -1403,7 +1403,7 @@
 

 

 
Function: pdf_f (x,m,n)
-
+
 

 
Returns the value at x of the density function of a F random variable F(m,n), with m,n>0. To make use of this function, write first load(distrib).
 

@@ -1421,7 +1421,7 @@
 

 

 
Function: cdf_f (x,m,n)
-
+
 

 
Returns the value at x of the distribution function of a F random variable F(m,n), with m,n>0.
 

@@ -1447,7 +1447,7 @@
 

 

 
Function: quantile_f (q,m,n)
-
+
 

 
Returns the q-quantile of a F random variable F(m,n), with m,n>0; in other words, this is the inverse of cdf_f. Argument q must be an element of [0,1].
 

@@ -1475,7 +1475,7 @@
 

 

 
Function: mean_f (m,n)
-
+
 

 
Returns the mean of a F random variable F(m,n), with m>0, n>2. To make use of this function, write first load(distrib).
 

@@ -1493,7 +1493,7 @@
 

 

 
Function: var_f (m,n)
-
+
 

 
Returns the variance of a F random variable F(m,n), with m>0, n>4. To make use of this function, write first load(distrib).
 

@@ -1511,7 +1511,7 @@
 

 

 
Function: std_f (m,n)
-
+
 

 
Returns the standard deviation of a F random variable F(m,n), with m>0, n>4. To make use of this function, write first load(distrib).
 

@@ -1529,7 +1529,7 @@
 

 

 
Function: skewness_f (m,n)
-
+
 

 
Returns the skewness coefficient of a F random variable F(m,n), with m>0, n>6. To make use of this function, write first load(distrib).
 

@@ -1547,7 +1547,7 @@
 

 

 
Function: kurtosis_f (m,n)
-
+
 

 
Returns the kurtosis coefficient of a F random variable F(m,n), with m>0, n>8. To make use of this function, write first load(distrib).
 

@@ -1565,10 +1565,10 @@
 

 

 
Function: random_f (m,n)
-
+
 

 
Function: random_f (m,n,k)
-
+
 

 
Returns a F random variate F(m,n), with m,n>0. Calling random_f with a third argument k, a random sample of size k will be simulated.
 

@@ -1596,7 +1596,7 @@
 

 

 
Function: pdf_exp (x,m)
-
+
 

 
Returns the value at x of the density function of an Exponential(m) random variable, with m>0.
 

@@ -1625,7 +1625,7 @@
 

 

 
Function: cdf_exp (x,m)
-
+
 

 
Returns the value at x of the distribution function of an Exponential(m) random variable, with m>0.
 

@@ -1654,7 +1654,7 @@
 

 

 
Function: quantile_exp (q,m)
-
+
 

 
Returns the q-quantile of an Exponential(m) random variable, with m>0; in other words, this is the inverse of cdf_exp. Argument q must be an element of [0,1].
 

@@ -1682,7 +1682,7 @@
 

 

 
Function: mean_exp (m)
-
+
 

 
Returns the mean of an Exponential(m) random variable, with m>0.
 

@@ -1712,7 +1712,7 @@
 

 

 
Function: var_exp (m)
-
+
 

 
Returns the variance of an Exponential(m) random variable, with m>0.
 

@@ -1743,7 +1743,7 @@
 

 

 
Function: std_exp (m)
-
+
 

 
Returns the standard deviation of an Exponential(m) random variable, with m>0.
 

@@ -1773,7 +1773,7 @@
 

 

 
Function: skewness_exp (m)
-
+
 

 
Returns the skewness coefficient of an Exponential(m) random variable, with m>0.
 

@@ -1801,7 +1801,7 @@
 

 

 
Function: kurtosis_exp (m)
-
+
 

 
Returns the kurtosis coefficient of an Exponential(m) random variable, with m>0.
 

@@ -1829,10 +1829,10 @@
 

 

 
Function: random_exp (m)
-
+
 

 
Function: random_exp (m,k)
-
+
 

 
Returns an Exponential(m) random variate, with m>0. Calling random_exp with a second argument k, a random sample of size k will be simulated.
 

@@ -1856,7 +1856,7 @@
 

 

 
Function: pdf_lognormal (x,m,s)
-
+
 

 
Returns the value at x of the density function of a Lognormal(m,s) random variable, with s>0. To make use of this function, write first load(distrib).
 

@@ -1874,7 +1874,7 @@
 

 

 
Function: cdf_lognormal (x,m,s)
-
+
 

 
Returns the value at x of the distribution function of a Lognormal(m,s) random variable, with s>0. This function is defined in terms of Maxima's built-in error function erf.
 

@@ -1902,7 +1902,7 @@
 

 

 
Function: quantile_lognormal (q,m,s)
-
+
 

 
Returns the q-quantile of a Lognormal(m,s) random variable, with s>0; in other words, this is the inverse of cdf_lognormal. Argument q must be an element of [0,1]. To make use of this function, write first load(distrib).
 

@@ -1927,7 +1927,7 @@
 

 

 
Function: mean_lognormal (m,s)
-
+
 

 
Returns the mean of a Lognormal(m,s) random variable, with s>0. To make use of this function, write first load(distrib).
 

@@ -1945,7 +1945,7 @@
 

 

 
Function: var_lognormal (m,s)
-
+
 

 
Returns the variance of a Lognormal(m,s) random variable, with s>0. To make use of this function, write first load(distrib).
 

@@ -1962,7 +1962,7 @@
 

 

 
Function: std_lognormal (m,s)
-
+
 

 
Returns the standard deviation of a Lognormal(m,s) random variable, with s>0. To make use of this function, write first load(distrib).
 

@@ -1980,7 +1980,7 @@
 

 

 
Function: skewness_lognormal (m,s)
-
+
 

 
Returns the skewness coefficient of a Lognormal(m,s) random variable, with s>0. To make use of this function, write first load(distrib).
 

@@ -1998,7 +1998,7 @@
 

 

 
Function: kurtosis_lognormal (m,s)
-
+
 

 
Returns the kurtosis coefficient of a Lognormal(m,s) random variable, with s>0. To make use of this function, write first load(distrib).
 

@@ -2016,10 +2016,10 @@
 

 

 
Function: random_lognormal (m,s)
-
+
 

 
Function: random_lognormal (m,s,n)
-
+
 

 
Returns a Lognormal(m,s) random variate, with s>0. Calling random_lognormal with a third argument n, a random sample of size n will be simulated.
 

@@ -2043,7 +2043,7 @@
 

 

 
Function: pdf_gamma (x,a,b)
-
+
 

 
Returns the value at x of the density function of a Gamma(a,b) random variable, with a,b>0. To make use of this function, write first load(distrib).
 

@@ -2061,7 +2061,7 @@
 

 

 
Function: cdf_gamma (x,a,b)
-
+
 

 
Returns the value at x of the distribution function of a Gamma(a,b) random variable, with a,b>0. 
 

@@ -2087,7 +2087,7 @@
 

 

 
Function: quantile_gamma (q,a,b)
-
+
 

 
Returns the q-quantile of a Gamma(a,b) random variable, with a,b>0; in other words, this is the inverse of cdf_gamma. Argument q must be an element of [0,1]. To make use of this function, write first load(distrib).
 

@@ -2105,7 +2105,7 @@
 

 

 
Function: mean_gamma (a,b)
-
+
 

 
Returns the mean of a Gamma(a,b) random variable, with a,b>0. To make use of this function, write first load(distrib).
 

@@ -2123,7 +2123,7 @@
 

 

 
Function: var_gamma (a,b)
-
+
 

 
Returns the variance of a Gamma(a,b) random variable, with a,b>0. To make use of this function, write first load(distrib).
 

@@ -2140,7 +2140,7 @@
 

 

 
Function: std_gamma (a,b)
-
+
 

 
Returns the standard deviation of a Gamma(a,b) random variable, with a,b>0. To make use of this function, write first load(distrib).
 

@@ -2158,7 +2158,7 @@
 

 

 
Function: skewness_gamma (a,b)
-
+
 

 
Returns the skewness coefficient of a Gamma(a,b) random variable, with a,b>0. To make use of this function, write first load(distrib).
 

@@ -2176,7 +2176,7 @@
 

 

 
Function: kurtosis_gamma (a,b)
-
+
 

 
Returns the kurtosis coefficient of a Gamma(a,b) random variable, with a,b>0. To make use of this function, write first load(distrib).
 

@@ -2194,10 +2194,10 @@
 

 

 
Function: random_gamma (a,b)
-
+
 

 
Function: random_gamma (a,b,n)
-
+
 

 
Returns a Gamma(a,b) random variate, with a,b>0. Calling random_gamma with a third argument n, a random sample of size n will be simulated.
 

@@ -2225,7 +2225,7 @@
 

 

 
Function: pdf_beta (x,a,b)
-
+
 

 
Returns the value at x of the density function of a Beta(a,b) random variable, with a,b>0. To make use of this function, write first load(distrib).
 

@@ -2244,7 +2244,7 @@
 

 

 
Function: cdf_beta (x,a,b)
-
+
 

 
Returns the value at x of the distribution function of a Beta(a,b) random variable, with a,b>0.
 

@@ -2270,7 +2270,7 @@
 

 

 
Function: quantile_beta (q,a,b)
-
+
 

 
Returns the q-quantile of a Beta(a,b) random variable, with a,b>0; in other words, this is the inverse of cdf_beta. Argument q must be an element of [0,1]. To make use of this function, write first load(distrib).
 

@@ -2288,7 +2288,7 @@
 

 

 
Function: mean_beta (a,b)
-
+
 

 
Returns the mean of a Beta(a,b) random variable, with a,b>0. To make use of this function, write first load(distrib).
 

@@ -2306,7 +2306,7 @@
 

 

 
Function: var_beta (a,b)
-
+
 

 
Returns the variance of a Beta(a,b) random variable, with a,b>0. To make use of this function, write first load(distrib).
 

@@ -2323,7 +2323,7 @@
 

 

 
Function: std_beta (a,b)
-
+
 

 
Returns the standard deviation of a Beta(a,b) random variable, with a,b>0. To make use of this function, write first load(distrib).
 

@@ -2341,7 +2341,7 @@
 

 

 
Function: skewness_beta (a,b)
-
+
 

 
Returns the skewness coefficient of a Beta(a,b) random variable, with a,b>0. To make use of this function, write first load(distrib).
 

@@ -2359,7 +2359,7 @@
 

 

 
Function: kurtosis_beta (a,b)
-
+
 

 
Returns the kurtosis coefficient of a Beta(a,b) random variable, with a,b>0. To make use of this function, write first load(distrib).
 

@@ -2377,10 +2377,10 @@
 

 

 
Function: random_beta (a,b)
-
+
 

 
Function: random_beta (a,b,n)
-
+
 

 
Returns a Beta(a,b) random variate, with a,b>0. Calling random_beta with a third argument n, a random sample of size n will be simulated.
 

@@ -2403,7 +2403,7 @@
 

 

 
Function: pdf_continuous_uniform (x,a,b)
-
+
 

 
Returns the value at x of the density function of a Continuous Uniform(a,b) random variable, with a<b. To make use of this function, write first load(distrib).
 

@@ -2421,7 +2421,7 @@
 

 

 
Function: cdf_continuous_uniform (x,a,b)
-
+
 

 
Returns the value at x of the distribution function of a Continuous Uniform(a,b) random variable, with a<b. To make use of this function, write first load(distrib).
 

@@ -2439,7 +2439,7 @@
 

 

 
Function: quantile_continuous_uniform (q,a,b)
-
+
 

 
Returns the q-quantile of a Continuous Uniform(a,b) random variable, with a<b; in other words, this is the inverse of cdf_continuous_uniform. Argument q must be an element of [0,1]. To make use of this function, write first load(distrib).
 

@@ -2457,7 +2457,7 @@
 

 

 
Function: mean_continuous_uniform (a,b)
-
+
 

 
Returns the mean of a Continuous Uniform(a,b) random variable, with a<b. To make use of this function, write first load(distrib).
 

@@ -2475,7 +2475,7 @@
 

 

 
Function: var_continuous_uniform (a,b)
-
+
 

 
Returns the variance of a Continuous Uniform(a,b) random variable, with a<b. To make use of this function, write first load(distrib).
 

@@ -2492,7 +2492,7 @@
 

 

 
Function: std_continuous_uniform (a,b)
-
+
 

 
Returns the standard deviation of a Continuous Uniform(a,b) random variable, with a<b. To make use of this function, write first load(distrib).
 

@@ -2510,7 +2510,7 @@
 

 

 
Function: skewness_continuous_uniform (a,b)
-
+
 

 
Returns the skewness coefficient of a Continuous Uniform(a,b) random variable, with a<b. To make use of this function, write first load(distrib).
 

@@ -2528,7 +2528,7 @@
 

 

 
Function: kurtosis_continuous_uniform (a,b)
-
+
 

 
Returns the kurtosis coefficient of a Continuous Uniform(a,b) random variable, with a<b. To make use of this function, write first load(distrib).
 

@@ -2546,10 +2546,10 @@
 

 

 
Function: random_continuous_uniform (a,b)
-
+
 

 
Function: random_continuous_uniform (a,b,n)
-
+
 

 
Returns a Continuous Uniform(a,b) random variate, with a<b. Calling random_continuous_uniform with a third argument n, a random sample of size n will be simulated.
 

@@ -2573,7 +2573,7 @@
 

 

 
Function: pdf_logistic (x,a,b)
-
+
 

 
Returns the value at x of the density function of a Logistic(a,b) random variable , with b>0. To make use of this function, write first load(distrib).
 

@@ -2591,7 +2591,7 @@
 

 

 
Function: cdf_logistic (x,a,b)
-
+
 

 
Returns the value at x of the distribution function of a Logistic(a,b) random variable , with b>0. To make use of this function, write first load(distrib).
 

@@ -2609,7 +2609,7 @@
 

 

 
Function: quantile_logistic (q,a,b)
-
+
 

 
Returns the q-quantile of a Logistic(a,b) random variable , with b>0; in other words, this is the inverse of cdf_logistic. Argument q must be an element of [0,1]. To make use of this function, write first load(distrib).
 

@@ -2627,7 +2627,7 @@
 

 

 
Function: mean_logistic (a,b)
-
+
 

 
Returns the mean of a Logistic(a,b) random variable , with b>0. To make use of this function, write first load(distrib).
 

@@ -2645,7 +2645,7 @@
 

 

 
Function: var_logistic (a,b)
-
+
 

 
Returns the variance of a Logistic(a,b) random variable , with b>0. To make use of this function, write first load(distrib).
 

@@ -2663,7 +2663,7 @@
 

 

 
Function: std_logistic (a,b)
-
+
 

 
Returns the standard deviation of a Logistic(a,b) random variable , with b>0. To make use of this function, write first load(distrib).
 

@@ -2681,7 +2681,7 @@
 

 

 
Function: skewness_logistic (a,b)
-
+
 

 
Returns the skewness coefficient of a Logistic(a,b) random variable , with b>0. To make use of this function, write first load(distrib).
 

@@ -2699,7 +2699,7 @@
 

 

 
Function: kurtosis_logistic (a,b)
-
+
 

 
Returns the kurtosis coefficient of a Logistic(a,b) random variable , with b>0. To make use of this function, write first load(distrib).
 

@@ -2717,10 +2717,10 @@
 

 

 
Function: random_logistic (a,b)
-
+
 

 
Function: random_logistic (a,b,n)
-
+
 

 
Returns a Logistic(a,b) random variate, with b>0. Calling random_logistic with a third argument n, a random sample of size n will be simulated.
 

@@ -2744,7 +2744,7 @@
 

 

 
Function: pdf_pareto (x,a,b)
-
+
 

 
Returns the value at x of the density function of a Pareto(a,b) random variable, with a,b>0. To make use of this function, write first load(distrib).
 

@@ -2762,7 +2762,7 @@
 

 

 
Function: cdf_pareto (x,a,b)
-
+
 

 
Returns the value at x of the distribution function of a Pareto(a,b) random variable, with a,b>0. To make use of this function, write first load(distrib).
 

@@ -2780,7 +2780,7 @@
 

 

 
Function: quantile_pareto (q,a,b)
-
+
 

 
Returns the q-quantile of a Pareto(a,b) random variable, with a,b>0; in other words, this is the inverse of cdf_pareto. Argument q must be an element of [0,1]. To make use of this function, write first load(distrib).
 

@@ -2798,7 +2798,7 @@
 

 

 
Function: mean_pareto (a,b)
-
+
 

 
Returns the mean of a Pareto(a,b) random variable, with a>1,b>0. To make use of this function, write first load(distrib).
 

@@ -2816,7 +2816,7 @@
 

 

 
Function: var_pareto (a,b)
-
+
 

 
Returns the variance of a Pareto(a,b) random variable, with a>2,b>0. To make use of this function, write first load(distrib).
 

@@ -2833,7 +2833,7 @@
 

 

 
Function: std_pareto (a,b)
-
+
 

 
Returns the standard deviation of a Pareto(a,b) random variable, with a>2,b>0. To make use of this function, write first load(distrib).
 

@@ -2852,7 +2852,7 @@
 

 

 
Function: skewness_pareto (a,b)
-
+
 

 
Returns the skewness coefficient of a Pareto(a,b) random variable, with a>3,b>0. To make use of this function, write first load(distrib).
 

@@ -2870,7 +2870,7 @@
 

 

 
Function: kurtosis_pareto (a,b)
-
+
 

 
Returns the kurtosis coefficient of a Pareto(a,b) random variable, with a>4,b>0. To make use of this function, write first load(distrib).
 

@@ -2888,10 +2888,10 @@
 

 

 
Function: random_pareto (a,b)
-
+
 

 
Function: random_pareto (a,b,n)
-
+
 

 
Returns a Pareto(a,b) random variate, with a>0,b>0. Calling random_pareto with a third argument n, a random sample of size n will be simulated.
 

@@ -2915,7 +2915,7 @@
 

 

 
Function: pdf_weibull (x,a,b)
-
+
 

 
Returns the value at x of the density function of a Weibull(a,b) random variable, with a,b>0. To make use of this function, write first load(distrib).
 

@@ -2933,7 +2933,7 @@
 

 

 
Function: cdf_weibull (x,a,b)
-
+
 

 
Returns the value at x of the distribution function of a Weibull(a,b) random variable, with a,b>0. To make use of this function, write first load(distrib).
 

@@ -2951,7 +2951,7 @@
 

 

 
Function: quantile_weibull (q,a,b)
-
+
 

 
Returns the q-quantile of a Weibull(a,b) random variable, with a,b>0; in other words, this is the inverse of cdf_weibull. Argument q must be an element of [0,1]. To make use of this function, write first load(distrib).
 

@@ -2969,7 +2969,7 @@
 

 

 
Function: mean_weibull (a,b)
-
+
 

 
Returns the mean of a Weibull(a,b) random variable, with a,b>0. To make use of this function, write first load(distrib).
 

@@ -2987,7 +2987,7 @@
 

 

 
Function: var_weibull (a,b)
-
+
 

 
Returns the variance of a Weibull(a,b) random variable, with a,b>0. To make use of this function, write first load(distrib).
 

@@ -3004,7 +3004,7 @@
 

 

 
Function: std_weibull (a,b)
-
+
 

 
Returns the standard deviation of a Weibull(a,b) random variable, with a,b>0. To make use of this function, write first load(distrib).
 

@@ -3023,7 +3023,7 @@
 

 

 
Function: skewness_weibull (a,b)
-
+
 

 
Returns the skewness coefficient of a Weibull(a,b) random variable, with a,b>0. To make use of this function, write first load(distrib).
 

@@ -3041,7 +3041,7 @@
 

 

 
Function: kurtosis_weibull (a,b)
-
+
 

 
Returns the kurtosis coefficient of a Weibull(a,b) random variable, with a,b>0. To make use of this function, write first load(distrib).
 

@@ -3059,10 +3059,10 @@
 

 

 
Function: random_weibull (a,b)
-
+
 

 
Function: random_weibull (a,b,n)
-
+
 

 
Returns a Weibull(a,b) random variate, with a,b>0. Calling random_weibull with a third argument n, a random sample of size n will be simulated.
 

@@ -3087,7 +3087,7 @@
 

 

 
Function: pdf_rayleigh (x,b)
-
+
 

 
Returns the value at x of the density function of a Rayleigh(b) random variable, with b>0.
 

@@ -3117,7 +3117,7 @@
 

 

 
Function: cdf_rayleigh (x,b)
-
+
 

 
Returns the value at x of the distribution function of a Rayleigh(b) random variable, with b>0.
 

@@ -3147,7 +3147,7 @@
 

 

 
Function: quantile_rayleigh (q,b)
-
+
 

 
Returns the q-quantile of a Rayleigh(b) random variable, with b>0; in other words, this is the inverse of cdf_rayleigh. Argument q must be an element of [0,1].
 

@@ -3177,7 +3177,7 @@
 

 

 
Function: mean_rayleigh (b)
-
+
 

 
Returns the mean of a Rayleigh(b) random variable, with b>0.
 

@@ -3207,7 +3207,7 @@
 

 

 
Function: var_rayleigh (b)
-
+
 

 
Returns the variance of a Rayleigh(b) random variable, with b>0.
 

@@ -3240,7 +3240,7 @@
 

 

 
Function: std_rayleigh (b)
-
+
 

 
Returns the standard deviation of a Rayleigh(b) random variable, with b>0.
 

@@ -3272,7 +3272,7 @@
 

 

 
Function: skewness_rayleigh (b)
-
+
 

 
Returns the skewness coefficient of a Rayleigh(b) random variable, with b>0.
 

@@ -3307,7 +3307,7 @@
 

 

 
Function: kurtosis_rayleigh (b)
-
+
 

 
Returns the kurtosis coefficient of a Rayleigh(b) random variable, with b>0.
 

@@ -3342,10 +3342,10 @@
 

 

 
Function: random_rayleigh (b)
-
+
 

 
Function: random_rayleigh (b,n)
-
+
 

 
Returns a Rayleigh(b) random variate, with b>0. Calling random_rayleigh with a second argument n, a random sample of size n will be simulated.
 

@@ -3370,7 +3370,7 @@
 

 

 
Function: pdf_laplace (x,a,b)
-
+
 

 
Returns the value at x of the density function of a Laplace(a,b) random variable, with b>0. To make use of this function, write first load(distrib).
 

@@ -3388,7 +3388,7 @@
 

 

 
Function: cdf_laplace (x,a,b)
-
+
 

 
Returns the value at x of the distribution function of a Laplace(a,b) random variable, with b>0. To make use of this function, write first load(distrib).
 

@@ -3406,7 +3406,7 @@
 

 

 
Function: quantile_laplace (q,a,b)
-
+
 

 
Returns the q-quantile of a Laplace(a,b) random variable, with b>0; in other words, this is the inverse of cdf_laplace. Argument q must be an element of [0,1]. To make use of this function, write first load(distrib).
 

@@ -3424,7 +3424,7 @@
 

 

 
Function: mean_laplace (a,b)
-
+
 

 
Returns the mean of a Laplace(a,b) random variable, with b>0. To make use of this function, write first load(distrib).
 

@@ -3442,7 +3442,7 @@
 

 

 
Function: var_laplace (a,b)
-
+
 

 
Returns the variance of a Laplace(a,b) random variable, with b>0. To make use of this function, write first load(distrib).
 

@@ -3460,7 +3460,7 @@
 

 

 
Function: std_laplace (a,b)
-
+
 

 
Returns the standard deviation of a Laplace(a,b) random variable, with b>0. To make use of this function, write first load(distrib).
 

@@ -3478,7 +3478,7 @@
 

 

 
Function: skewness_laplace (a,b)
-
+
 

 
Returns the skewness coefficient of a Laplace(a,b) random variable, with b>0. To make use of this function, write first load(distrib).
 

@@ -3496,7 +3496,7 @@
 

 

 
Function: kurtosis_laplace (a,b)
-
+
 

 
Returns the kurtosis coefficient of a Laplace(a,b) random variable, with b>0. To make use of this function, write first load(distrib).
 

@@ -3514,10 +3514,10 @@
 

 

 
Function: random_laplace (a,b)
-
+
 

 
Function: random_laplace (a,b,n)
-
+
 

 
Returns a Laplace(a,b) random variate, with b>0. Calling random_laplace with a third argument n, a random sample of size n will be simulated.
 

@@ -3542,7 +3542,7 @@
 

 

 
Function: pdf_cauchy (x,a,b)
-
+
 

 
Returns the value at x of the density function of a Cauchy(a,b) random variable, with b>0. To make use of this function, write first load(distrib).
 

@@ -3560,7 +3560,7 @@
 

 

 
Function: cdf_cauchy (x,a,b)
-
+
 

 
Returns the value at x of the distribution function of a Cauchy(a,b) random variable, with b>0. To make use of this function, write first load(distrib).
 

@@ -3578,7 +3578,7 @@
 

 

 
Function: quantile_cauchy (q,a,b)
-
+
 

 
Returns the q-quantile of a Cauchy(a,b) random variable, with b>0; in other words, this is the inverse of cdf_cauchy. Argument q must be an element of [0,1]. To make use of this function, write first load(distrib).
 

@@ -3596,10 +3596,10 @@
 

 

 
Function: random_cauchy (a,b)
-
+
 

 
Function: random_cauchy (a,b,n)
-
+
 

 
Returns a Cauchy(a,b) random variate, with b>0. Calling random_cauchy with a third argument n, a random sample of size n will be simulated.
 

@@ -3624,7 +3624,7 @@
 

 

 
Function: pdf_gumbel (x,a,b)
-
+
 

 
Returns the value at x of the density function of a Gumbel(a,b) random variable, with b>0. To make use of this function, write first load(distrib).
 

@@ -3642,7 +3642,7 @@
 

 

 
Function: cdf_gumbel (x,a,b)
-
+
 

 
Returns the value at x of the distribution function of a Gumbel(a,b) random variable, with b>0. To make use of this function, write first load(distrib).
 

@@ -3660,7 +3660,7 @@
 

 

 
Function: quantile_gumbel (q,a,b)
-
+
 

 
Returns the q-quantile of a Gumbel(a,b) random variable, with b>0; in other words, this is the inverse of cdf_gumbel. Argument q must be an element of [0,1]. To make use of this function, write first load(distrib).
 

@@ -3678,7 +3678,7 @@
 

 

 
Function: mean_gumbel (a,b)
-
+
 

 
Returns the mean of a Gumbel(a,b) random variable, with b>0.
 

@@ -3701,7 +3701,7 @@
 

 

 
Function: var_gumbel (a,b)
-
+
 

 
Returns the variance of a Gumbel(a,b) random variable, with b>0. To make use of this function, write first load(distrib).
 

@@ -3719,7 +3719,7 @@
 

 

 
Function: std_gumbel (a,b)
-
+
 

 
Returns the standard deviation of a Gumbel(a,b) random variable, with b>0. To make use of this function, write first load(distrib).
 

@@ -3737,7 +3737,7 @@
 

 

 
Function: skewness_gumbel (a,b)
-
+
 

 
Returns the skewness coefficient of a Gumbel(a,b) random variable, with b>0.
 

@@ -3765,7 +3765,7 @@
 

 

 
Function: kurtosis_gumbel (a,b)
-
+
 

 
Returns the kurtosis coefficient of a Gumbel(a,b) random variable, with b>0. To make use of this function, write first load(distrib).
 

@@ -3785,10 +3785,10 @@
 

 

 
Function: random_gumbel (a,b)
-
+
 

 
Function: random_gumbel (a,b,n)
-
+
 

 
Returns a Gumbel(a,b) random variate, with b>0. Calling random_gumbel with a third argument n, a random sample of size n will be simulated.
 

@@ -3835,7 +3835,7 @@
 

 

 
Function: pdf_general_finite_discrete (x,v)
-
+
 

 
Returns the value at x of the probability function of a general finite discrete random variable, with vector probabilities v, such that Pr(X=i) = v_i. Vector v can be a list of nonnegative expressions, whose components will be normalized to get a vector of probabilities. To make use of this function, write first load(distrib).
 

@@ -3863,7 +3863,7 @@
 

 

 
Function: cdf_general_finite_discrete (x,v)
-
+
 

 
Returns the value at x of the distribution function of a general finite discrete random variable, with vector probabilities v.
 

@@ -3897,7 +3897,7 @@
 

 

 
Function: quantile_general_finite_discrete (q,v)
-
+
 

 
Returns the q-quantile of a general finite discrete random variable, with vector probabilities v.
 

@@ -3917,7 +3917,7 @@
 

 

 
Function: mean_general_finite_discrete (v)
-
+
 

 
Returns the mean of a general finite discrete random variable, with vector probabilities v.
 

@@ -3937,7 +3937,7 @@
 

 

 
Function: var_general_finite_discrete (v)
-
+
 

 
Returns the variance of a general finite discrete random variable, with vector probabilities v.
 

@@ -3957,7 +3957,7 @@
 

 

 
Function: std_general_finite_discrete (v)
-
+
 

 
Returns the standard deviation of a general finite discrete random variable, with vector probabilities v.
 

@@ -3977,7 +3977,7 @@
 

 

 
Function: skewness_general_finite_discrete (v)
-
+
 

 
Returns the skewness coefficient of a general finite discrete random variable, with vector probabilities v.
 

@@ -3997,7 +3997,7 @@
 

 

 
Function: kurtosis_general_finite_discrete (v)
-
+
 

 
Returns the kurtosis coefficient of a general finite discrete random variable, with vector probabilities v.
 

@@ -4017,10 +4017,10 @@
 

 

 
Function: random_general_finite_discrete (v)
-
+
 

 
Function: random_general_finite_discrete (v,m)
-
+
 

 
Returns a general finite discrete random variate, with vector probabilities v. Calling random_general_finite_discrete with a second argument m, a random sample of size m will be simulated.
 

@@ -4048,7 +4048,7 @@
 

 

 
Function: pdf_binomial (x,n,p)
-
+
 

 
Returns the value at x of the probability function of a Binomial(n,p) random variable, with 0<p<1 and n a positive integer. To make use of this function, write first load(distrib).
                                   4
@@ -4068,7 +4068,7 @@
 

 

 
Function: cdf_binomial (x,n,p)
-
+
 

 
Returns the value at x of the distribution function of a Binomial(n,p) random variable, with 0<p<1 and n a positive integer.
 

@@ -4094,7 +4094,7 @@
 

 

 
Function: quantile_binomial (q,n,p)
-
+
 

 
Returns the q-quantile of a Binomial(n,p) random variable, with 0<p<1 and n a positive integer; in other words, this is the inverse of cdf_binomial. Argument q must be an element of [0,1]. To make use of this function, write first load(distrib).
 

@@ -4112,7 +4112,7 @@
 

 

 
Function: mean_binomial (n,p)
-
+
 

 
Returns the mean of a Binomial(n,p) random variable, with 0<p<1 and n a positive integer. To make use of this function, write first load(distrib).
 

@@ -4130,7 +4130,7 @@
 

 

 
Function: var_binomial (n,p)
-
+
 

 
Returns the variance of a Binomial(n,p) random variable, with 0<p<1 and n a positive integer. To make use of this function, write first load(distrib).
 

@@ -4148,7 +4148,7 @@
 

 

 
Function: std_binomial (n,p)
-
+
 

 
Returns the standard deviation of a Binomial(n,p) random variable, with 0<p<1 and n a positive integer. To make use of this function, write first load(distrib).
 

@@ -4166,7 +4166,7 @@
 

 

 
Function: skewness_binomial (n,p)
-
+
 

 
Returns the skewness coefficient of a Binomial(n,p) random variable, with 0<p<1 and n a positive integer. To make use of this function, write first load(distrib).
 

@@ -4184,7 +4184,7 @@
 

 

 
Function: kurtosis_binomial (n,p)
-
+
 

 
Returns the kurtosis coefficient of a Binomial(n,p) random variable, with 0<p<1 and n a positive integer. To make use of this function, write first load(distrib).
 

@@ -4202,10 +4202,10 @@
 

 

 
Function: random_binomial (n,p)
-
+
 

 
Function: random_binomial (n,p,m)
-
+
 

 
Returns a Binomial(n,p) random variate, with 0<p<1 and n a positive integer. Calling random_binomial with a third argument m, a random sample of size m will be simulated.
 

@@ -4229,7 +4229,7 @@
 

 

 
Function: pdf_poisson (x,m)
-
+
 

 
Returns the value at x of the probability function of a Poisson(m) random variable, with m>0. To make use of this function, write first load(distrib).
 

@@ -4247,7 +4247,7 @@
 

 

 
Function: cdf_poisson (x,m)
-
+
 

 
Returns the value at x of the distribution function of a Poisson(m) random variable, with m>0.
 

@@ -4271,7 +4271,7 @@
 

 

 
Function: quantile_poisson (q,m)
-
+
 

 
Returns the q-quantile of a Poisson(m) random variable, with m>0; in other words, this is the inverse of cdf_poisson. Argument q must be an element of [0,1]. To make use of this function, write first load(distrib).
 

@@ -4289,7 +4289,7 @@
 

 

 
Function: mean_poisson (m)
-
+
 

 
Returns the mean of a Poisson(m) random variable, with  m>0. To make use of this function, write first load(distrib).
 

@@ -4307,7 +4307,7 @@
 

 

 
Function: var_poisson (m)
-
+
 

 
Returns the variance of a Poisson(m) random variable, with  m>0. To make use of this function, write first load(distrib).
 

@@ -4325,7 +4325,7 @@
 

 

 
Function: std_poisson (m)
-
+
 

 
Returns the standard deviation of a Poisson(m) random variable, with m>0. To make use of this function, write first load(distrib).
 

@@ -4343,7 +4343,7 @@
 

 

 
Function: skewness_poisson (m)
-
+
 

 
Returns the skewness coefficient of a Poisson(m) random variable, with m>0. To make use of this function, write first load(distrib).
 

@@ -4361,7 +4361,7 @@
 

 

 
Function: kurtosis_poisson (m)
-
+
 

 
Returns the kurtosis coefficient of a Poisson random variable  Poi(m), with m>0. To make use of this function, write first load(distrib).
 

@@ -4379,10 +4379,10 @@
 

 

 
Function: random_poisson (m)
-
+
 

 
Function: random_poisson (m,n)
-
+
 

 
Returns a Poisson(m) random variate, with m>0. Calling random_poisson with a second argument n, a random sample of size n will be simulated.
 

@@ -4406,7 +4406,7 @@
 

 

 
Function: pdf_bernoulli (x,p)
-
+
 

 
Returns the value at x of the probability function of a Bernoulli(p) random variable, with 0<p<1.
 

@@ -4432,7 +4432,7 @@
 

 

 
Function: cdf_bernoulli (x,p)
-
+
 

 
Returns the value at x of the distribution function of a Bernoulli(p) random variable, with 0<p<1. To make use of this function, write first load(distrib).
 

@@ -4450,7 +4450,7 @@
 

 

 
Function: quantile_bernoulli (q,p)
-
+
 

 
Returns the q-quantile of a Bernoulli(p) random variable, with 0<p<1; in other words, this is the inverse of cdf_bernoulli. Argument q must be an element of [0,1]. To make use of this function, write first load(distrib).
 

@@ -4468,7 +4468,7 @@
 

 

 
Function: mean_bernoulli (p)
-
+
 

 
Returns the mean of a Bernoulli(p) random variable, with 0<p<1.
 

@@ -4494,7 +4494,7 @@
 

 

 
Function: var_bernoulli (p)
-
+
 

 
Returns the variance of a Bernoulli(p) random variable, with 0<p<1.
 

@@ -4520,7 +4520,7 @@
 

 

 
Function: std_bernoulli (p)
-
+
 

 
Returns the standard deviation of a Bernoulli(p) random variable, with 0<p<1.
 

@@ -4546,7 +4546,7 @@
 

 

 
Function: skewness_bernoulli (p)
-
+
 

 
Returns the skewness coefficient of a Bernoulli(p) random variable, with 0<p<1.
 

@@ -4574,7 +4574,7 @@
 

 

 
Function: kurtosis_bernoulli (p)
-
+
 

 
Returns the kurtosis coefficient of a Bernoulli(p) random variable, with 0<p<1.
 

@@ -4602,10 +4602,10 @@
 

 

 
Function: random_bernoulli (p)
-
+
 

 
Function: random_bernoulli (p,n)
-
+
 

 
Returns a Bernoulli(p) random variate, with 0<p<1. Calling random_bernoulli with a second argument n, a random sample of size n will be simulated.
 

@@ -4629,7 +4629,7 @@
 

 

 
Function: pdf_geometric (x,p)
-
+
 

 
Returns the value at x of the probability function of a Geometric(p) random variable, with 0<p<1. To make use of this function, write first load(distrib).
 

@@ -4647,7 +4647,7 @@
 

 

 
Function: cdf_geometric (x,p)
-
+
 

 
Returns the value at x of the distribution function of a Geometric(p) random variable, with 0<p<1. To make use of this function, write first load(distrib).
 

@@ -4665,7 +4665,7 @@
 

 

 
Function: quantile_geometric (q,p)
-
+
 

 
Returns the q-quantile of a Geometric(p) random variable, with 0<p<1; in other words, this is the inverse of cdf_geometric. Argument q must be an element of [0,1]. To make use of this function, write first load(distrib).
 

@@ -4683,7 +4683,7 @@
 

 

 
Function: mean_geometric (p)
-
+
 

 
Returns the mean of a Geometric(p) random variable, with 0<p<1. To make use of this function, write first load(distrib).
 

@@ -4701,7 +4701,7 @@
 

 

 
Function: var_geometric (p)
-
+
 

 
Returns the variance of a Geometric(p) random variable, with 0<p<1. To make use of this function, write first load(distrib).
 

@@ -4719,7 +4719,7 @@
 

 

 
Function: std_geometric (p)
-
+
 

 
Returns the standard deviation of a Geometric(p) random variable, with 0<p<1. To make use of this function, write first load(distrib).
 

@@ -4737,7 +4737,7 @@
 

 

 
Function: skewness_geometric (p)
-
+
 

 
Returns the skewness coefficient of a Geometric(p) random variable, with 0<p<1. To make use of this function, write first load(distrib).
 

@@ -4755,7 +4755,7 @@
 

 

 
Function: kurtosis_geometric (p)
-
+
 

 
Returns the kurtosis coefficient of a geometric random variable  Geo(p), with 0<p<1. To make use of this function, write first load(distrib).
 

@@ -4773,10 +4773,10 @@
 

 

 
Function: random_geometric (p)
-
+
 

 
Function: random_geometric (p,n)
-
+
 

 
Returns a Geometric(p) random variate, with 0<p<1. Calling random_geometric with a second argument n, a random sample of size n will be simulated.
 

@@ -4800,7 +4800,7 @@
 

 

 
Function: pdf_discrete_uniform (x,n)
-
+
 

 
Returns the value at x of the probability function of a Discrete Uniform(n) random variable, with n a strictly positive integer. To make use of this function, write first load(distrib).
 

@@ -4818,7 +4818,7 @@
 

 

 
Function: cdf_discrete_uniform (x,n)
-
+
 

 
Returns the value at x of the distribution function of a Discrete Uniform(n) random variable, with n a strictly positive integer. To make use of this function, write first load(distrib).
 

@@ -4836,7 +4836,7 @@
 

 

 
Function: quantile_discrete_uniform (q,n)
-
+
 

 
Returns the q-quantile of a Discrete Uniform(n) random variable, with n a strictly positive integer; in other words, this is the inverse of cdf_discrete_uniform. Argument q must be an element of [0,1]. To make use of this function, write first load(distrib).
 

@@ -4854,7 +4854,7 @@
 

 

 
Function: mean_discrete_uniform (n)
-
+
 

 
Returns the mean of a Discrete Uniform(n) random variable, with n a strictly positive integer. To make use of this function, write first load(distrib).
 

@@ -4872,7 +4872,7 @@
 

 

 
Function: var_discrete_uniform (n)
-
+
 

 
Returns the variance of a Discrete Uniform(n) random variable, with n a strictly positive integer. To make use of this function, write first load(distrib).
 

@@ -4890,7 +4890,7 @@
 

 

 
Function: std_discrete_uniform (n)
-
+
 

 
Returns the standard deviation of a Discrete Uniform(n) random variable, with n a strictly positive integer. To make use of this function, write first load(distrib).
 

@@ -4908,7 +4908,7 @@
 

 

 
Function: skewness_discrete_uniform (n)
-
+
 

 
Returns the skewness coefficient of a Discrete Uniform(n) random variable, with n a strictly positive integer. To make use of this function, write first load(distrib).
 

@@ -4926,7 +4926,7 @@
 

 

 
Function: kurtosis_discrete_uniform (n)
-
+
 

 
Returns the kurtosis coefficient of a Discrete Uniform(n) random variable, with n a strictly positive integer. To make use of this function, write first load(distrib).
 

@@ -4944,10 +4944,10 @@
 

 

 
Function: random_discrete_uniform (n)
-
+
 

 
Function: random_discrete_uniform (n,m)
-
+
 

 
Returns a Discrete Uniform(n) random variate, with n a strictly positive integer. Calling random_discrete_uniform with a second argument m, a random sample of size m will be simulated.
 

@@ -4971,7 +4971,7 @@
 

 

 
Function: pdf_hypergeometric (x,n1,n2,n)
-
+
 

 
Returns the value at x of the probability function of a Hypergeometric(n1,n2,n)
 random variable, with n1, n2 and n non negative integers and n<=n1+n2.
@@ -4995,7 +4995,7 @@
 

 

 
Function: cdf_hypergeometric (x,n1,n2,n)
-
+
 

 
Returns the value at x of the distribution function of a Hypergeometric(n1,n2,n) 
 random variable, with n1, n2 and n non negative integers and n<=n1+n2. 
@@ -5017,7 +5017,7 @@
 

 

 
Function: quantile_hypergeometric (q,n1,n2,n)
-
+
 

 
Returns the q-quantile of a Hypergeometric(n1,n2,n) random variable, with n1, n2 and n non negative integers and n<=n1+n2; in other words, this is the inverse of cdf_hypergeometric. Argument q must be an element of [0,1]. To make use of this function, write first load(distrib).
 

@@ -5035,7 +5035,7 @@
 

 

 
Function: mean_hypergeometric (n1,n2,n)
-
+
 

 
Returns the mean of a discrete uniform random variable Hyp(n1,n2,n), with n1, n2 and n non negative integers and n<=n1+n2. To make use of this function, write first load(distrib).
 

@@ -5053,7 +5053,7 @@
 

 

 
Function: var_hypergeometric (n1,n2,n)
-
+
 

 
Returns the variance of a hypergeometric  random variable Hyp(n1,n2,n), with n1, n2 and n non negative integers and n<=n1+n2. To make use of this function, write first load(distrib).
 

@@ -5071,7 +5071,7 @@
 

 

 
Function: std_hypergeometric (n1,n2,n)
-
+
 

 
Returns the standard deviation of a Hypergeometric(n1,n2,n) random variable, with n1, n2 and n non negative integers and n<=n1+n2. To make use of this function, write first load(distrib).
 

@@ -5089,7 +5089,7 @@
 

 

 
Function: skewness_hypergeometric (n1,n2,n)
-
+
 

 
Returns the skewness coefficient of a Hypergeometric(n1,n2,n) random variable, with n1, n2 and n non negative integers and n<=n1+n2. To make use of this function, write first load(distrib).
 

@@ -5107,7 +5107,7 @@
 

 

 
Function: kurtosis_hypergeometric (n1,n2,n)
-
+
 

 
Returns the kurtosis coefficient of a Hypergeometric(n1,n2,n) random variable, with n1, n2 and n non negative integers and n<=n1+n2. To make use of this function, write first load(distrib).
 

@@ -5125,10 +5125,10 @@
 

 

 
Function: random_hypergeometric (n1,n2,n)
-
+
 

 
Function: random_hypergeometric (n1,n2,n,m)
-
+
 

 
Returns a Hypergeometric(n1,n2,n) random variate, with n1, n2 and n non negative integers and n<=n1+n2. Calling random_hypergeometric with a fourth argument m, a random sample of size m will be simulated.
 

@@ -5152,9 +5152,9 @@
 

 

 
Function: pdf_negative_binomial (x,n,p)
-
+
 

-
Returns the value at x of the probability function of a Negative Binomial(n,p) random variable, with 0<p<1 and n a positive integer. To make use of this function, write first load(distrib).
+
Returns the value at x of the probability function of a Negative Binomial(n,p) random variable, with 0<p<1 and n a positive number. To make use of this function, write first load(distrib).
 

 

 
@@ -5170,9 +5170,9 @@
 

 

 
Function: cdf_negative_binomial (x,n,p)
-
+
 

-
Returns the value at x of the distribution function of a Negative Binomial(n,p) random variable, with 0<p<1 and n a positive integer.
+
Returns the value at x of the distribution function of a Negative Binomial(n,p) random variable, with 0<p<1 and n a positive number.
 

 
(%i1) load (distrib)$
 (%i2) cdf_negative_binomial(3,4,1/8);
@@ -5196,9 +5196,9 @@
 

 

 
Function: quantile_negative_binomial (q,n,p)
-
+
 

-
Returns the q-quantile of a Negative Binomial(n,p) random variable, with 0<p<1 and n a positive integer; in other words, this is the inverse of cdf_negative_binomial. Argument q must be an element of [0,1]. To make use of this function, write first load(distrib).
+
Returns the q-quantile of a Negative Binomial(n,p) random variable, with 0<p<1 and n a positive number; in other words, this is the inverse of cdf_negative_binomial. Argument q must be an element of [0,1]. To make use of this function, write first load(distrib).
 

 

 
@@ -5214,9 +5214,9 @@
 

 

 
Function: mean_negative_binomial (n,p)
-
+
 

-
Returns the mean of a Negative Binomial(n,p) random variable, with 0<p<1 and n a positive integer. To make use of this function, write first load(distrib).
+
Returns the mean of a Negative Binomial(n,p) random variable, with 0<p<1 and n a positive number. To make use of this function, write first load(distrib).
 

 

 
@@ -5232,9 +5232,9 @@
 

 

 
Function: var_negative_binomial (n,p)
-
+
 

-
Returns the variance of a Negative Binomial(n,p) random variable, with 0<p<1 and n a positive integer. To make use of this function, write first load(distrib).
+
Returns the variance of a Negative Binomial(n,p) random variable, with 0<p<1 and n a positive number. To make use of this function, write first load(distrib).
 

 

 
@@ -5250,9 +5250,9 @@
 

 

 
Function: std_negative_binomial (n,p)
-
+
 

-
Returns the standard deviation of a Negative Binomial(n,p) random variable, with 0<p<1 and n a positive integer. To make use of this function, write first load(distrib).
+
Returns the standard deviation of a Negative Binomial(n,p) random variable, with 0<p<1 and n a positive number. To make use of this function, write first load(distrib).
 

 

 
@@ -5268,9 +5268,9 @@
 

 

 
Function: skewness_negative_binomial (n,p)
-
+
 

-
Returns the skewness coefficient of a Negative Binomial(n,p) random variable, with 0<p<1 and n a positive integer. To make use of this function, write first load(distrib).
+
Returns the skewness coefficient of a Negative Binomial(n,p) random variable, with 0<p<1 and n a positive number. To make use of this function, write first load(distrib).
 

 

 
@@ -5286,9 +5286,9 @@
 

 

 
Function: kurtosis_negative_binomial (n,p)
-
+
 

-
Returns the kurtosis coefficient of a Negative Binomial(n,p) random variable, with 0<p<1 and n a positive integer. To make use of this function, write first load(distrib).
+
Returns the kurtosis coefficient of a Negative Binomial(n,p) random variable, with 0<p<1 and n a positive number. To make use of this function, write first load(distrib).
 

 

 
@@ -5304,12 +5304,12 @@
 

 

 
Function: random_negative_binomial (n,p)
-
+
 

 
Function: random_negative_binomial (n,p,m)
-
+
 

-
Returns a Negative Binomial(n,p) random variate, with 0<p<1 and n a positive integer. Calling random_negative_binomial with a third argument m, a random sample of size m will be simulated.
+
Returns a Negative Binomial(n,p) random variate, with 0<p<1 and n a positive number. Calling random_negative_binomial with a third argument m, a random sample of size m will be simulated.
 

 
Algorithm described in Devroye, L. (1986) Non-Uniform Random Variate Generation. Springer Verlag, p. 480.
 

@@ -5344,7 +5344,7 @@
 
 

  
-  This document was generated by Robert on August, 12 2012 using texi2html 1.76.
+  This document was generated by Robert on December, 10 2012 using texi2html 1.76.
  
  

 
diff -Nru maxima-5.28.0/doc/info/maxima_48.html maxima-5.29.1/doc/info/maxima_48.html
--- maxima-5.28.0/doc/info/maxima_48.html	2012-08-12 21:24:45.000000000 +0000
+++ maxima-5.29.1/doc/info/maxima_48.html	2012-12-10 20:36:03.000000000 +0000
@@ -1,6 +1,6 @@
 
 
-
+
 
 
-Maxima 5.28.0 Manual: 48. draw
+Maxima 5.29.1 Manual: 48. draw
 
-
-
+
+
 
 
 
@@ -271,7 +271,7 @@
 

 

 
Scene constructor: gr2d (graphic option, ..., graphic object, ...)
-
+
 

 
Function gr2d builds an object describing a 2D scene. Arguments are
 graphic options, graphic objects, or lists containing both graphic options and objects.
@@ -302,7 +302,7 @@
 

 

 
Scene constructor: gr3d (graphic option, ..., graphic object, ...)
-
+
 

 
Function gr3d builds an object describing a 3d scene. Arguments are
 graphic options, graphic objects, or lists containing both graphic options
@@ -360,7 +360,7 @@
 
 

 
Function: draw (gr2d, ..., gr3d, ..., options, ...)
-
+
 

 
Plots a series of scenes; its arguments are gr2d and/or gr3d 
 objects, together with some options, or lists of scenes and options.
@@ -426,7 +426,7 @@
 

 

 
Function: draw2d (option, graphic_object, ...)
-
+
 

 
This function is a short cut for
 draw(gr2d(options, ..., graphic_object, ...)).
@@ -456,7 +456,7 @@
 

 

 
Function: draw3d (option, graphic_object, ...)
-
+
 

 
This function is a short cut for
 draw(gr3d(options, ..., graphic_object, ...)).
@@ -483,7 +483,7 @@
 

 

 
Function: draw_file (graphic option, ..., graphic object, ...)
-
+
 

 
Saves the current plot into a file. Accepted graphics options are:
 terminal, dimensions, file_name and background_color. 
@@ -513,7 +513,7 @@
 

 

 
Function: multiplot_mode (term)
-
+
 

 
This function enables Maxima to work in one-window multiplot mode with terminal
 term; accepted arguments for this function are screen, 
@@ -560,7 +560,7 @@
 

 

 
Function: set_draw_defaults (graphic option, ..., graphic object, ...)
-
+
 

 
Sets user graphics options. This function is useful for plotting a sequence
 of graphics with common graphics options. Calling this function without
@@ -619,7 +619,7 @@
 
 

 
Graphic option: adapt_depth
-
+
 

 
Default value: 10
 

@@ -641,7 +641,7 @@
 

 

 
Graphic option: allocation
-
+
 

 
Default value: false
 

@@ -694,7 +694,7 @@
 

 

 
Graphic option: axis_3d
-
+
 

 
Default value: true
 

@@ -726,7 +726,7 @@
 

 

 
Graphic option: axis_bottom
-
+
 

 
Default value: true
 

@@ -758,7 +758,7 @@
 

 

 
Graphic option: axis_left
-
+
 

 
Default value: true
 

@@ -790,7 +790,7 @@
 

 

 
Graphic option: axis_right
-
+
 

 
Default value: true
 

@@ -822,7 +822,7 @@
 

 

 
Graphic option: axis_top
-
+
 

 
Default value: true
 

@@ -854,7 +854,7 @@
 

 

 
Graphic option: background_color
-
+
 

 
Default value: white
 

@@ -880,7 +880,7 @@
 

 

 
Graphic option: border
-
+
 

 
Default value: true
 

@@ -918,7 +918,7 @@
 

 

 
Graphic option: cbrange
-
+
 

 
Default value: auto
 

@@ -961,7 +961,7 @@
 

 

 
Graphic option: cbtics
-
+
 

 
Default value: auto
 

@@ -998,7 +998,7 @@
 
 

 
Graphic option: color
-
+
 

 
Default value: blue
 

@@ -1062,7 +1062,7 @@
 
 

 
Graphic option: colorbox
-
+
 

 
Default value: true
 

@@ -1109,7 +1109,7 @@
 

 

 
Graphic option: columns
-
+
 

 
Default value: 1
 

@@ -1143,7 +1143,7 @@
 

 

 
Graphic option: contour
-
+
 

 
Default value: none
 

@@ -1200,7 +1200,7 @@
 

 

 
Graphic option: contour_levels
-
+
 

 
Default value: 5
 

@@ -1273,7 +1273,7 @@
 

 

 
Graphic option: data_file_name
-
+
 

 
Default value: "data.gnuplot"
 

@@ -1300,7 +1300,7 @@
 

 

 
Graphic option: delay
-
+
 

 
Default value: 5
 

@@ -1342,7 +1342,7 @@
 

 

 
Graphic option: dimensions
-
+
 

 
Default value: [600,500]
 

@@ -1403,7 +1403,7 @@
 

 

 
Graphic option: draw_realpart
-
+
 

 
Default value: true
 

@@ -1441,7 +1441,7 @@
 

 

 
Graphic option: enhanced3d
-
+
 

 
Default value: none
 

@@ -1589,7 +1589,7 @@
 

 

 
Graphic option: error_type
-
+
 

 
Default value: y
 

@@ -1606,7 +1606,7 @@
 

 

 
Graphic option: file_name
-
+
 

 
Default value: "maxima_out"
 

@@ -1641,7 +1641,7 @@
 

 

 
Graphic option: fill_color
-
+
 

 
Default value: "red"
 

@@ -1666,7 +1666,7 @@
 

 

 
Graphic option: fill_density
-
+
 

 
Default value: 0
 

@@ -1682,7 +1682,7 @@
 

 

 
Graphic option: filled_func
-
+
 

 
Default value: false
 

@@ -1730,7 +1730,7 @@
 

 

 
Graphic option: font
-
+
 

 
Default value: "" (empty string)
 

@@ -1846,7 +1846,7 @@
 

 

 
Graphic option: font_size
-
+
 

 
Default value: 10
 

@@ -1874,7 +1874,7 @@
 

 

 
Graphic option: gnuplot_file_name
-
+
 

 
Default value: "maxout.gnuplot"
 

@@ -1911,7 +1911,7 @@
 
 

 
Graphic option: grid
-
+
 

 
Default value: false
 

@@ -1941,7 +1941,7 @@
 

 

 
Graphic option: head_angle
-
+
 

 
Default value: 45
 

@@ -1992,7 +1992,7 @@
 

 

 
Graphic option: head_both
-
+
 

 
Default value: false
 

@@ -2028,7 +2028,7 @@
 

 

 
Graphic option: head_length
-
+
 

 
Default value: 2
 

@@ -2068,7 +2068,7 @@
 

 

 
Graphic option: head_type
-
+
 

 
Default value: filled
 

@@ -2107,7 +2107,7 @@
 

 

 
Graphic option: ip_grid
-
+
 

 
Default value: [50, 50]
 

@@ -2130,7 +2130,7 @@
 

 

 
Graphic option: ip_grid_in
-
+
 

 
Default value: [5, 5]
 

@@ -2153,7 +2153,7 @@
 

 

 
Graphic option: key
-
+
 

 
Default value: "" (empty string)
 

@@ -2196,7 +2196,7 @@
 

 

 
Graphic option: label_alignment
-
+
 

 
Default value: center
 

@@ -2237,7 +2237,7 @@
 

 

 
Graphic option: label_orientation
-
+
 

 
Default value: horizontal
 

@@ -2278,7 +2278,7 @@
 

 

 
Graphic option: line_type
-
+
 

 
Default value: solid
 

@@ -2321,7 +2321,7 @@
 

 

 
Graphic option: line_width
-
+
 

 
Default value: 1
 

@@ -2365,7 +2365,7 @@
 

 

 
Graphic option: logcb
-
+
 

 
Default value: false
 

@@ -2406,7 +2406,7 @@
 
 

 
Graphic option: logx
-
+
 

 
Default value: false
 

@@ -2439,7 +2439,7 @@
 
 

 
Graphic option: logy
-
+
 

 
Default value: false
 

@@ -2472,7 +2472,7 @@
 

 

 
Graphic option: logz
-
+
 

 
Default value: false
 

@@ -2505,7 +2505,7 @@
 
 

 
Graphic option: nticks
-
+
 

 
Default value: 29
 

@@ -2545,7 +2545,7 @@
 
 

 
Graphic option: palette
-
+
 

 
Default value: color
 

@@ -2636,7 +2636,7 @@
 

 

 
Graphic option: point_size
-
+
 

 
Default value: 1
 

@@ -2677,7 +2677,7 @@
 
 

 
Graphic option: point_type
-
+
 

 
Default value: 1
 

@@ -2738,7 +2738,7 @@
 

 

 
Graphic option: points_joined
-
+
 

 
Default value: false
 

@@ -2789,7 +2789,7 @@
 

 

 
Graphic option: proportional_axes
-
+
 

 
Default value: none
 

@@ -2843,7 +2843,7 @@
 

 

 
Graphic option: surface_hide
-
+
 

 
Default value: false
 

@@ -2875,14 +2875,16 @@
 

 

 
Graphic option: terminal
-
+
 

 
Default value: screen
 

 
Selects the terminal to be used by Gnuplot; possible values are:
-screen (default), png, pngcairo, jpg, eps, eps_color,
-pdf, pdfcairo, gif, animated_gif, wxt, svg,
-and aquaterm.
+screen (default), png, pngcairo, jpg, gif, 
+eps, eps_color, epslatex, epslatex_standalone, 
+svg, dumb, dumb_file, pdf, pdfcairo, 
+wxt, animated_gif, multipage_pdfcairo, multipage_pdf, 
+multipage_eps, multipage_eps_color, and aquaterm.
 

 
Terminals screen, wxt and aquaterm can be also defined as a list
 with two elements: the name of the terminal itself and a non negative integer number.
@@ -2941,6 +2943,15 @@
 
Option delay is only active in animated gif's; it is ignored in
 any other case.
 

+
Multipage output in eps format.
+
(%i1) load(draw)$
+(%i2) draw(
+        file_name = "parabol",
+        terminal  = multipage_eps,
+        dimensions = 100*[10,10],
+        gr2d(explicit(x^2,x,-1,1)),
+        gr3d(explicit(x^2+y^2,x,-1,1,y,-1,1))) $
+

 
See also file_name, dimensions and delay.
 

 

@@ -2958,7 +2969,7 @@
 

 

 
Graphic option: title
-
+
 

 
Default value: "" (empty string)
 

@@ -2989,7 +3000,7 @@
 

 

 
Graphic option: transform
-
+
 

 
Default value: none
 

@@ -3044,7 +3055,7 @@
 

 

 
Graphic option: transparent
-
+
 

 
Default value: false
 

@@ -3080,7 +3091,7 @@
 

 

 
Graphic option: tube_extremes
-
+
 

 
Default value: [open, open]
 

@@ -3111,7 +3122,7 @@
 

 

 
Graphic option: unit_vectors
-
+
 

 
Default value: false
 

@@ -3147,7 +3158,7 @@
 

 

 
Graphic option: user_preamble
-
+
 

 
Default value: "" (empty string)
 

@@ -3185,13 +3196,13 @@
 

 

 
Graphic option: view
-
+
 

 
Default value: [60,30]
 

 
A pair of angles, measured in degrees, indicating the view direction in a 
 3D scene. The first angle is the vertical rotation around the x axis, in 
-the range [0, 180]. The second one is the horizontal rotation around
+the range [0, 360]. The second one is the horizontal rotation around
 the z axis, in the range [0, 360].
 

 
Since this is a global graphics option, its position in the scene description
@@ -3219,7 +3230,7 @@
 

 

 
Graphic option: wired_surface
-
+
 

 
Default value: false
 

@@ -3253,7 +3264,7 @@
 

 

 
Graphic option: x_voxel
-
+
 

 
Default value: 10
 

@@ -3278,7 +3289,7 @@
 

 

 
Graphic option: xaxis
-
+
 

 
Default value: false
 

@@ -3312,7 +3323,7 @@
 

 

 
Graphic option: xaxis_color
-
+
 

 
Default value: "black"
 

@@ -3346,7 +3357,7 @@
 

 

 
Graphic option: xaxis_secondary
-
+
 

 
Default value: false
 

@@ -3386,7 +3397,7 @@
 

 

 
Graphic option: xaxis_type
-
+
 

 
Default value: dots
 

@@ -3420,7 +3431,7 @@
 

 

 
Graphic option: xaxis_width
-
+
 

 
Default value: 1
 

@@ -3454,7 +3465,7 @@
 
 

 
Graphic option: xlabel
-
+
 

 
Default value: "" (empty string)
 

@@ -3488,7 +3499,7 @@
 

 

 
Graphic option: xrange
-
+
 

 
Default value: auto
 

@@ -3524,7 +3535,7 @@
 

 

 
Graphic option: xrange_secondary
-
+
 

 
Default value: auto
 

@@ -3554,7 +3565,7 @@
 

 

 
Graphic option: xtics
-
+
 

 
Default value: auto
 

@@ -3636,7 +3647,7 @@
 

 

 
Graphic option: xtics_axis
-
+
 

 
Default value: false
 

@@ -3661,7 +3672,7 @@
 

 

 
Graphic option: xtics_rotate
-
+
 

 
Default value: false
 

@@ -3685,7 +3696,7 @@
 

 

 
Graphic option: xtics_rotate_secondary
-
+
 

 
Default value: false
 

@@ -3710,7 +3721,7 @@
 

 

 
Graphic option: xtics_secondary
-
+
 

 
Default value: auto
 

@@ -3733,7 +3744,7 @@
 

 

 
Graphic option: xtics_secondary_axis
-
+
 

 
Default value: false
 

@@ -3758,7 +3769,7 @@
 

 

 
Graphic option: xu_grid
-
+
 

 
Default value: 30
 

@@ -3797,7 +3808,7 @@
 

 

 
Graphic option: xy_file
-
+
 

 
Default value: "" (empty string)
 

@@ -3824,7 +3835,7 @@
 

 

 
Graphic option: xyplane
-
+
 

 
Default value: false
 

@@ -3858,7 +3869,7 @@
 

 

 
Graphic option: y_voxel
-
+
 

 
Default value: 10
 

@@ -3882,7 +3893,7 @@
 

 

 
Graphic option: yaxis
-
+
 

 
Default value: false
 

@@ -3915,7 +3926,7 @@
 

 

 
Graphic option: yaxis_color
-
+
 

 
Default value: "black"
 

@@ -3949,7 +3960,7 @@
 

 

 
Graphic option: yaxis_secondary
-
+
 

 
Default value: false
 

@@ -3987,7 +3998,7 @@
 

 

 
Graphic option: yaxis_type
-
+
 

 
Default value: dots
 

@@ -4021,7 +4032,7 @@
 

 

 
Graphic option: yaxis_width
-
+
 

 
Default value: 1
 

@@ -4055,7 +4066,7 @@
 
 

 
Graphic option: ylabel
-
+
 

 
Default value: "" (empty string)
 

@@ -4089,7 +4100,7 @@
 

 

 
Graphic option: yrange
-
+
 

 
Default value: auto
 

@@ -4126,7 +4137,7 @@
 

 

 
Graphic option: yrange_secondary
-
+
 

 
Default value: auto
 

@@ -4167,7 +4178,7 @@
 

 

 
Graphic option: ytics
-
+
 

 
Default value: auto
 

@@ -4190,7 +4201,7 @@
 

 

 
Graphic option: ytics_axis
-
+
 

 
Default value: false
 

@@ -4216,7 +4227,7 @@
 

 

 
Graphic option: ytics_rotate
-
+
 

 
Default value: false
 

@@ -4241,7 +4252,7 @@
 

 

 
Graphic option: ytics_rotate_secondary
-
+
 

 
Default value: false
 

@@ -4267,7 +4278,7 @@
 

 

 
Graphic option: ytics_secondary
-
+
 

 
Default value: auto
 

@@ -4290,7 +4301,7 @@
 

 

 
Graphic option: ytics_secondary_axis
-
+
 

 
Default value: false
 

@@ -4315,7 +4326,7 @@
 

 

 
Graphic option: yv_grid
-
+
 

 
Default value: 30
 

@@ -4352,7 +4363,7 @@
 

 

 
Graphic option: z_voxel
-
+
 

 
Default value: 10
 

@@ -4374,7 +4385,7 @@
 

 

 
Graphic option: zaxis
-
+
 

 
Default value: false
 

@@ -4409,7 +4420,7 @@
 

 

 
Graphic option: zaxis_color
-
+
 

 
Default value: "black"
 

@@ -4445,7 +4456,7 @@
 

 

 
Graphic option: zaxis_type
-
+
 

 
Default value: dots
 

@@ -4481,7 +4492,7 @@
 

 

 
Graphic option: zaxis_width
-
+
 

 
Default value: 1
 

@@ -4516,7 +4527,7 @@
 
 

 
Graphic option: zlabel
-
+
 

 
Default value: "" (empty string)
 

@@ -4552,7 +4563,7 @@
 

 

 
Graphic option: zrange
-
+
 

 
Default value: auto
 

@@ -4588,7 +4599,7 @@
 

 

 
Graphic option: ztics
-
+
 

 
Default value: auto
 

@@ -4612,7 +4623,7 @@
 

 

 
Graphic option: ztics_axis
-
+
 

 
Default value: false
 

@@ -4636,7 +4647,7 @@
 

 

 
Graphic option: ztics_rotate
-
+
 

 
Default value: false
 

@@ -4685,7 +4696,7 @@
 

 

 
Graphic object: bars ([x1,h1,w1], [x2,h2,w2, ...])
-
+
 

 
Draws vertical bars in 2D.
 

@@ -4729,7 +4740,7 @@
 

 

 
Graphic object: cylindrical (radius, z, minz, maxz, azi, minazi, maxazi)
-
+
 

 
Draws 3D functions defined in cylindrical coordinates.
 

@@ -4766,7 +4777,7 @@
 

 

 
Graphic object: elevation_grid (mat,x0,y0,width,height)
-
+
 

 
Draws matrix mat in 3D space. z values are taken from mat,
 the abscissas range from x0 to x0 + width
@@ -4810,7 +4821,7 @@
 

 

 
Graphic object: ellipse (xc, yc, a, b, ang1, ang2)
-
+
 

 
Draws ellipses and circles in 2D.
 

@@ -4858,7 +4869,7 @@
 

 

 
Graphic object: errors ([x1, x2, …], [y1, y2, …])
-
+
 

 
Draws points with error bars, horizontally, vertically or both, depending on the
 value of option error_type.
@@ -4913,10 +4924,10 @@
 

 

 
Graphic object: explicit (fcn,var,minval,maxval)
-
+
 

 
Graphic object: explicit (fcn,var1,minval1,maxval1,var2,minval2,maxval2)
-
+
 

 
Draws explicit functions in 2D and 3D.
 

@@ -4980,7 +4991,7 @@
 

 

 
Graphic object: image (im,x0,y0,width,height)
-
+
 

 
Renders images in 2D.
 

@@ -5084,10 +5095,10 @@
 

 

 
Graphic object: implicit (fcn,x,xmin,xmax,y,ymin,ymax)
-
+
 

 
Graphic object: implicit (fcn,x,xmin,xmax,y,ymin,ymax,z,zmin,zmax)
-
+
 

 
Draws implicit functions in 2D and 3D.
 

@@ -5150,10 +5161,10 @@
 

 

 
Graphic object: label ([string,x,y],...)
-
+
 

 
Graphic object: label ([string,x,y,z],...)
-
+
 

 
Writes labels in 2D and 3D.
 

@@ -5208,7 +5219,7 @@
 

 

 
Graphic object: mesh (row_1,row_2,...)
-
+
 

 
Draws a quadrangular mesh in 3D.
 

@@ -5268,10 +5279,10 @@
 

 

 
Graphic object: parametric (xfun,yfun,par,parmin,parmax)
-
+
 

 
Graphic object: parametric (xfun,yfun,zfun,par,parmin,parmax)
-
+
 

 
Draws parametric functions in 2D and 3D.
 

@@ -5327,7 +5338,7 @@
 

 

 
Graphic object: parametric_surface (xfun, yfun, zfun, par1, par1min, par1max, par2, par2min, par2max)
-
+
 

 
Draws parametric surfaces in 3D.
 

@@ -5373,37 +5384,37 @@
 

 

 
Graphic object: points ([[x1,y1], [x2,y2],...])
-
+
 

 
Graphic object: points ([x1,x2,...], [y1,y2,...])
-
+
 

 
Graphic object: points ([y1,y2,...])
-
+
 

 
Graphic object: points ([[x1,y1,z1], [x2,y2,z2],...])
-
+
 

 
Graphic object: points ([x1,x2,...], [y1,y2,...], [z1,z2,...])
-
+
 

 
Graphic object: points (matrix)
-
+
 

 
Graphic object: points (1d_y_array)
-
+
 

 
Graphic object: points (1d_x_array, 1d_y_array)
-
+
 

 
Graphic object: points (1d_x_array, 1d_y_array, 1d_z_array)
-
+
 

 
Graphic object: points (2d_xy_array)
-
+
 

 
Graphic object: points (2d_xyz_array)
-
+
 

 
Draws points in 2D and 3D.
 

@@ -5567,7 +5578,7 @@
 

 

 
Graphic object: polar (radius,ang,minang,maxang)
-
+
 

 
Draws 2D functions defined in polar coordinates.
 

@@ -5610,10 +5621,10 @@
 

 

 
Graphic object: polygon ([[x1, y1], [x2, y2], …])
-
+
 

 
Graphic object: polygon ([x1, x2, …], [y1, y2, …])
-
+
 

 
Draws polygons in 2D.
 

@@ -5653,7 +5664,7 @@
 

 

 
Graphic object: quadrilateral (point_1, point_2, point_3, point_4)
-
+
 

 
Draws a quadrilateral.
 

@@ -5700,7 +5711,7 @@
 

 

 
Graphic object: rectangle ([x1,y1], [x2,y2])
-
+
 

 
Draws rectangles in 2D.
 

@@ -5746,7 +5757,7 @@
 

 

 
Graphic object: region (expr,var1,minval1,maxval1,var2,minval2,maxval2)
-
+
 

 
Plots a region on the plane defined by inequalities.
 

@@ -5774,7 +5785,7 @@
 

 

 
Graphic object: spherical (radius, azi, minazi, maxazi, zen, minzen, maxzen)
-
+
 

 
Draws 3D functions defined in spherical coordinates.
 

@@ -5809,7 +5820,7 @@
 

 

 
Graphic object: triangle (point_1, point_2, point_3)
-
+
 

 
Draws a triangle.
 

@@ -5852,7 +5863,7 @@
 

 

 
Graphic object: tube (xfun,yfun,zfun,rfun,p,pmin,pmax)
-
+
 

 
Draws a tube in 3D with varying diameter.
 

@@ -5892,10 +5903,10 @@
 

 

 
Graphic object: vector ([x,y], [dx,dy])
-
+
 

 
Graphic object: vector ([x,y,z], [dx,dy,dz])
-
+
 

 
Draws vectors in 2D and 3D.
 

@@ -5977,7 +5988,7 @@
 

 

 
Function: get_pixel (pic,x,y)
-
+
 

 
Returns pixel from picture. Coordinates x and y range from 0 to
 width-1 and height-1, respectively.
@@ -5998,10 +6009,10 @@
 

 

 
Function: make_level_picture (data)
-
+
 

 
Function: make_level_picture (data,width,height)
-
+
 

 
Returns a levels picture object. make_level_picture (data)
 builds the picture object from matrix data.
@@ -6050,7 +6061,7 @@
 

 

 
Function: make_rgb_picture (redlevel,greenlevel,bluelevel)
-
+
 

 
Returns an rgb-coloured picture object. All three arguments must
 be levels picture; with red, green and blue levels.
@@ -6097,7 +6108,7 @@
 

 

 
Function: negative_picture (pic)
-
+
 

 
Returns the negative of a (level or rgb) picture.
 

@@ -6117,7 +6128,7 @@
 

 

 
Function: picture_equalp (x,y)
-
+
 

 
Returns true in case of equal pictures, and false otherwise.
 

@@ -6139,7 +6150,7 @@
 

 

 
Function: picturep (x)
-
+
 

 
Returns true if the argument is a well formed image,
 and false otherwise.
@@ -6161,7 +6172,7 @@
 

 

 
Function: read_xpm (xpm_file)
-
+
 

 
Reads a file in xpm and returns a picture object.
 

@@ -6181,7 +6192,7 @@
 

 

 
Function: rgb2level (pic)
-
+
 

 
Transforms an rgb picture into a level one by
 averaging the red, green and blue channels.
@@ -6202,7 +6213,7 @@
 

 

 
Function: take_channel (im,color)
-
+
 

 
If argument color is red, green or blue,
 function take_channel returns the corresponding color channel of
@@ -6287,7 +6298,7 @@
 

 

 
Global variable: boundaries_array
-
+
 

 
Default value: false
 

@@ -6316,7 +6327,7 @@
 

 

 
Function: numbered_boundaries (nlist)
-
+
 

 
Draws a list of polygonal segments (boundaries), labeled by
 its numbers (boundaries_array coordinates). This is of great
@@ -6347,10 +6358,10 @@
 

 

 
Function: make_poly_continent (continent_name)
-
+
 

 
Function: make_poly_continent (country_list)
-
+
 

 
Makes the necessary polygons to draw a colored continent
 or a list of countries.
@@ -6382,7 +6393,7 @@
 

 

 
Function: make_poly_country (country_name)
-
+
 

 
Makes the necessary polygons to draw a colored country.
 If islands exist, one country can be defined with more than
@@ -6411,7 +6422,7 @@
 

 

 
Function: make_polygon (nlist)
-
+
 

 
Returns a polygon object from boundary indices. Argument
 nlist is a list of components of boundaries_array.
@@ -6484,7 +6495,7 @@
 

 

 
Function: region_boundaries (x1,y1,x2,y2)
-
+
 

 
Detects polygonal segments of global variable boundaries_array
 fully contained in the rectangle with vertices (x1,y1) -upper left- 
@@ -6513,7 +6524,7 @@
 

 

 
Function: region_boundaries_plus (x1,y1,x2,y2)
-
+
 

 
Detects polygonal segments of global variable boundaries_array
 containing at least one vertex in the rectangle defined by vertices (x1,y1)
@@ -6565,10 +6576,10 @@
 

 

 
Graphic object: geomap (numlist)
-
+
 

 
Graphic object: geomap (numlist,3Dprojection)
-
+
 

 
Draws cartographic maps in 2D and 3D.
 

@@ -6721,7 +6732,7 @@
 
 

  
-  This document was generated by Robert on August, 12 2012 using texi2html 1.76.
+  This document was generated by Robert on December, 10 2012 using texi2html 1.76.
  
  

 
diff -Nru maxima-5.28.0/doc/info/maxima_49.html maxima-5.29.1/doc/info/maxima_49.html
--- maxima-5.28.0/doc/info/maxima_49.html	2012-08-12 21:24:45.000000000 +0000
+++ maxima-5.29.1/doc/info/maxima_49.html	2012-12-10 20:36:03.000000000 +0000
@@ -1,6 +1,6 @@
 
 
-
+
 
 
-Maxima 5.28.0 Manual: 49. drawdf
+Maxima 5.29.1 Manual: 49. drawdf
 
-
-
+
+
 
 
 
@@ -294,22 +294,22 @@
 
 

 
Function: drawdf (dydx, ...options and objects...)
-
+
 

 
Function: drawdf (dvdu, [u,v], ...options and objects...)
-
+
 

 
Function: drawdf (dvdu, [u,umin,umax], [v,vmin,vmax], ...options and objects...)
-
+
 

 
Function: drawdf ([dxdt,dydt], ...options and objects...)
-
+
 

 
Function: drawdf ([dudt,dvdt], [u,v], ...options and objects...)
-
+
 

 
Function: drawdf ([dudt,dvdt], [u,umin,umax], [v,vmin,vmax], ...options and objects...)
-
+
 

 
Function drawdf draws a 2D direction field with optional
 solution curves and other graphics using the draw package.
@@ -509,7 +509,7 @@
 
 

  
-  This document was generated by Robert on August, 12 2012 using texi2html 1.76.
+  This document was generated by Robert on December, 10 2012 using texi2html 1.76.
  
  

 
diff -Nru maxima-5.28.0/doc/info/maxima_5.html maxima-5.29.1/doc/info/maxima_5.html
--- maxima-5.28.0/doc/info/maxima_5.html	2012-08-12 21:24:45.000000000 +0000
+++ maxima-5.29.1/doc/info/maxima_5.html	2012-12-10 20:36:03.000000000 +0000
@@ -1,6 +1,6 @@
 
 
-
+
 
 
-Maxima 5.28.0 Manual: 5. Data Types and Structures
+Maxima 5.29.1 Manual: 5. Data Types and Structures
 
-
-
+
+
 
 
 
@@ -3812,7 +3812,7 @@
 
 

  
-  This document was generated by Robert on August, 12 2012 using texi2html 1.76.
+  This document was generated by Robert on December, 10 2012 using texi2html 1.76.
  
  

 
diff -Nru maxima-5.28.0/doc/info/maxima_50.html maxima-5.29.1/doc/info/maxima_50.html
--- maxima-5.28.0/doc/info/maxima_50.html	2012-08-12 21:24:45.000000000 +0000
+++ maxima-5.29.1/doc/info/maxima_50.html	2012-12-10 20:36:03.000000000 +0000
@@ -1,6 +1,6 @@
 
 
-
+
 
 
-Maxima 5.28.0 Manual: 50. dynamics
+Maxima 5.29.1 Manual: 50. dynamics
 
-
-
+
+
 
 
 
@@ -256,7 +256,7 @@
 

 

 
Function: chaosgame ([[x1, y1]...[xm, ym]], [x0, y0], b, n, ..., options, ...);
-
+
 

 
Implements the so-called chaos game: the initial point (x0,
 y0) is plotted and then one of the m points
@@ -281,7 +281,7 @@
 

 

 
Function: evolution (F, y0, n, ..., options, ...);
-
+
 

 
Draws n+1 points in a two-dimensional graph, where the horizontal
 coordinates of the points are the integers 0, 1, 2, ..., n, and
@@ -309,7 +309,7 @@
 

 

 
Function: evolution2d ([F, G], [u, v], [u0, y0], n, ..., options, ...);
-
+
 

 
Shows, in a two-dimensional plot, the first n+1 points in the
 sequence of points defined by the two-dimensional discrete dynamical
@@ -335,7 +335,7 @@
 

 

 
Function: ifs ([r1, ..., rm], [A1, ..., Am], [[x1, y1], ..., [xm, ym]], [x0, y0], n, ..., options, ...);
-
+
 

 
Implements the Iterated Function System method. This method is similar
 to the method described in the function chaosgame, but instead of
@@ -363,7 +363,7 @@
 

 

 
Function: julia (x, y, ...options...)
-
+
 

 
Creates a graphics file with the representation of the Julia set for the
 complex number (x + i y). The parameters x and y
@@ -403,7 +403,7 @@
 

 

 
Function: mandelbrot (options)
-
+
 

 
Creates a graphics file with the representation of the Mandelbrot
 set. The file is created in the current directory or in the user's
@@ -442,7 +442,7 @@
 

 

 
Function: orbits (F, y0, n1, n2, [x, x0, xf, xstep], ...options...);
-
+
 

 
Draws the orbits diagram for a family of one-dimensional
 discrete dynamical systems, with one parameter x; that kind of
@@ -473,10 +473,10 @@
 

 

 
Function: rk (ODE, var, initial, domain)
-
+
 

 
Function: rk ([ODE1,...,ODEm], [v1,...,vm], [init1,...,initm], domain)
-
+
 

 
The first form solves numerically one first-order ordinary differential
 equation, and the second form solves a system of m of those equations,
@@ -532,7 +532,7 @@
 

 

 
Function: staircase (F, y0, n, ...options...);
-
+
 

 
Draws a staircase diagram for the sequence defined by the recurrence
 relation
@@ -770,7 +770,7 @@
 
 

  
-  This document was generated by Robert on August, 12 2012 using texi2html 1.76.
+  This document was generated by Robert on December, 10 2012 using texi2html 1.76.
  
  

 
diff -Nru maxima-5.28.0/doc/info/maxima_51.html maxima-5.29.1/doc/info/maxima_51.html
--- maxima-5.28.0/doc/info/maxima_51.html	2012-08-12 21:24:45.000000000 +0000
+++ maxima-5.29.1/doc/info/maxima_51.html	2012-12-10 20:36:03.000000000 +0000
@@ -1,6 +1,6 @@
 
 
-
+
 
 
-Maxima 5.28.0 Manual: 51. ezunits
+Maxima 5.29.1 Manual: 51. ezunits
 
-
-
+
+
 
 
 
@@ -540,7 +540,7 @@
 

 

 
Operator: `
-
+
 

 
The dimensional quantity operator.
 An expression a ` b represents a dimensional quantity,
@@ -640,7 +640,7 @@
 

 

 
Operator: ``
-
+
 

 
The unit conversion operator.
 An expression a ` b `` c converts from unit b to unit c.
@@ -816,13 +816,13 @@
 

 

 
Function: constvalue (x)
-
+
 

 
Function: declare_constvalue (a, x)
-
+
 

 
Function: remove_constvalue (a)
-
+
 

 
Returns the declared constant value of a symbol,
 or value of an expression with declared constant values substituted for symbols.
@@ -878,10 +878,10 @@
 

 

 
Function: units (x)
-
+
 

 
Function: declare_units (a, u)
-
+
 

 
Returns the units of a dimensional quantity x,
 or returns 1 if x is nondimensional.
@@ -954,10 +954,10 @@
 

 

 
Function: qty (x)
-
+
 

 
Function: declare_qty (a, x)
-
+
 

 
qty returns the nondimensional part of a dimensional quantity x,
 or returns x if x is nondimensional.
@@ -1018,7 +1018,7 @@
 

 

 
Function: unitp (x)
-
+
 

 
Returns true if x is a literal dimensional expression,
 a symbol declared dimensional,
@@ -1068,7 +1068,7 @@
 

 

 
Function: declare_unit_conversion (u = v, ...)
-
+
 

 
Appends equations u = v, ... to the list of unit conversions
 known to the unit conversion operator ``.
@@ -1125,10 +1125,10 @@
 

 

 
Function: declare_dimensions (a_1, d_1, ..., a_n, d_n)
-
+
 

 
Function: remove_dimensions (a_1, ..., a_n)
-
+
 

 
declare_dimensions declares a_1, ..., a_n
 to have dimensions d_1, ..., d_n, respectively.
@@ -1170,13 +1170,13 @@
 

 

 
Function: declare_fundamental_dimensions (d_1, d_2, d_3, ...)
-
+
 

 
Function: remove_fundamental_dimensions (d_1, d_2, d_3, ...)
-
+
 

 
Global variable: fundamental_dimensions
-
+
 

 
declare_fundamental_dimensions declares fundamental dimensions.
 Symbols d_1, d_2, d_3, ... are appended to the list of
@@ -1217,10 +1217,10 @@
 

 

 
Function: declare_fundamental_units (u_1, d_1, ..., u_n, d_n)
-
+
 

 
Function: remove_fundamental_units (u_1, ..., u_n)
-
+
 

 
declare_fundamental_units declares u_1, ..., u_n
 to have dimensions d_1, ..., d_n, respectively.
@@ -1270,10 +1270,10 @@
 
 

 
Function: dimensions (x)
-
+
 

 
Function: dimensions_as_list (x)
-
+
 

 
dimensions returns the dimensions of the dimensional quantity x
 as an expression comprising products and powers of base dimensions.
@@ -1328,10 +1328,10 @@
 

 

 
Function: fundamental_units (x)
-
+
 

 
Function: fundamental_units ()
-
+
 

 
fundamental_units(x) returns the units
 associated with the fundamental dimensions of x.
@@ -1379,7 +1379,7 @@
 

 

 
Function: dimensionless (L)
-
+
 

 
Returns a basis for the dimensionless quantities which can be formed
 from a list L of dimensional quantities.
@@ -1423,7 +1423,7 @@
 

 

 
Function: natural_unit (expr, [v_1, ..., v_n])
-
+
 

 
Finds exponents e_1, ..., e_n such that
 dimension(expr) = dimension(v_1^e_1 ... v_n^e_n).
@@ -1462,7 +1462,7 @@
 
 

  
-  This document was generated by Robert on August, 12 2012 using texi2html 1.76.
+  This document was generated by Robert on December, 10 2012 using texi2html 1.76.
  
  

 
diff -Nru maxima-5.28.0/doc/info/maxima_52.html maxima-5.29.1/doc/info/maxima_52.html
--- maxima-5.28.0/doc/info/maxima_52.html	2012-08-12 21:24:45.000000000 +0000
+++ maxima-5.29.1/doc/info/maxima_52.html	2012-12-10 20:36:03.000000000 +0000
@@ -1,6 +1,6 @@
 
 
-
+
 
 
-Maxima 5.28.0 Manual: 52. f90
+Maxima 5.29.1 Manual: 52. f90
 
-
-
+
+
 
 
 
@@ -192,7 +192,7 @@
 

 

 
Function: f90 (expr_1, …, expr_n)
-
+
 

 
Prints one or more expressions expr_1, …, expr_n
 as a Fortran 90 program.
@@ -271,7 +271,7 @@
 
 

  
-  This document was generated by Robert on August, 12 2012 using texi2html 1.76.
+  This document was generated by Robert on December, 10 2012 using texi2html 1.76.
  
  

 
diff -Nru maxima-5.28.0/doc/info/maxima_53.html maxima-5.29.1/doc/info/maxima_53.html
--- maxima-5.28.0/doc/info/maxima_53.html	2012-08-12 21:24:45.000000000 +0000
+++ maxima-5.29.1/doc/info/maxima_53.html	2012-12-10 20:36:03.000000000 +0000
@@ -1,6 +1,6 @@
 
 
-
+
 
 
-Maxima 5.28.0 Manual: 53. finance
+Maxima 5.29.1 Manual: 53. finance
 
-
-
+
+
 
 
 
@@ -229,7 +229,7 @@
 

 

 
Function: days360 (year1,month1,day1,year2,month2,day2)
-
+
 

 
Calculates the distance between 2 dates, assuming 360 days years, 30 days months.
 

@@ -253,7 +253,7 @@
 

 

 
Function: fv (rate,PV,num)
-
+
 

 
We can calculate the future value of a Present one given a certain interest rate.
 rate is the interest rate, PV is the present value and num is
@@ -279,7 +279,7 @@
 

 

 
Function: pv (rate,FV,num)
-
+
 

 
We can calculate the present value of a Future one given a certain interest rate.
 rate is the interest rate, FV is the future value and num is
@@ -305,7 +305,7 @@
 

 

 
Function: graph_flow (val)
-
+
 

 
Plots the money flow in a time line, the positive values are in blue
 and upside; the negative ones are in red and downside.
@@ -331,7 +331,7 @@
 

 

 
Function: annuity_pv (rate,PV,num)
-
+
 

 
We can calculate the annuity knowing the present value (like an ammount),
 it is a constant and periodic payment. rate is the interest rate,
@@ -357,7 +357,7 @@
 

 

 
Function: annuity_fv (rate,FV,num)
-
+
 

 
We can calculate the annuity knowing the desired value (future value),
 it is a constant and periodic payment. rate is the interest rate,
@@ -383,7 +383,7 @@
 

 

 
Function: geo_annuity_pv (rate,growing_rate,PV,num)
-
+
 

 
We can calculate the annuity knowing the present value (like an ammount),
 in a growing periodic payment. rate is the interest rate, growing_rate
@@ -409,7 +409,7 @@
 

 

 
Function: geo_annuity_fv (rate,growing_rate,FV,num)
-
+
 

 
We can calculate the annuity knowing the desired value (future value),
 in a growing periodic payment. rate is the interest rate, growing_rate
@@ -434,7 +434,7 @@
 

 

 
Function: amortization (rate,ammount,num)
-
+
 

 
Amortization table determinated by a specific rate.
 rate is the interest rate, ammount is the ammount value,
@@ -473,7 +473,7 @@
 

 

 
Function: arit_amortization (rate,increment,ammount,num)
-
+
 

 
The amortization table determinated by a specific rate and with growing payment
 can be claculated by arit_amortization.
@@ -516,7 +516,7 @@
 

 

 
Function: geo_amortization (rate,growing_rate,ammount,num)
-
+
 

 
The amortization table determinated by rate, ammount,
 and number of periods can be found by geo_amortization.
@@ -559,7 +559,7 @@
 

 

 
Function: saving (rate,ammount,num)
-
+
 

 
The table that represents the values in a constant and periodic
 saving can be found by saving.
@@ -602,7 +602,7 @@
 

 

 
Function: npv (rate,val)
-
+
 

 
Calculates de present value of a value series to evaluate the viability in a
 project.
@@ -628,7 +628,7 @@
 

 

 
Function: irr (val,IO)
-
+
 

 
IRR (Internal Rate of Return) is the value of rate which makes Net Present Value
 zero.
@@ -656,7 +656,7 @@
 

 

 
Function: benefit_cost (rate,input,output)
-
+
 

 
Calculates the ratio Benefit/Cost. Benefit is the Net Present Value (NPV)
 of the inputs, and Cost is the Net Present Value (NPV) of the outputs.
@@ -699,7 +699,7 @@
 
 

  
-  This document was generated by Robert on August, 12 2012 using texi2html 1.76.
+  This document was generated by Robert on December, 10 2012 using texi2html 1.76.
  
  

 
diff -Nru maxima-5.28.0/doc/info/maxima_54.html maxima-5.29.1/doc/info/maxima_54.html
--- maxima-5.28.0/doc/info/maxima_54.html	2012-08-12 21:24:45.000000000 +0000
+++ maxima-5.29.1/doc/info/maxima_54.html	2012-12-10 20:36:03.000000000 +0000
@@ -1,6 +1,6 @@
 
 
-
+
 
 
-Maxima 5.28.0 Manual: 54. fractals
+Maxima 5.29.1 Manual: 54. fractals
 
-
-
+
+
 
 
 
@@ -256,7 +256,7 @@
 

 

 
Function: sierpinskiale (n)
-
+
 

 
Sierpinski Triangle: 3 contractive maps; .5 contraction constant and translations;
 all maps have the same contraction ratio. Argument n must be great enougth, 10000 or greater.
@@ -280,7 +280,7 @@
 

 

 
Function: treefale (n)
-
+
 

 
3 contractive maps all with the same contraction ratio.
 Argument n must be great enougth, 10000 or greater.
@@ -304,7 +304,7 @@
 

 

 
Function: fernfale (n)
-
+
 

 
4 contractive maps, the probability to choice a transformation must be related 
 with the contraction ratio. Argument n must be great enougth, 10000 or greater.
@@ -350,7 +350,7 @@
 

 

 
Function: mandelbrot_set (x, y)
-
+
 

 
Mandelbrot set.
 

@@ -381,7 +381,7 @@
 

 

 
Function: julia_set (x, y)
-
+
 

 
Julia sets.
 

@@ -414,7 +414,7 @@
 

 

 
Optional variable: julia_parameter
-
+
 

 
Default value: %i
 

@@ -440,7 +440,7 @@
 

 

 
Function: julia_sin (x, y)
-
+
 

 
While function julia_set implements the transformation julia_parameter+z^2,
 function julia_sin implements julia_parameter*sin(z). See source code
@@ -499,7 +499,7 @@
 

 

 
Function: snowmap (ent, nn)
-
+
 

 
Koch snowflake sets. Function snowmap plots the snow Koch map 
 over the vertex of an initial closed polygonal, in the complex plane. Here  
@@ -554,7 +554,7 @@
 

 

 
Function: hilbertmap (nn)
-
+
 

 
Hilbert map. Argument nn must be small (5, for example).
 Maxima can crash if nn is 7 or greater.
@@ -577,7 +577,7 @@
 

 

 
Function: sierpinskimap (nn)
-
+
 

 
Sierpinski map. Argument nn must be small (5, for example).
 Maxima can crash if nn is 7 or greater.
@@ -615,7 +615,7 @@
 
 

  
-  This document was generated by Robert on August, 12 2012 using texi2html 1.76.
+  This document was generated by Robert on December, 10 2012 using texi2html 1.76.
  
  

 
diff -Nru maxima-5.28.0/doc/info/maxima_55.html maxima-5.29.1/doc/info/maxima_55.html
--- maxima-5.28.0/doc/info/maxima_55.html	2012-08-12 21:24:45.000000000 +0000
+++ maxima-5.29.1/doc/info/maxima_55.html	2012-12-10 20:36:03.000000000 +0000
@@ -1,6 +1,6 @@
 
 
-
+
 
 
-Maxima 5.28.0 Manual: 55. ggf
+Maxima 5.29.1 Manual: 55. ggf
 
-
-
+
+
 
 
 
@@ -191,7 +191,7 @@
 

 

 
Option variable: GGFINFINITY
-
+
 

 
Default value: 3
 

@@ -223,7 +223,7 @@
 

 

 
Option variable: GGFCFMAX
-
+
 

 
Default value: 3
 

@@ -252,7 +252,7 @@
 
 

 
Function: ggf (l)
-
+
 

 
Compute the generating function (if it is a fraction of two
 polynomials) of a sequence, its first terms being given. l
@@ -296,7 +296,7 @@
 
 

  
-  This document was generated by Robert on August, 12 2012 using texi2html 1.76.
+  This document was generated by Robert on December, 10 2012 using texi2html 1.76.
  
  

 
diff -Nru maxima-5.28.0/doc/info/maxima_56.html maxima-5.29.1/doc/info/maxima_56.html
--- maxima-5.28.0/doc/info/maxima_56.html	2012-08-12 21:24:45.000000000 +0000
+++ maxima-5.29.1/doc/info/maxima_56.html	2012-12-10 20:36:03.000000000 +0000
@@ -1,6 +1,6 @@
 
 
-
+
 
 
-Maxima 5.28.0 Manual: 56. graphs
+Maxima 5.29.1 Manual: 56. graphs
 
-
-
+
+
 
 
 
@@ -264,13 +264,13 @@
 

 

 
Function: create_graph (v_list, e_list)
-
+
 

 
Function: create_graph (n, e_list)
-
+
 

 
Function: create_graph (v_list, e_list, directed)
-
+
 

 
Creates a new graph on the set of vertices v_list and with edges e_list.
 

@@ -334,7 +334,7 @@
 

 

 
Function: copy_graph (g)
-
+
 

 
Returns a copy of the graph g.
 

@@ -352,7 +352,7 @@
 

 

 
Function: circulant_graph (n, d)
-
+
 

 
Returns the circulant graph with parameters n and d.
 

@@ -387,7 +387,7 @@
 

 

 
Function: clebsch_graph ()
-
+
 

 
Returns the Clebsch graph.
 

@@ -405,7 +405,7 @@
 

 

 
Function: complement_graph (g)
-
+
 

 
Returns the complement of the graph g.
 

@@ -423,7 +423,7 @@
 

 

 
Function: complete_bipartite_graph (n, m)
-
+
 

 
Returns the complete bipartite graph on n+m vertices.
 

@@ -441,7 +441,7 @@
 

 

 
Function: complete_graph (n)
-
+
 

 
Returns the complete graph on n vertices.
 

@@ -459,7 +459,7 @@
 

 

 
Function: cycle_digraph (n)
-
+
 

 
Returns the directed cycle on n vertices.
 

@@ -477,7 +477,7 @@
 

 

 
Function: cycle_graph (n)
-
+
 

 
Returns the cycle on n vertices.
 

@@ -495,7 +495,7 @@
 

 

 
Function: cuboctahedron_graph (n)
-
+
 

 
Returns the cuboctahedron graph.
 

@@ -513,7 +513,7 @@
 

 

 
Function: cube_graph (n)
-
+
 

 
Returns the n-dimensional cube.
 

@@ -531,7 +531,7 @@
 

 

 
Function: dodecahedron_graph ()
-
+
 

 
Returns the dodecahedron graph.
 

@@ -549,7 +549,7 @@
 

 

 
Function: empty_graph (n)
-
+
 

 
Returns the empty graph on n vertices.
 

@@ -567,7 +567,7 @@
 

 

 
Function: flower_snark (n)
-
+
 

 
Returns the flower graph on 4n vertices.
 

@@ -591,7 +591,7 @@
 

 

 
Function: from_adjacency_matrix (A)
-
+
 

 
Returns the graph represented by its adjacency matrix A.
 

@@ -609,7 +609,7 @@
 

 

 
Function: frucht_graph ()
-
+
 

 
Returns the Frucht graph.
 

@@ -627,7 +627,7 @@
 

 

 
Function: graph_product (g1, g1)
-
+
 

 
Returns the direct product of graphs g1 and g2.
 

@@ -652,7 +652,7 @@
 

 

 
Function: graph_union (g1, g1)
-
+
 

 
Returns the union (sum) of graphs g1 and g2.
 

@@ -670,7 +670,7 @@
 

 

 
Function: grid_graph (n, m)
-
+
 

 
Returns the n x m grid.
 

@@ -688,7 +688,7 @@
 

 

 
Function: great_rhombicosidodecahedron_graph ()
-
+
 

 
Returns the great rhombicosidodecahedron graph.
 

@@ -706,7 +706,7 @@
 

 

 
Function: great_rhombicuboctahedron_graph ()
-
+
 

 
Returns the great rhombicuboctahedron graph.
 

@@ -724,7 +724,7 @@
 

 

 
Function: grotzch_graph ()
-
+
 

 
Returns the Grotzch graph.
 

@@ -742,7 +742,7 @@
 

 

 
Function: heawood_graph ()
-
+
 

 
Returns the Heawood graph.
 

@@ -760,7 +760,7 @@
 

 

 
Function: icosahedron_graph ()
-
+
 

 
Returns the icosahedron graph.
 

@@ -778,7 +778,7 @@
 

 

 
Function: icosidodecahedron_graph ()
-
+
 

 
Returns the icosidodecahedron graph.
 

@@ -796,7 +796,7 @@
 

 

 
Function: induced_subgraph (V, g)
-
+
 

 
Returns the graph induced on the subset V of vertices of the graph
 g.
@@ -829,7 +829,7 @@
 

 

 
Function: line_graph (g)
-
+
 

 
Returns the line graph of the graph g.
 

@@ -847,10 +847,10 @@
 

 

 
Function: make_graph (vrt, f)
-
+
 

 
Function: make_graph (vrt, f, oriented)
-
+
 

 
Creates a graph using a predicate function f.
 

@@ -894,7 +894,7 @@
 

 

 
Function: mycielski_graph (g)
-
+
 

 
Returns the mycielskian graph of the graph g.
 

@@ -912,7 +912,7 @@
 

 

 
Function: new_graph ()
-
+
 

 
Returns the graph with no vertices and no edges.
 

@@ -930,7 +930,7 @@
 

 

 
Function: path_digraph (n)
-
+
 

 
Returns the directed path on n vertices.
 

@@ -948,7 +948,7 @@
 

 

 
Function: path_graph (n)
-
+
 

 
Returns the path on n vertices.
 

@@ -966,10 +966,10 @@
 

 

 
Function: petersen_graph ()
-
+
 

 
Function: petersen_graph (n, d)
-
+
 

 
Returns the petersen graph P_{n,d}. The default values for
 n and d are n=5 and d=2.
@@ -988,7 +988,7 @@
 

 

 
Function: random_bipartite_graph (a, b, p)
-
+
 

 
Returns a random bipartite graph on a+b vertices. Each edge is
 present with probability p.
@@ -1007,7 +1007,7 @@
 

 

 
Function: random_digraph (n, p)
-
+
 

 
Returns a random directed graph on n vertices. Each arc is present
 with probability p.
@@ -1026,10 +1026,10 @@
 

 

 
Function: random_regular_graph (n)
-
+
 

 
Function: random_regular_graph (n, d)
-
+
 

 
Returns a random d-regular graph on n vertices. The default
 value for d is d=3.
@@ -1048,7 +1048,7 @@
 

 

 
Function: random_graph (n, p)
-
+
 

 
Returns a random graph on n vertices. Each edge is present with
 probability p.
@@ -1067,7 +1067,7 @@
 

 

 
Function: random_graph1 (n, m)
-
+
 

 
Returns a random graph on n vertices and random m edges.
 

@@ -1085,7 +1085,7 @@
 

 

 
Function: random_network (n, p, w)
-
+
 

 
Returns a random network on n vertices. Each arc is present with
 probability p and has a weight in the range [0,w]. The
@@ -1113,7 +1113,7 @@
 

 

 
Function: random_tournament (n)
-
+
 

 
Returns a random tournament on n vertices.
 

@@ -1131,7 +1131,7 @@
 

 

 
Function: random_tree (n)
-
+
 

 
Returns a random tree on n vertices.
 

@@ -1149,7 +1149,7 @@
 

 

 
Function: small_rhombicosidodecahedron_graph ()
-
+
 

 
Returns the small rhombicosidodecahedron graph.
 

@@ -1167,7 +1167,7 @@
 

 

 
Function: small_rhombicuboctahedron_graph ()
-
+
 

 
Returns the small rhombicuboctahedron graph.
 

@@ -1185,7 +1185,7 @@
 

 

 
Function: snub_cube_graph ()
-
+
 

 
Returns the snub cube graph.
 

@@ -1203,7 +1203,7 @@
 

 

 
Function: snub_dodecahedron_graph ()
-
+
 

 
Returns the snub dodecahedron graph.
 

@@ -1221,7 +1221,7 @@
 

 

 
Function: truncated_cube_graph ()
-
+
 

 
Returns the truncated cube graph.
 

@@ -1239,7 +1239,7 @@
 

 

 
Function: truncated_dodecahedron_graph ()
-
+
 

 
Returns the truncated dodecahedron graph.
 

@@ -1258,7 +1258,7 @@
 

 

 
Function: truncated_icosahedron_graph ()
-
+
 

 
Returns the truncated icosahedron graph.
 

@@ -1277,7 +1277,7 @@
 

 

 
Function: truncated_tetrahedron_graph ()
-
+
 

 
Returns the truncated tetrahedron graph.
 

@@ -1295,7 +1295,7 @@
 

 

 
Function: tutte_graph ()
-
+
 

 
Returns the Tutte graph.
 

@@ -1313,7 +1313,7 @@
 

 

 
Function: underlying_graph (g)
-
+
 

 
Returns the underlying graph of the directed graph g.
 

@@ -1331,7 +1331,7 @@
 

 

 
Function: wheel_graph (n)
-
+
 

 
Returns the wheel graph on n+1 vertices.
 

@@ -1369,7 +1369,7 @@
 

 

 
Function: adjacency_matrix (gr)
-
+
 

 
Returns the adjacency matrix of the graph gr.
 

@@ -1399,7 +1399,7 @@
 

 

 
Function: average_degree (gr)
-
+
 

 
Returns the average degree of vertices in the graph gr.
 

@@ -1424,7 +1424,7 @@
 

 

 
Function: biconnected_components (gr)
-
+
 

 
Returns the (vertex sets of) 2-connected components of the graph
 gr.
@@ -1456,7 +1456,7 @@
 

 

 
Function: bipartition (gr)
-
+
 

 
Returns a bipartition of the vertices of the graph gr or an empty
 list if gr is not bipartite.
@@ -1485,7 +1485,7 @@
 

 

 
Function: chromatic_index (gr)
-
+
 

 
Returns the chromatic index of the graph gr.
 

@@ -1509,7 +1509,7 @@
 

 

 
Function: chromatic_number (gr)
-
+
 

 
Returns the chromatic number of the graph gr.
 

@@ -1534,7 +1534,7 @@
 

 

 
Function: clear_edge_weight (e, gr)
-
+
 

 
Removes the weight of the edge  e in the graph gr.
 

@@ -1562,7 +1562,7 @@
 

 

 
Function: clear_vertex_label (v, gr)
-
+
 

 
Removes the label of the vertex v in the graph gr.
 

@@ -1590,7 +1590,7 @@
 

 

 
Function: connected_components (gr)
-
+
 

 
Returns the (vertex sets of) connected components of the graph gr.
 

@@ -1614,7 +1614,7 @@
 

 

 
Function: diameter (gr)
-
+
 

 
Returns the diameter of the graph gr.
 

@@ -1637,7 +1637,7 @@
 

 

 
Function: edge_coloring (gr)
-
+
 

 
Returns an optimal coloring of the edges of the graph gr.
 

@@ -1671,7 +1671,7 @@
 

 

 
Function: degree_sequence (gr)
-
+
 

 
Returns the list of vertex degrees of the graph gr.
 

@@ -1694,7 +1694,7 @@
 

 

 
Function: edge_connectivity (gr)
-
+
 

 
Returns the edge-connectivity of the graph gr.
 

@@ -1714,7 +1714,7 @@
 

 

 
Function: edges (gr)
-
+
 

 
Returns the list of edges (arcs) in a (directed) graph gr.
 

@@ -1737,10 +1737,10 @@
 

 

 
Function: get_edge_weight (e, gr)
-
+
 

 
Function: get_edge_weight (e, gr, ifnot)
-
+
 

 
Returns the weight of the edge e in the graph gr.
 

@@ -1772,7 +1772,7 @@
 

 

 
Function: get_vertex_label (v, gr)
-
+
 

 
Returns the label of the vertex v in the graph gr.
 

@@ -1796,7 +1796,7 @@
 

 

 
Function: graph_charpoly (gr, x)
-
+
 

 
Returns the characteristic polynomial (in variable x) of the graph
 gr.
@@ -1822,7 +1822,7 @@
 

 

 
Function: graph_center (gr)
-
+
 

 
Returns the center of the graph gr.
 

@@ -1846,7 +1846,7 @@
 

 

 
Function: graph_eigenvalues (gr)
-
+
 

 
Returns the eigenvalues of the graph gr. The function returns
 eigenvalues in the same format as maxima eigenvalue function.
@@ -1871,7 +1871,7 @@
 

 

 
Function: graph_periphery (gr)
-
+
 

 
Returns the periphery of the graph gr.
 

@@ -1895,7 +1895,7 @@
 

 

 
Function: graph_size (gr)
-
+
 

 
Returns the number of edges in the graph gr.
 

@@ -1919,7 +1919,7 @@
 

 

 
Function: graph_order (gr)
-
+
 

 
Returns the number of vertices in the graph gr.
 

@@ -1943,7 +1943,7 @@
 

 

 
Function: girth (gr)
-
+
 

 
Returns the length of the shortest cycle in gr.
 

@@ -1967,7 +1967,7 @@
 

 

 
Function: hamilton_cycle (gr)
-
+
 

 
Returns the Hamilton cycle of the graph gr or an empty list if
 gr is not hamiltonian.
@@ -1995,7 +1995,7 @@
 

 

 
Function: hamilton_path (gr)
-
+
 

 
Returns the Hamilton path of the graph gr or an empty list if
 gr does not have a Hamilton path.
@@ -2023,7 +2023,7 @@
 

 

 
Function: isomorphism (gr1, gr2)
-
+
 

 
Returns a an isomorphism between graphs/digraphs gr1 and
 gr2. If gr1 and gr2 are not isomorphic, it returns
@@ -2050,7 +2050,7 @@
 

 

 
Function: in_neighbors (v, gr)
-
+
 

 
Returns the list of in-neighbors of the vertex v in the directed
 graph gr.
@@ -2077,7 +2077,7 @@
 

 

 
Function: is_biconnected (gr)
-
+
 

 
Returns true if gr is 2-connected and false otherwise.
 

@@ -2102,7 +2102,7 @@
 

 

 
Function: is_bipartite (gr)
-
+
 

 
Returns true if gr is bipartite (2-colorable) and false otherwise.
 

@@ -2127,7 +2127,7 @@
 

 

 
Function: is_connected (gr)
-
+
 

 
Returns true if the graph gr is connected and false otherwise.
 

@@ -2150,7 +2150,7 @@
 

 

 
Function: is_digraph (gr)
-
+
 

 
Returns true if gr is a directed graph and false otherwise.
 

@@ -2175,7 +2175,7 @@
 

 

 
Function: is_edge_in_graph (e, gr)
-
+
 

 
Returns true if e is an edge (arc) in the (directed) graph g
 and false otherwise.
@@ -2206,7 +2206,7 @@
 

 

 
Function: is_graph (gr)
-
+
 

 
Returns true if gr is a graph and false otherwise.
 

@@ -2231,7 +2231,7 @@
 

 

 
Function: is_graph_or_digraph (gr)
-
+
 

 
Returns true if gr is a graph or a directed graph and false otherwise.
 

@@ -2256,7 +2256,7 @@
 

 

 
Function: is_isomorphic (gr1, gr2)
-
+
 

 
Returns true if graphs/digraphs gr1 and gr2 are isomorphic
 and false otherwise.
@@ -2283,7 +2283,7 @@
 

 

 
Function: is_planar (gr)
-
+
 

 
Returns true if gr is a planar graph and false otherwise.
 

@@ -2313,7 +2313,7 @@
 

 

 
Function: is_sconnected (gr)
-
+
 

 
Returns true if the directed graph gr is strongly connected and
 false otherwise.
@@ -2339,7 +2339,7 @@
 

 

 
Function: is_vertex_in_graph (v, gr)
-
+
 

 
Returns true if v is a vertex in the graph g and false  otherwise.
 

@@ -2365,7 +2365,7 @@
 

 

 
Function: is_tree (gr)
-
+
 

 
Returns true if gr is a tree and false  otherwise.
 

@@ -2390,7 +2390,7 @@
 

 

 
Function: laplacian_matrix (gr)
-
+
 

 
Returns the laplacian matrix of the graph gr.
 

@@ -2421,7 +2421,7 @@
 

 

 
Function: max_clique (gr)
-
+
 

 
Returns a maximum clique of the graph gr.
 

@@ -2445,7 +2445,7 @@
 

 

 
Function: max_degree (gr)
-
+
 

 
Returns the maximal degree of vertices of the graph gr and a
 vertex of maximal degree.
@@ -2472,7 +2472,7 @@
 

 

 
Function: max_flow (net, s, t)
-
+
 

 
Returns a maximum flow through the network net with the source
 s and the sink t.
@@ -2517,7 +2517,7 @@
 

 

 
Function: max_independent_set (gr)
-
+
 

 
Returns a maximum independent set of the graph gr.
 

@@ -2544,7 +2544,7 @@
 

 

 
Function: max_matching (gr)
-
+
 

 
Returns a maximum matching of the graph gr.
 

@@ -2572,7 +2572,7 @@
 

 

 
Function: min_degree (gr)
-
+
 

 
Returns the minimum degree of vertices of the graph gr and a
 vertex of minimum degree.
@@ -2599,7 +2599,7 @@
 

 

 
Function: min_edge_cut (gr)
-
+
 

 
Returns the minimum edge cut in the graph gr.
 

@@ -2619,7 +2619,7 @@
 

 

 
Function: min_vertex_cover (gr)
-
+
 

 
Returns the minimum vertex cover of the graph gr.
 

@@ -2637,7 +2637,7 @@
 

 

 
Function: min_vertex_cut (gr)
-
+
 

 
Returns the minimum vertex cut in the graph gr.
 

@@ -2657,7 +2657,7 @@
 

 

 
Function: minimum_spanning_tree (gr)
-
+
 

 
Returns the minimum spanning tree of the graph gr.
 

@@ -2683,7 +2683,7 @@
 

 

 
Function: neighbors (v, gr)
-
+
 

 
Returns the list of neighbors of the vertex v in the graph gr.
 

@@ -2707,7 +2707,7 @@
 

 

 
Function: odd_girth (gr)
-
+
 

 
Returns the length of the shortest odd cycle in the graph gr.
 

@@ -2733,7 +2733,7 @@
 

 

 
Function: out_neighbors (v, gr)
-
+
 

 
Returns the list of out-neighbors of the vertex v in the directed
 graph gr.
@@ -2760,7 +2760,7 @@
 

 

 
Function: planar_embedding (gr)
-
+
 

 
Returns the list of facial walks in a planar embedding of gr and
 false if gr is not a planar graph.
@@ -2790,7 +2790,7 @@
 

 

 
Function: print_graph (gr)
-
+
 

 
Prints some information about the graph gr.
 

@@ -2829,7 +2829,7 @@
 

 

 
Function: radius (gr)
-
+
 

 
Returns the radius of the graph gr.
 

@@ -2852,7 +2852,7 @@
 

 

 
Function: set_edge_weight (e, w, gr)
-
+
 

 
Assigns the weight w to the edge e in the graph gr.
 

@@ -2880,7 +2880,7 @@
 

 

 
Function: set_vertex_label (v, l, gr)
-
+
 

 
Assigns the label l to the vertex v in the graph gr.
 

@@ -2908,7 +2908,7 @@
 

 

 
Function: shortest_path (u, v, gr)
-
+
 

 
Returns the shortest path from u to v in the graph gr.
 

@@ -2935,7 +2935,7 @@
 

 

 
Function: shortest_weighted_path (u, v, gr)
-
+
 

 
Returns the length of the shortest weighted path and the shortest
 weighted path from u to v in the graph gr.
@@ -2965,7 +2965,7 @@
 

 

 
Function: strong_components (gr)
-
+
 

 
Returns the strong components of a directed graph gr.
 

@@ -2991,7 +2991,7 @@
 

 

 
Function: topological_sort (dag)
-
+
 

 
Returns a topological sorting of the vertices of a directed graph
 dag or an empty list if dag is not a directed acyclic graph.
@@ -3022,7 +3022,7 @@
 

 

 
Function: vertex_connectivity (g)
-
+
 

 
Returns the vertex connectivity of the graph g.
 

@@ -3042,7 +3042,7 @@
 

 

 
Function: vertex_degree (v, gr)
-
+
 

 
Returns the degree of the vertex v in the graph gr.
 

@@ -3060,7 +3060,7 @@
 

 

 
Function: vertex_distance (u, v, gr)
-
+
 

 
Returns the length of the shortest path between u and v in
 the (directed) graph gr.
@@ -3087,7 +3087,7 @@
 

 

 
Function: vertex_eccentricity (v, gr)
-
+
 

 
Returns the eccentricity of the vertex v in the graph gr.
 

@@ -3111,7 +3111,7 @@
 

 

 
Function: vertex_in_degree (v, gr)
-
+
 

 
Returns the in-degree of the vertex v in the directed graph gr.
 

@@ -3145,7 +3145,7 @@
 

 

 
Function: vertex_out_degree (v, gr)
-
+
 

 
Returns the out-degree of the vertex v in the directed graph gr.
 

@@ -3171,7 +3171,7 @@
 

 

 
Function: vertices (gr)
-
+
 

 
Returns the list of vertices in the graph gr.
 

@@ -3194,7 +3194,7 @@
 

 

 
Function: vertex_coloring (gr)
-
+
 

 
Returns an optimal coloring of the vertices of the graph gr.
 

@@ -3222,7 +3222,7 @@
 

 

 
Function: wiener_index (gr)
-
+
 

 
Returns the Wiener index of the graph gr.
 

@@ -3264,7 +3264,7 @@
 

 

 
Function: add_edge (e, gr)
-
+
 

 
Adds the edge e to the graph gr.
 

@@ -3292,7 +3292,7 @@
 

 

 
Function: add_edges (e_list, gr)
-
+
 

 
Adds all edges in the list e_list to the graph gr.
 

@@ -3321,7 +3321,7 @@
 

 

 
Function: add_vertex (v, gr)
-
+
 

 
Adds the vertex v to the graph gr.
 

@@ -3350,7 +3350,7 @@
 

 

 
Function: add_vertices (v_list, gr)
-
+
 

 
Adds all vertices in the list v_list to the graph gr.
 

@@ -3368,7 +3368,7 @@
 

 

 
Function: connect_vertices (v_list, u_list, gr)
-
+
 

 
Connects all vertices from the list v_list with the vertices in
 the list u_list in the graph gr.
@@ -3402,7 +3402,7 @@
 

 

 
Function: contract_edge (e, gr)
-
+
 

 
Contracts the edge e in the graph gr.
 

@@ -3447,7 +3447,7 @@
 

 

 
Function: remove_edge (e, gr)
-
+
 

 
Removes the edge e from the graph gr.
 

@@ -3476,7 +3476,7 @@
 

 

 
Function: remove_vertex (v, gr)
-
+
 

 
Removes the vertex v from the graph gr.
 

@@ -3512,10 +3512,10 @@
 

 

 
Function: dimacs_export (gr, fl)
-
+
 

 
Function: dimacs_export (gr, fl, comment1, ..., commentn)
-
+
 

 
Exports the graph into the file fl in the DIMACS format. Optional
 comments will be added to the top of the file.
@@ -3534,7 +3534,7 @@
 

 

 
Function: dimacs_import (fl)
-
+
 

 
Returns the graph from file fl in the DIMACS format.
 

@@ -3552,7 +3552,7 @@
 

 

 
Function: graph6_decode (str)
-
+
 

 
Returns the graph encoded in the graph6 format in the string str.
 

@@ -3570,7 +3570,7 @@
 

 

 
Function: graph6_encode (gr)
-
+
 

 
Returns a string which encodes the graph gr in the graph6 format.
 

@@ -3588,7 +3588,7 @@
 

 

 
Function: graph6_export (gr_list, fl)
-
+
 

 
Exports graphs in the list gr_list to the file fl in the
 graph6 format.
@@ -3607,7 +3607,7 @@
 

 

 
Function: graph6_import (fl)
-
+
 

 
Returns a list of graphs from the file fl in the graph6 format.
 

@@ -3625,7 +3625,7 @@
 

 

 
Function: sparse6_decode (str)
-
+
 

 
Returns the graph encoded in the sparse6 format in the string str.
 

@@ -3643,7 +3643,7 @@
 

 

 
Function: sparse6_encode (gr)
-
+
 

 
Returns a string which encodes the graph gr in the sparse6 format.
 

@@ -3661,7 +3661,7 @@
 

 

 
Function: sparse6_export (gr_list, fl)
-
+
 

 
Exports graphs in the list gr_list to the file fl in the
 sparse6 format.
@@ -3680,7 +3680,7 @@
 

 

 
Function: sparse6_import (fl)
-
+
 

 
Returns a list of graphs from the file fl in the sparse6 format.
 

@@ -3718,10 +3718,10 @@
 

 

 
Function: draw_graph (graph)
-
+
 

 
Function: draw_graph (graph, option1, ..., optionk)
-
+
 

 
Draws the graph using the draw package.
 

@@ -3849,7 +3849,7 @@
 

 

 
Option variable: draw_graph_program
-
+
 

 
Default value: spring_embedding
 

@@ -3870,7 +3870,7 @@
 

 

 
draw_graph option: show_id
-
+
 

 
Default value: false
 

@@ -3890,7 +3890,7 @@
 

 

 
draw_graph option: show_label
-
+
 

 
Default value: false
 

@@ -3910,7 +3910,7 @@
 
 

 
draw_graph option: label_alignment
-
+
 

 
Default value: center
 

@@ -3931,7 +3931,7 @@
 

 

 
draw_graph option: show_weight
-
+
 

 
Default value: false
 

@@ -3951,7 +3951,7 @@
 

 

 
draw_graph option: vertex_type
-
+
 

 
Default value: circle
 

@@ -3972,7 +3972,7 @@
 

 

 
draw_graph option: vertex_size
-
+
 

 
The size of vertices.
 

@@ -3990,7 +3990,7 @@
 

 

 
draw_graph option: vertex_color
-
+
 

 
The color used for displaying vertices.
 

@@ -4008,7 +4008,7 @@
 

 

 
draw_graph option: show_vertices
-
+
 

 
Default value: []
 

@@ -4028,7 +4028,7 @@
 

 

 
draw_graph option: show_vertex_type
-
+
 

 
Defines how vertices specified in show_vertices are displayed.
 See the point_type option for the draw package for possible
@@ -4048,7 +4048,7 @@
 

 

 
draw_graph option: show_vertex_size
-
+
 

 
The size of vertices in show_vertices.
 

@@ -4066,7 +4066,7 @@
 

 

 
draw_graph option: show_vertex_color
-
+
 

 
The color used for displaying vertices in the show_vertices list.
 

@@ -4084,7 +4084,7 @@
 

 

 
draw_graph option: vertex_partition
-
+
 

 
Default value: []
 

@@ -4106,7 +4106,7 @@
 
 

 
draw_graph option: vertex_coloring
-
+
 

 
Specifies coloring of the vertices. The coloring col must be
 specified in the format as returned by vertex_coloring.
@@ -4125,7 +4125,7 @@
 

 

 
draw_graph option: edge_color
-
+
 

 
The color used for displaying edges.
 

@@ -4143,7 +4143,7 @@
 

 

 
draw_graph option: edge_width
-
+
 

 
The width of edges.
 

@@ -4161,7 +4161,7 @@
 

 

 
draw_graph option: edge_type
-
+
 

 
Defines how edges are displayed. See the line_type option for the
 draw package.
@@ -4180,7 +4180,7 @@
 

 

 
draw_graph option: show_edges
-
+
 

 
Display edges specified in the list e_list using a different
 color.
@@ -4199,7 +4199,7 @@
 

 

 
draw_graph option: show_edge_color
-
+
 

 
The color used for displaying edges in the show_edges list.
 

@@ -4217,7 +4217,7 @@
 

 

 
draw_graph option: show_edge_width
-
+
 

 
The width of edges in show_edges.
 

@@ -4235,7 +4235,7 @@
 

 

 
draw_graph option: show_edge_type
-
+
 

 
Defines how edges in show_edges are displayed. See the
 line_type option for the draw package.
@@ -4254,7 +4254,7 @@
 

 

 
draw_graph option: edge_partition
-
+
 

 
A partition [[e1,e2,...],...,[ek,...,em]] of edges of the
 graph. The edges of each list in the partition will be drawn using a
@@ -4274,7 +4274,7 @@
 
 

 
draw_graph option: edge_coloring
-
+
 

 
The coloring of edges. The coloring must be specified in the
 format as returned by the function edge_coloring.
@@ -4293,7 +4293,7 @@
 

 

 
draw_graph option: redraw
-
+
 

 
Default value: false
 

@@ -4314,7 +4314,7 @@
 
 

 
draw_graph option: head_angle
-
+
 

 
Default value: 15
 

@@ -4334,7 +4334,7 @@
 
 

 
draw_graph option: head_length
-
+
 

 
Default value: 0.1
 

@@ -4354,7 +4354,7 @@
 

 

 
draw_graph option: spring_embedding_depth
-
+
 

 
Default value: 50
 

@@ -4375,7 +4375,7 @@
 
 

 
draw_graph option: terminal
-
+
 

 
The terminal used for drawing (see the terminal option in the
 draw package).
@@ -4394,7 +4394,7 @@
 
 

 
draw_graph option: file_name
-
+
 

 
The filename of the drawing if terminal is not screen.
 

@@ -4412,7 +4412,7 @@
 

 

 
draw_graph option: program
-
+
 

 
Defines the program used for positioning vertices of the graph. Can be
 one of the graphviz programs (dot, neato, twopi, circ, fdp),
@@ -4436,7 +4436,7 @@
 

 

 
draw_graph option: fixed_vertices
-
+
 

 
Specifies a list of vertices which will have positions fixed along a regular polygon.
 Can be used when program=spring_embedding.
@@ -4455,7 +4455,7 @@
 

 

 
Function: vertices_to_path (v_list)
-
+
 

 
Converts a list v_list of vertices to a list of edges of the path
 defined by v_list.
@@ -4472,7 +4472,7 @@
 

 

 
Function: vertices_to_cycle (v_list)
-
+
 

 
Converts a list v_list of vertices to a list of edges of the cycle
 defined by v_list.
@@ -4503,7 +4503,7 @@
 
 

  
-  This document was generated by Robert on August, 12 2012 using texi2html 1.76.
+  This document was generated by Robert on December, 10 2012 using texi2html 1.76.
  
  

 
diff -Nru maxima-5.28.0/doc/info/maxima_57.html maxima-5.29.1/doc/info/maxima_57.html
--- maxima-5.28.0/doc/info/maxima_57.html	2012-08-12 21:24:45.000000000 +0000
+++ maxima-5.29.1/doc/info/maxima_57.html	2012-12-10 20:36:03.000000000 +0000
@@ -1,6 +1,6 @@
 
 
-
+
 
 
-Maxima 5.28.0 Manual: 57. grobner
+Maxima 5.29.1 Manual: 57. grobner
 
-
-
+
+
 
 
 
@@ -347,7 +347,7 @@
 

 

 
Option variable: poly_monomial_order
-
+
 

 
Default value: lex
 

@@ -367,7 +367,7 @@
 

 

 
Option variable: poly_coefficient_ring
-
+
 

 
Default value: expression_ring
 

@@ -389,7 +389,7 @@
 

 

 
Option variable: poly_primary_elimination_order
-
+
 

 
Default value: false
 

@@ -409,7 +409,7 @@
 

 

 
Option variable: poly_secondary_elimination_order
-
+
 

 
Default value: false
 

@@ -428,7 +428,7 @@
 

 

 
Option variable: poly_elimination_order
-
+
 

 
Default value: false
 

@@ -451,7 +451,7 @@
 

 

 
Option variable: poly_return_term_list
-
+
 

 
Default value: false
 

@@ -472,7 +472,7 @@
 

 

 
Option variable: poly_grobner_debug
-
+
 

 
Default value: false
 

@@ -491,7 +491,7 @@
 

 

 
Option variable: poly_grobner_algorithm
-
+
 

 
Default value: buchberger
 

@@ -517,7 +517,7 @@
 

 

 
Option variable: poly_top_reduction_only
-
+
 

 
Default value: false
 

@@ -562,7 +562,7 @@
 

 

 
Function: poly_add (poly1, poly2, varlist)
-
+
 

 
Adds two polynomials poly1 and poly2.
 
@@ -583,7 +583,7 @@
 

 

 
Function: poly_subtract (poly1, poly2, varlist)
-
+
 

 
Subtracts a polynomial poly2 from poly1.
 
@@ -604,7 +604,7 @@
 

 

 
Function: poly_multiply (poly1, poly2, varlist)
-
+
 

 
Returns the product of polynomials poly1 and poly2.
 
@@ -624,7 +624,7 @@
 

 

 
Function: poly_s_polynomial (poly1, poly2, varlist)
-
+
 

 
Returns the syzygy polynomial (S-polynomial) of two polynomials poly1 and poly2.
 

@@ -641,7 +641,7 @@
 

 

 
Function: poly_primitive_part (poly1, varlist)
-
+
 

 
Returns the polynomial poly divided by the GCD of its coefficients. 
 

@@ -661,7 +661,7 @@
 

 

 
Function: poly_normalize (poly, varlist)
-
+
 

 
Returns the polynomial poly divided by the leading coefficient.
 It assumes that the division is possible, which may not always be the
@@ -700,7 +700,7 @@
 

 

 
Function: poly_expand (poly, varlist)
-
+
 

 
This function parses polynomials to internal form and back. It
 is equivalent to expand(poly) if poly parses correctly to
@@ -743,7 +743,7 @@
 

 

 
Function: poly_expt (poly, number, varlist)
-
+
 

 
exponentitates poly by a positive integer number. If number is not a positive integer number an error will be raised.
 
@@ -763,7 +763,7 @@
 

 

 
Function: poly_content (poly. varlist)
-
+
 

 
poly_content extracts the GCD of its coefficients
 
@@ -783,7 +783,7 @@
 

 

 
Function: poly_pseudo_divide (poly, polylist, varlist)
-
+
 

 
Pseudo-divide a polynomial poly by the list of n polynomials polylist. Return
 multiple values. The first value is a list of quotients a. The
@@ -808,7 +808,7 @@
 

 

 
Function: poly_exact_divide (poly1, poly2, varlist)
-
+
 

 
Divide a polynomial poly1 by another polynomial poly2. Assumes that exact
 division with no remainder is possible. Returns the quotient.
@@ -826,7 +826,7 @@
 

 

 
Function: poly_normal_form (poly, polylist, varlist)
-
+
 

 
poly_normal_form finds the normal form of a polynomial poly with respect
 to a set of polynomials polylist.
@@ -844,7 +844,7 @@
 

 

 
Function: poly_buchberger_criterion (polylist, varlist)
-
+
 

 
Returns true if polylist is a Groebner basis with respect to the current term
 order, by using the Buchberger
@@ -864,7 +864,7 @@
 

 

 
Function: poly_buchberger (polylist_fl varlist)
-
+
 

 
poly_buchberger performs the Buchberger algorithm on a list of
 polynomials and returns the resulting Groebner basis.
@@ -916,7 +916,7 @@
 

 

 
Function: poly_reduction (polylist, varlist)
-
+
 

 
poly_reduction reduces a list of polynomials polylist, so that
 each polynomial is fully reduced with respect to the other polynomials.
@@ -934,7 +934,7 @@
 

 

 
Function: poly_minimization (polylist, varlist)
-
+
 

 
Returns a sublist of the polynomial list polylist spanning the same
 monomial ideal as polylist but minimal, i.e. no leading monomial
@@ -955,7 +955,7 @@
 

 

 
Function: poly_normalize_list (polylist, varlist)
-
+
 

 
poly_normalize_list applies poly_normalize to each polynomial in the list.
 That means it divides every polynomial in a list polylist by its leading coefficient.
@@ -973,7 +973,7 @@
 

 

 
Function: poly_grobner (polylist, varlist)
-
+
 

 
Returns a Groebner basis of the ideal span by the polynomials polylist. Affected by the global flags.
 

@@ -990,7 +990,7 @@
 

 

 
Function: poly_reduced_grobner (polylist, varlist)
-
+
 

 
Returns a reduced Groebner basis of the ideal span by the polynomials polylist. Affected by the global flags.
 

@@ -1008,7 +1008,7 @@
 

 

 
Function: poly_depends_p (poly, var, varlist)
-
+
 

 
poly_depends tests whether a polynomial depends on a variable var.
 

@@ -1028,7 +1028,7 @@
 

 

 
Function: poly_elimination_ideal (polylist, number, varlist)
-
+
 

 
poly_elimination_ideal returns the grobner basis of the number-th elimination ideal of an
 ideal specified as a list of generating polynomials (not necessarily Groebner basis).
@@ -1046,7 +1046,7 @@
 

 

 
Function: poly_colon_ideal (polylist1, polylist2, varlist)
-
+
 

 
Returns the reduced Groebner basis of the colon ideal 
 

@@ -1068,7 +1068,7 @@
 

 

 
Function: poly_ideal_intersection (polylist1, polylist2, varlist)
-
+
 

 
poly_ideal_intersection returns the intersection of two ideals.
 

@@ -1086,7 +1086,7 @@
 

 

 
Function: poly_lcm (poly1, poly2, varlist)
-
+
 

 
Returns the lowest common multiple of poly1 and poly2.
 

@@ -1104,7 +1104,7 @@
 
 

 
Function: poly_gcd (poly1, poly2, varlist)
-
+
 

 
Returns the greatest common divisor of poly1 and poly2.
 

@@ -1139,7 +1139,7 @@
 

 

 
Function: poly_grobner_equal (polylist1, polylist2, varlist)
-
+
 

 
poly_grobner_equal tests whether two Groebner Bases generate the same ideal.
 Returns true if two lists of polynomials polylist1 and polylist2, assumed to be Groebner Bases,
@@ -1164,7 +1164,7 @@
 

 

 
Function: poly_grobner_subsetp (polylist1, polylist2, varlist)
-
+
 

 
poly_grobner_subsetp tests whether an ideal generated by polylist1
 is contained in the ideal generated by polylist2. For this test to always succeed,
@@ -1185,7 +1185,7 @@
 

 

 
Function: poly_grobner_member (poly, polylist, varlist)
-
+
 

 
Returns true if a polynomial poly belongs to the ideal generated by the
 polynomial list polylist, which is assumed to be a Groebner basis. Returns false otherwise.
@@ -1206,7 +1206,7 @@
 

 

 
Function: poly_ideal_saturation1 (polylist, poly, varlist)
-
+
 

 
Returns the reduced Groebner basis of the saturation of the ideal
 

@@ -1230,7 +1230,7 @@
 

 

 
Function: poly_ideal_saturation (polylist1, polylist2, varlist)
-
+
 

 
Returns the reduced Groebner basis of the saturation of the ideal
 

@@ -1254,7 +1254,7 @@
 

 

 
Function: poly_ideal_polysaturation1 (polylist1, polylist2, varlist)
-
+
 

 
polylist2 ist a list of n polynomials [poly1,...,polyn].
 Returns the reduced Groebner basis of the ideal
@@ -1280,7 +1280,7 @@
 

 

 
Function: poly_ideal_polysaturation (polylist, polylistlist, varlist)
-
+
 

 
polylistlist is a list of n list of polynomials [polylist1,...,polylistn].
 Returns the reduced Groebner basis of the saturation of the ideal
@@ -1300,7 +1300,7 @@
 

 

 
Function: poly_saturation_extension (poly, polylist, varlist1, varlist2)
-
+
 

 
poly_saturation_extension implements the famous Rabinowitz trick.
 

@@ -1317,7 +1317,7 @@
 

 

 
Function: poly_polysaturation_extension (poly, polylist, varlist1, varlist2)
-
+
 

 

 
@@ -1347,7 +1347,7 @@
 
 

  
-  This document was generated by Robert on August, 12 2012 using texi2html 1.76.
+  This document was generated by Robert on December, 10 2012 using texi2html 1.76.
  
  

 
diff -Nru maxima-5.28.0/doc/info/maxima_58.html maxima-5.29.1/doc/info/maxima_58.html
--- maxima-5.28.0/doc/info/maxima_58.html	2012-08-12 21:24:45.000000000 +0000
+++ maxima-5.29.1/doc/info/maxima_58.html	2012-12-10 20:36:03.000000000 +0000
@@ -1,6 +1,6 @@
 
 
-
+
 
 
-Maxima 5.28.0 Manual: 58. impdiff
+Maxima 5.29.1 Manual: 58. impdiff
 
-
-
+
+
 
 
 
@@ -191,7 +191,7 @@
 

 

 
Function: implicit_derivative (f,indvarlist,orderlist,depvar)
-
+
 

 
This subroutine computes implicit derivatives of multivariable functions.
 f is an array function, the indexes are the derivative degree in the indvarlist order;
@@ -232,7 +232,7 @@
 
 

  
-  This document was generated by Robert on August, 12 2012 using texi2html 1.76.
+  This document was generated by Robert on December, 10 2012 using texi2html 1.76.
  
  

 
diff -Nru maxima-5.28.0/doc/info/maxima_59.html maxima-5.29.1/doc/info/maxima_59.html
--- maxima-5.28.0/doc/info/maxima_59.html	2012-08-12 21:24:45.000000000 +0000
+++ maxima-5.29.1/doc/info/maxima_59.html	2012-12-10 20:36:03.000000000 +0000
@@ -1,6 +1,6 @@
 
 
-
+
 
 
-Maxima 5.28.0 Manual: 59. interpol
+Maxima 5.29.1 Manual: 59. interpol
 
-
-
+
+
 
 
 
@@ -233,10 +233,10 @@
 

 

 
Function: lagrange (points)
-
+
 

 
Function: lagrange (points, option)
-
+
 

 
Computes the polynomial interpolation by the Lagrangian method. Argument points must be either:
 

@@ -255,6 +255,8 @@
 

 
Note that when working with high degree polynomials, floating point evaluations are unstable.
 

+
See also linearinterpol, cspline, and ratinterpol.
+

 
Examples:
 

 
(%i1) load(interpol)$
@@ -344,7 +346,7 @@
 

 

 
Function: charfun2 (x, a, b)
-
+
 

 
Returns true if number x belongs to the interval [a, b), and false otherwise.
 

@@ -362,10 +364,10 @@
 

 

 
Function: linearinterpol (points)
-
+
 

 
Function: linearinterpol (points, option)
-
+
 

 
Computes the polynomial interpolation by the linear method. Argument points must be either:
 

@@ -382,8 +384,11 @@
 

 
With the option argument it is possible to select the name for the independent variable, which is 'x by default; to define another one, write something like varname='z. 
 

+
See also lagrange, cspline, and ratinterpol.
+

 
Examples:
-
(%i1) load(interpol)$
+

+
(%i1) load(interpol)$
 (%i2) p: matrix([7,2],[8,3],[1,5],[3,2],[6,7])$
 (%i3) linearinterpol(p);
         13   3 x
@@ -444,10 +449,10 @@
 

 

 
Function: cspline (points)
-
+
 

 
Function: cspline (points, option1, option2, ...)
-
+
 

 
Computes the polynomial interpolation by the cubic splines method. Argument points must be either:
 

@@ -474,6 +479,8 @@
 'varname, default 'x, is the name of the independent variable.
 
 
+
See also lagrange, linearinterpol, and ratinterpol.
+

 
Examples:
 
(%i1) load(interpol)$
 (%i2) p:[[7,2],[8,2],[1,5],[3,2],[6,7]]$
@@ -557,10 +564,10 @@
 

 

 
Function: ratinterpol (points, numdeg)
-
+
 

 
Function: ratinterpol (points, numdeg, option1, option2, ...)
-
+
 

 
Generates a rational interpolator for data given by points and the degree of the numerator
 being equal to numdeg; the degree of the denominator is calculated
@@ -586,6 +593,8 @@
 'varname, default 'x, is the name of the independent variable.
 
 
+
See also lagrange, linearinterpol, cspline, minpack_lsquares, and lbfgs.
+

 
Examples:
 

 
(%i1) load(interpol)$
@@ -626,7 +635,7 @@
 
 

  
-  This document was generated by Robert on August, 12 2012 using texi2html 1.76.
+  This document was generated by Robert on December, 10 2012 using texi2html 1.76.
  
  

 
diff -Nru maxima-5.28.0/doc/info/maxima_6.html maxima-5.29.1/doc/info/maxima_6.html
--- maxima-5.28.0/doc/info/maxima_6.html	2012-08-12 21:24:45.000000000 +0000
+++ maxima-5.29.1/doc/info/maxima_6.html	2012-12-10 20:36:03.000000000 +0000
@@ -1,6 +1,6 @@
 
 
-
+
 
 
-Maxima 5.28.0 Manual: 6. Expressions
+Maxima 5.29.1 Manual: 6. Expressions
 
-
-
+
+
 
 
 
@@ -2567,7 +2567,7 @@
 
 

  
-  This document was generated by Robert on August, 12 2012 using texi2html 1.76.
+  This document was generated by Robert on December, 10 2012 using texi2html 1.76.
  
  

 
diff -Nru maxima-5.28.0/doc/info/maxima_60.html maxima-5.29.1/doc/info/maxima_60.html
--- maxima-5.28.0/doc/info/maxima_60.html	2012-08-12 21:24:45.000000000 +0000
+++ maxima-5.29.1/doc/info/maxima_60.html	2012-12-10 20:36:03.000000000 +0000
@@ -1,6 +1,6 @@
 
 
-
+
 
 
-Maxima 5.28.0 Manual: 60. lapack
+Maxima 5.29.1 Manual: 60. lapack
 
-
-
+
+
 
 
 
@@ -231,10 +231,10 @@
 

 

 
Function: dgeev (A)
-
+
 

 
Function: dgeev (A, right_p, left_p)
-
+
 

 
Computes the eigenvalues and, optionally, the eigenvectors of a matrix A.
 All elements of A must be integer or floating point numbers.
@@ -310,7 +310,7 @@
 

 

 
Function: dgeqrf (A)
-
+
 

 
Computes the QR decomposition of the matrix A.
 All elements of A must be integer or floating point numbers.
@@ -354,7 +354,7 @@
 

 

 
Function: dgesv (A, b)
-
+
 

 
Computes the solution x of the linear equation A x = b,
 where A is a square matrix, and b is a matrix of the same number of rows
@@ -439,10 +439,10 @@
 

 

 
Function: dgesvd (A)
-
+
 

 
Function: dgesvd (A, left_p, right_p)
-
+
 

 
Computes the singular value decomposition (SVD) of a matrix A,
 comprising the singular values and, optionally, the left and right singular vectors.
@@ -557,10 +557,10 @@
 

 

 
Function: dlange (norm, A)
-
+
 

 
Function: zlange (norm, A)
-
+
 

 
Computes a norm or norm-like function of the matrix A.
 

@@ -597,10 +597,10 @@
 

 

 
Function: dgemm (A, B)
-
+
 

 
Function: dgemm (A, B, options)
-
+
 

 
Compute the product of two matrices and optionally add the product to
 a third matrix.
@@ -737,7 +737,7 @@
 
 

  
-  This document was generated by Robert on August, 12 2012 using texi2html 1.76.
+  This document was generated by Robert on December, 10 2012 using texi2html 1.76.
  
  

 
diff -Nru maxima-5.28.0/doc/info/maxima_61.html maxima-5.29.1/doc/info/maxima_61.html
--- maxima-5.28.0/doc/info/maxima_61.html	2012-08-12 21:24:45.000000000 +0000
+++ maxima-5.29.1/doc/info/maxima_61.html	2012-12-10 20:36:03.000000000 +0000
@@ -1,6 +1,6 @@
 
 
-
+
 
 
-Maxima 5.28.0 Manual: 61. lbfgs
+Maxima 5.29.1 Manual: 61. lbfgs
 
-
-
+
+
 
 
 
@@ -246,10 +246,10 @@
 
 

 
Function: lbfgs (FOM, X, X0, epsilon, iprint)
-
+
 

 
Function: lbfgs ([FOM, grad] X, X0, epsilon, iprint)
-
+
 

 
Finds an approximate solution of the unconstrained minimization of the figure of merit FOM
 over the list of variables X,
@@ -535,7 +535,7 @@
 

 

 
Variable: lbfgs_nfeval_max
-
+
 

 
Default value: 100
 

@@ -556,7 +556,7 @@
 

 

 
Variable: lbfgs_ncorrections
-
+
 

 
Default value: 25
 

@@ -590,7 +590,7 @@
 
 

  
-  This document was generated by Robert on August, 12 2012 using texi2html 1.76.
+  This document was generated by Robert on December, 10 2012 using texi2html 1.76.
  
  

 
diff -Nru maxima-5.28.0/doc/info/maxima_62.html maxima-5.29.1/doc/info/maxima_62.html
--- maxima-5.28.0/doc/info/maxima_62.html	2012-08-12 21:24:45.000000000 +0000
+++ maxima-5.29.1/doc/info/maxima_62.html	2012-12-10 20:36:03.000000000 +0000
@@ -1,6 +1,6 @@
 
 
-
+
 
 
-Maxima 5.28.0 Manual: 62. lindstedt
+Maxima 5.29.1 Manual: 62. lindstedt
 
-
-
+
+
 
 
 
@@ -192,7 +192,7 @@
 

 

 
Function: Lindstedt (eq,pvar,torder,ic)
-
+
 

 
This is a first pass at a Lindstedt code.  It can solve problems
 with initial conditions entered, which can be arbitrary constants,
@@ -257,7 +257,7 @@
 
 

  
-  This document was generated by Robert on August, 12 2012 using texi2html 1.76.
+  This document was generated by Robert on December, 10 2012 using texi2html 1.76.
  
  

 
diff -Nru maxima-5.28.0/doc/info/maxima_63.html maxima-5.29.1/doc/info/maxima_63.html
--- maxima-5.28.0/doc/info/maxima_63.html	2012-08-12 21:24:45.000000000 +0000
+++ maxima-5.29.1/doc/info/maxima_63.html	2012-12-10 20:36:03.000000000 +0000
@@ -1,6 +1,6 @@
 
 
-
+
 
 
-Maxima 5.28.0 Manual: 63. linearalgebra
+Maxima 5.29.1 Manual: 63. linearalgebra
 
-
-
+
+
 
 
 
@@ -321,7 +321,7 @@
 
 

 
Function: addmatrices (f, M_1, …, M_n)
-
+
 

 
Using the function f as the addition function, return the sum of the
 matrices M_1, …, M_n.  The function f must accept any
@@ -349,7 +349,7 @@
 
 

 
Function: blockmatrixp (M)
-
+
 

 
Return true if and only if M is a matrix and every entry of 
 M is a matrix.
@@ -369,7 +369,7 @@
 
 

 
Function: columnop (M, i, j, theta)
-
+
 

 
If M is a matrix, return the matrix that results from doing the column
 operation C_i <- C_i - theta * C_j. If M doesn't have a row
@@ -388,7 +388,7 @@
 
 

 
Function: columnswap (M, i, j)
-
+
 

 
If M is a matrix, swap columns i and j.  If M doesn't
 have a column i or j, signal an error.
@@ -406,7 +406,7 @@
 
 

 
Function: columnspace (M)
-
+
 

 
If M is a matrix, return span (v_1, ..., v_n), where the set
 {v_1, ..., v_n} is a basis for the column space of M.  The span 
@@ -426,7 +426,7 @@
 
 

 
Function: copy (e)
-
+
 

 
Return a copy of the Maxima expression e.  Although e can be any
 Maxima expression, the copy function is the most useful when e is either 
@@ -465,10 +465,10 @@
 
 

 
Function: cholesky (M)
-
+
 

 
Function: cholesky (M, field)
-
+
 

 
Return the Cholesky factorization of the matrix selfadjoint (or hermitian)
 matrix M.  The second argument defaults to 'generalring.' For a
@@ -489,7 +489,7 @@
 
 

 
Function: ctranspose (M)
-
+
 

 
Return the complex conjugate transpose of the matrix M.  The function
 ctranspose uses matrix_element_transpose to transpose each matrix
@@ -508,7 +508,7 @@
 
 

 
Function: diag_matrix (d_1, d_2, …, d_n)
-
+
 

 
Return a diagonal matrix with diagonal entries d_1, d_2, …,
 d_n.  When the diagonal entries are matrices, the zero entries of the
@@ -542,7 +542,7 @@
 
 

 
Function: dotproduct (u, v)
-
+
 

 
Return the dotproduct of vectors u and v.  This is the same as
 conjugate (transpose (u)) .  v.  The arguments u and
@@ -561,10 +561,10 @@
 
 

 
Function: eigens_by_jacobi (A)
-
+
 

 
Function: eigens_by_jacobi (A, field_type)
-
+
 

 
Computes the eigenvalues and eigenvectors of A by the method of Jacobi
 rotations.  A must be a symmetric matrix (but it need not be positive
@@ -637,7 +637,7 @@
 
 

 
Function: get_lu_factors (x) 
-
+
 

 
When x = lu_factor (A), then get_lu_factors returns a
 list of the form [P, L, U], where P is a permutation matrix,
@@ -657,10 +657,10 @@
 
 

 
Function: hankel (col)
-
+
 

 
Function: hankel (col, row)
-
+
 

 
Return a Hankel matrix H.  The first column of H is col;
 except for the first entry, the last row of H is row.  The
@@ -679,7 +679,7 @@
 
 

 
Function: hessian (f, x)
-
+
 

 
Returns the Hessian matrix of f with respect to the list of variables
 x.  The (i, j)-th element of the Hessian matrix is
@@ -721,7 +721,7 @@
 
 

 
Function: hilbert_matrix (n)
-
+
 

 
Return the n by n Hilbert matrix.  When n isn't a positive
 integer, signal an error.
@@ -739,10 +739,10 @@
 
 

 
Function: identfor (M)
-
+
 

 
Function: identfor (M, fld)
-
+
 

 
Return an identity matrix that has the same shape as the matrix
 M.  The diagonal entries of the identity matrix are the 
@@ -769,7 +769,7 @@
 
 

 
Function: invert_by_lu (M, (rng generalring))
-
+
 

 
Invert a matrix M by using the LU factorization.  The LU factorization
 is done using the ring rng.
@@ -787,7 +787,7 @@
 
 

 
Function: jacobian (f, x)
-
+
 

 
Returns the Jacobian matrix of the list of functions f with respect to
 the list of variables x.  The (i, j)-th element of the Jacobian
@@ -825,7 +825,7 @@
 
 

 
Function: kronecker_product (A, B)
-
+
 

 
Return the Kronecker product of the matrices A and B.
 

@@ -842,10 +842,10 @@
 

 

 
Function: listp (e, p)
-
+
 

 
Function: listp (e)
-
+
 

 
Given an optional argument p, return true if e is a Maxima
 list and p evaluates to true for every list element.  When
@@ -867,7 +867,7 @@
 
 

 
Function: locate_matrix_entry (M, r_1, c_1, r_2, c_2, f, rel)
-
+
 

 
The first argument must be a matrix; the arguments
 r_1 through c_2 determine a sub-matrix of M that consists of
@@ -905,7 +905,7 @@
 
 

 
Function: lu_backsub (M, b)
-
+
 

 
When M = lu_factor (A, field),
 then lu_backsub (M, b) solves the linear
@@ -924,7 +924,7 @@
 
 

 
Function: lu_factor (M, field)
-
+
 

 
Return a list of the form [LU, perm, fld], or
 [LU, perm, fld, lower-cnd upper-cnd], where
@@ -1054,10 +1054,10 @@
 
 

 
Function: mat_cond (M, 1)
-
+
 

 
Function: mat_cond (M, inf)
-
+
 

 
Return the p-norm matrix condition number of the matrix
 m.  The allowed values for p are 1 and inf.  This
@@ -1080,13 +1080,13 @@
 
 

 
Function: mat_norm (M, 1)
-
+
 

 
Function: mat_norm (M, inf)
-
+
 

 
Function: mat_norm (M, frobenius)
-
+
 

 
Return the matrix p-norm of the matrix M.  The allowed values for
 p are 1, inf, and frobenius (the Frobenius matrix norm).
@@ -1105,10 +1105,10 @@
 

 

 
Function: matrixp (e, p)
-
+
 

 
Function: matrixp (e)
-
+
 

 
Given an optional argument p, return true if e is 
 a matrix and p evaluates to true for every matrix element.
@@ -1132,7 +1132,7 @@
 
 

 
Function: matrix_size (M)
-
+
 

 
Return a two member list that gives the number of rows and columns, respectively
 of the matrix M.
@@ -1150,7 +1150,7 @@
 
 

 
Function: mat_fullunblocker (M)
-
+
 

 
If M is a block matrix, unblock the matrix to all levels.  If M is
 a matrix, return M; otherwise, signal an error.
@@ -1168,7 +1168,7 @@
 
 

 
Function: mat_trace (M)
-
+
 

 
Return the trace of the matrix M.  If M isn't a matrix, return a
 noun form.  When M is a block matrix, mat_trace(M) returns
@@ -1187,7 +1187,7 @@
 
 

 
Function: mat_unblocker (M)
-
+
 

 
If M is a block matrix, unblock M one level.  If M is a
 matrix, mat_unblocker (M) returns M; otherwise, signal an error.
@@ -1232,7 +1232,7 @@
 
 

 
Function: nullspace (M)
-
+
 

 
If M is a matrix, return span (v_1, ..., v_n), where the set
 {v_1, ..., v_n} is a basis for the nullspace of M.  The span of
@@ -1252,7 +1252,7 @@
 
 

 
Function: nullity (M)
-
+
 

 
If M is a matrix, return the dimension of the nullspace of M.
 

@@ -1269,7 +1269,7 @@
 
 

 
Function: orthogonal_complement (v_1, …, v_n)
-
+
 

 
Return span (u_1, ..., u_m), where the set {u_1, ..., u_m} is a 
 basis for the orthogonal complement of the set (v_1, ..., v_n).
@@ -1289,13 +1289,13 @@
 
 

 
Function: polynomialp (p, L, coeffp, exponp)
-
+
 

 
Function: polynomialp (p, L, coeffp)
-
+
 

 
Function: polynomialp (p, L)
-
+
 

 
Return true if p is a polynomial in the variables in the list
 L.  The predicate coeffp must evaluate to true for each
@@ -1346,7 +1346,7 @@
 
 

 
Function: polytocompanion (p, x)
-
+
 

 
If p is a polynomial in x, return the companion matrix of p.
 For a monic polynomial p of degree n, we have
@@ -1367,7 +1367,7 @@
 
 

 
Function: ptriangularize (M, v)
-
+
 

 
If M is a matrix with each entry a polynomial in v, return 
 a matrix M2 such that
@@ -1395,7 +1395,7 @@
 
 

 
Function: rowop (M, i, j, theta)
-
+
 

 
If M is a matrix, return the matrix that results from doing the
 row operation R_i <- R_i - theta * R_j.  If M doesn't have a row
@@ -1414,7 +1414,7 @@
 
 

 
Function: rank (M)
-
+
 

 
Return the rank of that matrix M.  The rank is the dimension of the
 column space.  Example:
@@ -1438,7 +1438,7 @@
 
 

 
Function: rowswap (M, i, j)
-
+
 

 
If M is a matrix, swap rows i and j.  If M doesn't
 have a row i or j, signal an error.
@@ -1456,10 +1456,10 @@
 
 

 
Function: toeplitz (col)
-
+
 

 
Function: toeplitz (col, row)
-
+
 

 
Return a Toeplitz matrix T.  The first first column of T is
 col; except for the first entry, the first row of T is row.
@@ -1490,7 +1490,7 @@
 
 

 
Function: vandermonde_matrix ([x_1, ..., x_n])
-
+
 

 
Return a n by n matrix whose i-th row is 
 [1, x_i, x_i^2, ... x_i^(n-1)].
@@ -1508,10 +1508,10 @@
 
 

 
Function: zerofor (M)
-
+
 

 
Function: zerofor (M, fld)
-
+
 

 
Return a zero  matrix that has the same shape as the matrix
 M.  Every entry of the zero matrix is the
@@ -1538,7 +1538,7 @@
 
 

 
Function: zeromatrixp (M)
-
+
 

 
If M is not a block matrix, return true if
 is (equal (e, 0)) is true for each element e of the matrix
@@ -1574,7 +1574,7 @@
 
 

  
-  This document was generated by Robert on August, 12 2012 using texi2html 1.76.
+  This document was generated by Robert on December, 10 2012 using texi2html 1.76.
  
  

 
diff -Nru maxima-5.28.0/doc/info/maxima_64.html maxima-5.29.1/doc/info/maxima_64.html
--- maxima-5.28.0/doc/info/maxima_64.html	2012-08-12 21:24:45.000000000 +0000
+++ maxima-5.29.1/doc/info/maxima_64.html	2012-12-10 20:36:03.000000000 +0000
@@ -1,6 +1,6 @@
 
 
-
+
 
 
-Maxima 5.28.0 Manual: 64. lsquares
+Maxima 5.29.1 Manual: 64. lsquares
 
-
-
+
+
 
 
 
@@ -230,10 +230,10 @@
 

 

 
Function: lsquares_estimates (D, x, e, a)
-
+
 

 
Function: lsquares_estimates (D, x, e, a, initial = L, tol = t)
-
+
 

 
Estimate parameters a to best fit the equation e
 in the variables x and a to the data D,
@@ -341,7 +341,7 @@
 

 

 
Function: lsquares_estimates_exact (MSE, a)
-
+
 

 
Estimate parameters a to minimize the mean square error MSE,
 by constructing a system of equations and attempting to solve them symbolically via solve.
@@ -406,7 +406,7 @@
 

 

 
Function: lsquares_estimates_approximate (MSE, a, initial = L, tol = t)
-
+
 

 
Estimate parameters a to minimize the mean square error MSE,
 via the numerical minimization function lbfgs.
@@ -486,7 +486,7 @@
 

 

 
Function: lsquares_mse (D, x, e)
-
+
 

 
Returns the mean square error (MSE), a summation expression, for the equation e
 in the variables x, with data D.
@@ -567,7 +567,7 @@
 

 

 
Function: lsquares_residuals (D, x, e, a)
-
+
 

 
Returns the residuals for the equation e
 with specified parameters a and data D.
@@ -630,7 +630,7 @@
 

 

 
Function: lsquares_residual_mse (D, x, e, a)
-
+
 

 
Returns the residual mean square error (MSE) for the equation e
 with specified parameters a and data D.
@@ -694,13 +694,13 @@
 

 

 
Function: plsquares (Mat,VarList,depvars)
-
+
 

 
Function: plsquares (Mat,VarList,depvars,maxexpon)
-
+
 

 
Function: plsquares (Mat,VarList,depvars,maxexpon,maxdegree)
-
+
 

 
Multivariable polynomial adjustment of a data table by the "least squares"
 method. Mat is a matrix containing the data, VarList is a list of variable names (one for each Mat column, but use "-" instead of varnames to ignore Mat columns), depvars is the name of a dependent variable or a list with one or more names of dependent variables (which names should be in VarList), maxexpon is the optional maximum exponent for each independent variable (1 by default), and maxdegree is the optional maximum polynomial degree (maxexpon by default); note that the sum of exponents of each term must be equal or smaller than maxdegree, and if maxdgree = 0 then no limit is applied.
@@ -792,7 +792,7 @@
 
 

  
-  This document was generated by Robert on August, 12 2012 using texi2html 1.76.
+  This document was generated by Robert on December, 10 2012 using texi2html 1.76.
  
  

 
diff -Nru maxima-5.28.0/doc/info/maxima_65.html maxima-5.29.1/doc/info/maxima_65.html
--- maxima-5.28.0/doc/info/maxima_65.html	2012-08-12 21:24:45.000000000 +0000
+++ maxima-5.29.1/doc/info/maxima_65.html	2012-12-10 20:36:03.000000000 +0000
@@ -1,6 +1,6 @@
 
 
-
+
 
 
-Maxima 5.28.0 Manual: 65. minpack
+Maxima 5.29.1 Manual: 65. minpack
 
-
-
+
+
 
 
 
@@ -232,7 +232,7 @@
 

 

 
Function: minpack_lsquares (flist, varlist, guess [, tolerance, jacobian])
-
+
 

 
Compute the point that minimizes the sum of the squares of the
 functions in the list flist.  The variables are in the list
@@ -305,7 +305,7 @@
 

 

 
Function: minpack_solve (flist, varlist, guess [, tolerance, jacobian])
-
+
 

 
Solve a system of n equations in n unknowns.
 The n equations are given in the list flist, and the
@@ -365,7 +365,7 @@
 
 

  
-  This document was generated by Robert on August, 12 2012 using texi2html 1.76.
+  This document was generated by Robert on December, 10 2012 using texi2html 1.76.
  
  

 
diff -Nru maxima-5.28.0/doc/info/maxima_66.html maxima-5.29.1/doc/info/maxima_66.html
--- maxima-5.28.0/doc/info/maxima_66.html	2012-08-12 21:24:45.000000000 +0000
+++ maxima-5.29.1/doc/info/maxima_66.html	2012-12-10 20:36:03.000000000 +0000
@@ -1,6 +1,6 @@
 
 
-
+
 
 
-Maxima 5.28.0 Manual: 66. makeOrders
+Maxima 5.29.1 Manual: 66. makeOrders
 
-
-
+
+
 
 
 
@@ -192,7 +192,7 @@
 
 

 
Function: makeOrders (indvarlist,orderlist)
-
+
 

 
Returns a list of all powers for a polynomial up to and including the arguments. 
 

@@ -242,7 +242,7 @@
 
 

  
-  This document was generated by Robert on August, 12 2012 using texi2html 1.76.
+  This document was generated by Robert on December, 10 2012 using texi2html 1.76.
  
  

 
diff -Nru maxima-5.28.0/doc/info/maxima_67.html maxima-5.29.1/doc/info/maxima_67.html
--- maxima-5.28.0/doc/info/maxima_67.html	2012-08-12 21:24:45.000000000 +0000
+++ maxima-5.29.1/doc/info/maxima_67.html	2012-12-10 20:36:03.000000000 +0000
@@ -1,6 +1,6 @@
 
 
-
+
 
 
-Maxima 5.28.0 Manual: 67. mnewton
+Maxima 5.29.1 Manual: 67. mnewton
 
-
-
+
+
 
 
 
@@ -231,7 +231,7 @@
 
 

 
Option variable: newtonepsilon
-
+
 

 
Default value: 10.0^(-fpprec/2)
 

@@ -252,7 +252,7 @@
 
 

 
Option variable: newtonmaxiter
-
+
 

 
Default value: 50
 

@@ -274,7 +274,7 @@
 

 

 
Function: mnewton (FuncList,VarList,GuessList)
-
+
 

 
Multiple nonlinear functions solution using the Newton method.
 FuncList is the list of functions to solve,
@@ -339,7 +339,7 @@
 
 

  
-  This document was generated by Robert on August, 12 2012 using texi2html 1.76.
+  This document was generated by Robert on December, 10 2012 using texi2html 1.76.
  
  

 
diff -Nru maxima-5.28.0/doc/info/maxima_68.html maxima-5.29.1/doc/info/maxima_68.html
--- maxima-5.28.0/doc/info/maxima_68.html	2012-08-12 21:24:45.000000000 +0000
+++ maxima-5.29.1/doc/info/maxima_68.html	2012-12-10 20:36:03.000000000 +0000
@@ -1,6 +1,6 @@
 
 
-
+
 
 
-Maxima 5.28.0 Manual: 68. numericalio
+Maxima 5.29.1 Manual: 68. numericalio
 
-
-
+
+
 
 
 
@@ -379,16 +379,16 @@
 

 

 
Function: read_matrix (S)
-
+
 

 
Function: read_matrix (S, M)
-
+
 

 
Function: read_matrix (S, separator_flag)
-
+
 

 
Function: read_matrix (S, M, separator_flag)
-
+
 

 
read_matrix(S) reads the source S and returns its entire content as a matrix.
 The size of the matrix is inferred from the input data;
@@ -421,10 +421,10 @@
 

 

 
Function: read_array (S, A)
-
+
 

 
Function: read_array (S, A, separator_flag)
-
+
 

 
Reads the source S into the array A,
 until A is full or the source is exhausted.
@@ -452,10 +452,10 @@
 

 

 
Function: read_hashed_array (S, A)
-
+
 

 
Function: read_hashed_array (S, A, separator_flag)
-
+
 

 
Reads the source S and returns its entire content as a hashed array.
 The source S may be a file name or a stream.
@@ -485,10 +485,10 @@
 

 

 
Function: read_nested_list (S)
-
+
 

 
Function: read_nested_list (S, separator_flag)
-
+
 

 
Reads the source S and returns its entire content as a nested list.
 The source S may be a file name or a stream.
@@ -516,16 +516,16 @@
 

 

 
Function: read_list (S)
-
+
 

 
Function: read_list (S, L)
-
+
 

 
Function: read_list (S, separator_flag)
-
+
 

 
Function: read_list (S, L, separator_flag)
-
+
 

 
read_list(S) reads the source S and returns its entire content as a flat list.
 

@@ -553,10 +553,10 @@
 

 

 
Function: write_data (X, D)
-
+
 

 
Function: write_data (X, D, separator_flag)
-
+
 

 
Writes the object X to the destination D.
 

@@ -623,7 +623,7 @@
 

 

 
Function: assume_external_byte_order (byte_order_flag)
-
+
 

 
Tells numericalio the byte order for reading and writing binary data.
 Two values of byte_order_flag are recognized:
@@ -644,7 +644,7 @@
 

 

 
Function: openr_binary (file_name)
-
+
 

 
Returns an input stream of 8-bit unsigned bytes to read the file named by file_name.
 

@@ -662,7 +662,7 @@
 

 

 
Function: openw_binary (file_name)
-
+
 

 
Returns an output stream of 8-bit unsigned bytes to write the file named by file_name.
 

@@ -680,7 +680,7 @@
 

 

 
Function: opena_binary (file_name)
-
+
 

 
Returns an output stream of 8-bit unsigned bytes to append the file named by file_name.
 

@@ -698,7 +698,7 @@
 

 

 
Function: read_binary_matrix (S, M)
-
+
 

 
Reads binary 8-byte floating point numbers from the source S into the matrix M
 until M is full, or the source is exhausted.
@@ -722,7 +722,7 @@
 

 

 
Function: read_binary_array (S, A)
-
+
 

 
Reads binary 8-byte floating point numbers from the source S into the array A
 until A is full, or the source is exhausted.
@@ -747,10 +747,10 @@
 

 

 
Function: read_binary_list (S)
-
+
 

 
Function: read_binary_list (S, L)
-
+
 

 
read_binary_list(S) reads the entire content of the source S
 as a sequence of binary 8-byte floating point numbers, and returns it as a list.
@@ -775,7 +775,7 @@
 

 

 
Function: write_binary_data (X, D)
-
+
 

 
Writes the object X, comprising binary 8-byte IEEE 754 floating-point numbers,
 to the destination D.
@@ -826,7 +826,7 @@
 
 

  
-  This document was generated by Robert on August, 12 2012 using texi2html 1.76.
+  This document was generated by Robert on December, 10 2012 using texi2html 1.76.
  
  

 
diff -Nru maxima-5.28.0/doc/info/maxima_69.html maxima-5.29.1/doc/info/maxima_69.html
--- maxima-5.28.0/doc/info/maxima_69.html	2012-08-12 21:24:45.000000000 +0000
+++ maxima-5.29.1/doc/info/maxima_69.html	2012-12-10 20:36:03.000000000 +0000
@@ -1,6 +1,6 @@
 
 
-
+
 
 
-Maxima 5.28.0 Manual: 69. opsubst
+Maxima 5.29.1 Manual: 69. opsubst
 
-
-
+
+
 
 
 
@@ -191,13 +191,13 @@
 
 

 
Function: opsubst (f,g,e)
-
+
 

 
Function: opsubst (g=f,e)
-
+
 

 
Function: opsubst ([g1=f1,g2=f2,..., gn=fn],e)
-
+
 

 
The function opsubst is similar to the function subst, except that
 opsubst only makes substitutions for the operators in an expression. In general, 
@@ -287,7 +287,7 @@
 
 

  
-  This document was generated by Robert on August, 12 2012 using texi2html 1.76.
+  This document was generated by Robert on December, 10 2012 using texi2html 1.76.
  
  

 
diff -Nru maxima-5.28.0/doc/info/maxima_7.html maxima-5.29.1/doc/info/maxima_7.html
--- maxima-5.28.0/doc/info/maxima_7.html	2012-08-12 21:24:45.000000000 +0000
+++ maxima-5.29.1/doc/info/maxima_7.html	2012-12-10 20:36:03.000000000 +0000
@@ -1,6 +1,6 @@
 
 
-
+
 
 
-Maxima 5.28.0 Manual: 7. Operators
+Maxima 5.29.1 Manual: 7. Operators
 
-
-
+
+
 
 
 
@@ -1821,7 +1821,7 @@
 
 

  
-  This document was generated by Robert on August, 12 2012 using texi2html 1.76.
+  This document was generated by Robert on December, 10 2012 using texi2html 1.76.
  
  

 
diff -Nru maxima-5.28.0/doc/info/maxima_70.html maxima-5.29.1/doc/info/maxima_70.html
--- maxima-5.28.0/doc/info/maxima_70.html	2012-08-12 21:24:45.000000000 +0000
+++ maxima-5.29.1/doc/info/maxima_70.html	2012-12-10 20:36:03.000000000 +0000
@@ -1,6 +1,6 @@
 
 
-
+
 
 
-Maxima 5.28.0 Manual: 70. orthopoly
+Maxima 5.29.1 Manual: 70. orthopoly
 
-
-
+
+
 
 
 
@@ -790,7 +790,7 @@
 

 

 
Function: assoc_legendre_p (n, m, x)
-
+
 

 
The associated Legendre function of the first kind of degree n and
 order m.
@@ -811,7 +811,7 @@
 

 

 
Function: assoc_legendre_q (n, m, x)
-
+
 

 
The associated Legendre function of the second kind of degree n
 and order m.
@@ -831,7 +831,7 @@
 

 

 
Function: chebyshev_t (n, x)
-
+
 

 
The Chebyshev function of the first kind.
 

@@ -850,7 +850,7 @@
 

 

 
Function: chebyshev_u (n, x)
-
+
 

 
The Chebyshev function of the second kind.
 

@@ -869,7 +869,7 @@
 

 

 
Function: gen_laguerre (n, a, x)
-
+
 

 
The generalized Laguerre polynomial of degree n.
 

@@ -888,7 +888,7 @@
 

 

 
Function: hermite (n, x)
-
+
 

 
The Hermite polynomial.
 

@@ -907,7 +907,7 @@
 

 

 
Function: intervalp (e)
-
+
 

 
Return true if the input is an interval and return false if it isn't. 
 

@@ -926,7 +926,7 @@
 

 

 
Function: jacobi_p (n, a, b, x)
-
+
 

 
The Jacobi polynomial.
 

@@ -950,7 +950,7 @@
 

 

 
Function: laguerre (n, x)
-
+
 

 
The Laguerre polynomial.
 

@@ -969,7 +969,7 @@
 

 

 
Function: legendre_p (n, x)
-
+
 

 
The Legendre polynomial of the first kind.
 

@@ -988,7 +988,7 @@
 

 

 
Function: legendre_q (n, x)
-
+
 

 
The Legendre polynomial of the first kind.
 

@@ -1007,17 +1007,17 @@
 

 

 
Function: orthopoly_recur (f, args)
-
+
 

 
Returns a recursion relation for the orthogonal function family
 f with arguments args. The recursion is with 
 respect to the polynomial degree.
 

 
(%i1) orthopoly_recur (legendre_p, [n, x]);
-                (2 n - 1) P     (x) x + (1 - n) P     (x)
-                           n - 1                 n - 2
-(%o1)   P (x) = -----------------------------------------
-         n                          n
+                    (2 n + 1) P (x) x - n P     (x)
+                               n           n - 1
+(%o1)   P     (x) = -------------------------------
+         n + 1                   n + 1
 

 
The second argument to orthopoly_recur must be a list with the 
 correct number of arguments for the function f; if it isn't, 
@@ -1049,7 +1049,7 @@
 

 

 
Variable: orthopoly_returns_intervals
-
+
 

 
Default value: true
 

@@ -1071,7 +1071,7 @@
 

 

 
Function: orthopoly_weight (f, args)
-
+
 

 
Returns a three element list; the first element is 
 the formula of the weight for the orthogonal polynomial family
@@ -1102,7 +1102,7 @@
 

 

 
Function: pochhammer (n, x)
-
+
 

 
The Pochhammer symbol. For nonnegative integers n with
 n <= pochhammer_max_index, the expression pochhammer (x, n) 
@@ -1149,7 +1149,7 @@
 

 

 
Variable: pochhammer_max_index
-
+
 

 
Default value: 100
 

@@ -1181,7 +1181,7 @@
 

 

 
Function: spherical_bessel_j (n, x)
-
+
 

 
The spherical Bessel function of the first kind.
 

@@ -1202,7 +1202,7 @@
 

 

 
Function: spherical_bessel_y (n, x)
-
+
 

 
The spherical Bessel function of the second kind. 
 

@@ -1223,7 +1223,7 @@
 

 

 
Function: spherical_hankel1 (n, x)
-
+
 

 
The spherical Hankel function of the
 first kind.
@@ -1245,7 +1245,7 @@
 

 

 
Function: spherical_hankel2 (n, x)
-
+
 

 
The spherical Hankel function of the second kind.
 

@@ -1266,7 +1266,7 @@
 

 

 
Function: spherical_harmonic (n, m, x, y)
-
+
 

 
The spherical harmonic function.
 

@@ -1285,7 +1285,7 @@
 

 

 
Function: unit_step (x)
-
+
 

 
The left-continuous unit step function; thus
 unit_step (x) vanishes for x <= 0 and equals
@@ -1309,7 +1309,7 @@
 

 

 
Function: ultraspherical (n, a, x)
-
+
 

 
The ultraspherical polynomial (also known as the Gegenbauer polynomial).
 

@@ -1342,7 +1342,7 @@
 
 

  
-  This document was generated by Robert on August, 12 2012 using texi2html 1.76.
+  This document was generated by Robert on December, 10 2012 using texi2html 1.76.
  
  

 
diff -Nru maxima-5.28.0/doc/info/maxima_71.html maxima-5.29.1/doc/info/maxima_71.html
--- maxima-5.28.0/doc/info/maxima_71.html	2012-08-12 21:24:45.000000000 +0000
+++ maxima-5.29.1/doc/info/maxima_71.html	2012-12-10 20:36:03.000000000 +0000
@@ -1,6 +1,6 @@
 
 
-
+
 
 
-Maxima 5.28.0 Manual: 71. plotdf
+Maxima 5.29.1 Manual: 71. plotdf
 
-
-
+
+
 
 
 
@@ -268,16 +268,16 @@
 
 

 
Function: plotdf (dydx, ...options...)
-
+
 

 
Function: plotdf (dvdu, [u,v], ...options...)
-
+
 

 
Function: plotdf ([dxdt,dydt], ...options...)
-
+
 

 
Function: plotdf ([dudt,dvdt], [u,v], ...options...)
-
+
 

 
Displays a direction field in two dimensions x and y.
 

@@ -498,7 +498,7 @@
 
 

  
-  This document was generated by Robert on August, 12 2012 using texi2html 1.76.
+  This document was generated by Robert on December, 10 2012 using texi2html 1.76.
  
  

 
diff -Nru maxima-5.28.0/doc/info/maxima_72.html maxima-5.29.1/doc/info/maxima_72.html
--- maxima-5.28.0/doc/info/maxima_72.html	2012-08-12 21:24:45.000000000 +0000
+++ maxima-5.29.1/doc/info/maxima_72.html	2012-12-10 20:36:03.000000000 +0000
@@ -1,6 +1,6 @@
 
 
-
+
 
 
-Maxima 5.28.0 Manual: 72. romberg
+Maxima 5.29.1 Manual: 72. romberg
 
-
-
+
+
 
 
 
@@ -191,10 +191,10 @@
 
 

 
Function: romberg (expr, x, a, b)
-
+
 

 
Function: romberg (F, a, b)
-
+
 

 
Computes a numerical integration by Romberg's method.
 

@@ -307,7 +307,7 @@
 

 

 
Option variable: rombergabs
-
+
 

 
Default value: 0.0
 

@@ -334,7 +334,7 @@
 

 

 
Option variable: rombergit
-
+
 

 
Default value: 11
 

@@ -358,7 +358,7 @@
 

 

 
Option variable: rombergmin
-
+
 

 
Default value: 0
 

@@ -380,7 +380,7 @@
 

 

 
Option variable: rombergtol
-
+
 

 
Default value: 1e-4
 

@@ -422,7 +422,7 @@
 
 

  
-  This document was generated by Robert on August, 12 2012 using texi2html 1.76.
+  This document was generated by Robert on December, 10 2012 using texi2html 1.76.
  
  

 
diff -Nru maxima-5.28.0/doc/info/maxima_73.html maxima-5.29.1/doc/info/maxima_73.html
--- maxima-5.28.0/doc/info/maxima_73.html	2012-08-12 21:24:45.000000000 +0000
+++ maxima-5.29.1/doc/info/maxima_73.html	2012-12-10 20:36:03.000000000 +0000
@@ -1,6 +1,6 @@
 
 
-
+
 
 
-Maxima 5.28.0 Manual: 73. simplex
+Maxima 5.29.1 Manual: 73. simplex
 
-
-
+
+
 
 
 
@@ -239,7 +239,7 @@
 

 

 
Option variable: epsilon_lp
-
+
 

 
Default value: 10^-8
 

@@ -260,7 +260,7 @@
 

 

 
Function: linear_program (A, b, c)
-
+
 

 
linear_program is an implementation of the simplex algorithm.
 linear_program(A, b, c) computes a vector x for which
@@ -303,7 +303,7 @@
 

 

 
Function: maximize_lp (obj, cond, [pos])
-
+
 

 
Maximizes linear objective function obj subject to some linear
 constraints cond. See minimize_lp for detailed
@@ -327,7 +327,7 @@
 

 

 
Function: minimize_lp (obj, cond, [pos])
-
+
 

 
Minimizes a linear objective function obj subject to some linear
 constraints cond. cond a list of linear equations or
@@ -339,7 +339,7 @@
 contains the minimum value of the objective function and a list of
 decision variable values for which the minimum is attained. If the
 problem is not bounded, minimize_lp returns "Problem not
-bounded!" and if the problem is not feasible, it returns "Ploblem not
+bounded!" and if the problem is not feasible, it returns "Problem not
 feasible!".
 

 
The decision variables are not assumed to be nonegative by default. If
@@ -385,7 +385,7 @@
 

 

 
Option variable: nonegative_lp
-
+
 

 
Default value: false
 

@@ -421,7 +421,7 @@
 
 

  
-  This document was generated by Robert on August, 12 2012 using texi2html 1.76.
+  This document was generated by Robert on December, 10 2012 using texi2html 1.76.
  
  

 
diff -Nru maxima-5.28.0/doc/info/maxima_74.html maxima-5.29.1/doc/info/maxima_74.html
--- maxima-5.28.0/doc/info/maxima_74.html	2012-08-12 21:24:45.000000000 +0000
+++ maxima-5.29.1/doc/info/maxima_74.html	2012-12-10 20:36:03.000000000 +0000
@@ -1,6 +1,6 @@
 
 
-
+
 
 
-Maxima 5.28.0 Manual: 74. simplification
+Maxima 5.29.1 Manual: 74. simplification
 
-
-
+
+
 
 
 
@@ -332,7 +332,7 @@
 

 

 
Function: facsum (expr, arg_1, ..., arg_n)
-
+
 

 
Returns  a form  of expr  which depends  on the
 arguments arg_1, ..., arg_n.
@@ -382,7 +382,7 @@
 

 

 
Global variable: nextlayerfactor
-
+
 

 
Default value: false
 

@@ -414,7 +414,7 @@
 

 

 
Global variable: facsum_combine
-
+
 

 
Default value: true
 

@@ -445,7 +445,7 @@
 

 

 
Function: factorfacsum (expr, arg_1, ... arg_n)
-
+
 

 
Returns a  form of expr  which is
 obtained by calling  facsum on the factors  of expr with arg_1, ... arg_n as
@@ -468,7 +468,7 @@
 
 

 
Function: collectterms (expr, arg_1, …, arg_n)
-
+
 

 
If several expressions have been simplified  with the following functions
 facsum, factorfacsum, factenexpand, facexpten or
@@ -529,7 +529,7 @@
 

 

 
Function: rempart (expr, n)
-
+
 

 
Removes part n from the expression expr.
 

@@ -553,7 +553,7 @@
 

 

 
Function: wronskian ([f_1, ..., f_n], x)
-
+
 

 
Returns the Wronskian matrix of the list of expressions [f_1, ..., f_n] in the variable x.
 The determinant of the Wronskian matrix is the Wronskian determinant of the list of expressions.
@@ -580,7 +580,7 @@
 

 

 
Function: tracematrix (M)
-
+
 

 
Returns the trace (sum of the diagonal elements) of matrix M.
 

@@ -601,7 +601,7 @@
 
 

 
Function: rational (z)
-
+
 

 
Multiplies numerator and denominator of z by the complex conjugate of denominator,
 thus rationalizing the denominator.
@@ -624,7 +624,7 @@
 

 

 
Function: logand (x,y)
-
+
 

 
Returns logical (bit-wise) "and" of arguments x and y.
 

@@ -645,7 +645,7 @@
 

 

 
Function: logor (x,y)
-
+
 

 
Returns logical (bit-wise) "or" of arguments x and y.
 

@@ -666,7 +666,7 @@
 

 

 
Function: logxor (x,y)
-
+
 

 
Returns logical (bit-wise) exclusive-or of arguments x and y.
 

@@ -689,7 +689,7 @@
 

 

 
Function: nonzeroandfreeof (x, expr)
-
+
 

 
Returns true if expr is nonzero and freeof (x, expr) returns true.
 Returns false otherwise.
@@ -711,7 +711,7 @@
 
 

 
Function: linear (expr, x)
-
+
 

 
When expr is an expression linear in variable x,
 linear returns a*x + b where a is nonzero,
@@ -736,7 +736,7 @@
 
 

 
Function: gcdivide (p, q)
-
+
 

 
When the option variable takegcd is true which is the default,
 gcdivide divides the polynomials p and q by their greatest
@@ -800,7 +800,7 @@
 

 

 
Function: arithmetic (a, d, n)
-
+
 

 
Returns the n-th term of the arithmetic series
 a, a + d, a + 2*d, ..., a + (n - 1)*d.
@@ -822,7 +822,7 @@
 

 

 
Function: geometric (a, r, n)
-
+
 

 
Returns the n-th term of the geometric series
 a, a*r, a*r^2, ..., a*r^(n - 1).
@@ -844,7 +844,7 @@
 

 

 
Function: harmonic (a, b, c, n)
-
+
 

 
Returns the n-th term of the harmonic series
 a/b, a/(b + c), a/(b + 2*c), ..., a/(b + (n - 1)*c).
@@ -866,7 +866,7 @@
 

 

 
Function: arithsum (a, d, n)
-
+
 

 
Returns the sum of the arithmetic series from 1 to n.
 

@@ -887,7 +887,7 @@
 

 

 
Function: geosum (a, r, n)
-
+
 

 
Returns the sum of the geometric series from 1 to n.  If n is
 infinity (inf) then a sum is finite only if the absolute value
@@ -910,7 +910,7 @@
 

 

 
Function: gaussprob (x)
-
+
 

 
Returns the Gaussian probability function
 %e^(-x^2/2) / sqrt(2*%pi).
@@ -932,7 +932,7 @@
 

 

 
Function: gd (x)
-
+
 

 
Returns the Gudermannian function
 2*atan(%e^x)-%pi/2.
@@ -954,7 +954,7 @@
 

 

 
Function: agd (x)
-
+
 

 
Returns the inverse Gudermannian function
 log (tan (%pi/4 + x/2))).
@@ -976,7 +976,7 @@
 

 

 
Function: vers (x)
-
+
 

 
Returns the versed sine 1 - cos (x).
 

@@ -997,7 +997,7 @@
 

 

 
Function: covers (x)
-
+
 

 
Returns the coversed sine 1 - sin (x).
 

@@ -1018,7 +1018,7 @@
 

 

 
Function: exsec (x)
-
+
 

 
Returns the exsecant sec (x) - 1.
 

@@ -1039,7 +1039,7 @@
 

 

 
Function: hav (x)
-
+
 

 
Returns the haversine (1 - cos(x))/2.
 

@@ -1060,7 +1060,7 @@
 

 

 
Function: combination (n, r)
-
+
 

 
Returns the number of combinations of n objects
 taken r at a time.
@@ -1082,7 +1082,7 @@
 

 

 
Function: permutation (n, r)
-
+
 

 
Returns the number of permutations of r objects
 selected from a set of n objects.
@@ -1271,7 +1271,7 @@
 

 

 
Function: reduce_consts (expr)
-
+
 

 
Replaces constant subexpressions of expr with
 constructed constant atoms, saving the definition of all these
@@ -1353,7 +1353,7 @@
 

 

 
Function: gcfac (expr)
-
+
 

 
gcfac is a factoring function that attempts to apply the same heuristics which
 scientists apply in trying to make expressions simpler.  gcfac is limited
@@ -1417,7 +1417,7 @@
 

 

 
Function: sqrtdenest (expr)
-
+
 

 
Denests sqrt of simple, numerical, binomial surds, where possible.  E.g.
 

@@ -1473,7 +1473,7 @@
 
 

  
-  This document was generated by Robert on August, 12 2012 using texi2html 1.76.
+  This document was generated by Robert on December, 10 2012 using texi2html 1.76.
  
  

 
diff -Nru maxima-5.28.0/doc/info/maxima_75.html maxima-5.29.1/doc/info/maxima_75.html
--- maxima-5.28.0/doc/info/maxima_75.html	2012-08-12 21:24:45.000000000 +0000
+++ maxima-5.29.1/doc/info/maxima_75.html	2012-12-10 20:36:03.000000000 +0000
@@ -1,6 +1,6 @@
 
 
-
+
 
 
-Maxima 5.28.0 Manual: 75. solve_rec
+Maxima 5.29.1 Manual: 75. solve_rec
 
-
-
+
+
 
 
 
@@ -242,7 +242,7 @@
 

 

 
Function: reduce_order (rec, sol, var)
-
+
 

 
Reduces the order of linear recurrence rec when a particular solution
 sol is known. The reduced reccurence can be used to get other solutions.
@@ -302,7 +302,7 @@
 

 

 
Option variable: simplify_products
-
+
 

 
Default value: true
 

@@ -324,7 +324,7 @@
 

 

 
Function: simplify_sum (expr)
-
+
 

 
Tries to simplify all sums appearing in expr to a closed form.
 

@@ -364,7 +364,7 @@
 
 

 
Function: solve_rec (eqn, var, [init])
-
+
 

 
Solves for hypergeometrical solutions to linear recurrence eqn with
 polynomials coefficient in variable var. Optional arguments init
@@ -441,7 +441,7 @@
 

 

 
Function: solve_rec_rat (eqn, var, [init])
-
+
 

 
Solves for rational solutions to linear recurrences. See solve_rec for
 description of arguments.
@@ -478,7 +478,7 @@
 

 

 
Option variable: product_use_gamma
-
+
 

 
Default value: true
 

@@ -500,10 +500,10 @@
 

 

 
Function: summand_to_rec (summand, k, n)
-
+
 

 
Function: summand_to_rec (summand, [k, lo, hi], n)
-
+
 

 
Returns the recurrence sattisfied by the sum
 

@@ -564,7 +564,7 @@
 
 

  
-  This document was generated by Robert on August, 12 2012 using texi2html 1.76.
+  This document was generated by Robert on December, 10 2012 using texi2html 1.76.
  
  

 
diff -Nru maxima-5.28.0/doc/info/maxima_76.html maxima-5.29.1/doc/info/maxima_76.html
--- maxima-5.28.0/doc/info/maxima_76.html	2012-08-12 21:24:45.000000000 +0000
+++ maxima-5.29.1/doc/info/maxima_76.html	2012-12-10 20:36:03.000000000 +0000
@@ -1,6 +1,6 @@
 
 
-
+
 
 
-Maxima 5.28.0 Manual: 76. stats
+Maxima 5.29.1 Manual: 76. stats
 
-
-
+
+
 
 
 
@@ -254,7 +254,7 @@
 

 

 
Function: inference_result (title, values, numbers)
-
+
 

 
Constructs an inference_result object of the type returned by the
 stats functions. Argument title is a
@@ -313,7 +313,7 @@
 

 

 
Function: inferencep (obj)
-
+
 

 
Returns true or false, depending on whether obj is an
 inference_result object or not.
@@ -336,7 +336,7 @@
 

 

 
Function: items_inference (obj)
-
+
 

 
Returns a list with the names of the items stored in obj, which must
 be an inference_result object.
@@ -374,13 +374,13 @@
 

 

 
Function: take_inference (n, obj)
-
+
 

 
Function: take_inference (name, obj)
-
+
 

 
Function: take_inference (list, obj)
-
+
 

 
Returns the n-th value stored in obj if n is a positive integer,
 or the item named name if this is the name of an item. If the first
@@ -465,7 +465,7 @@
 

 

 
Option variable: stats_numer
-
+
 

 
Default value: true
 

@@ -490,10 +490,10 @@
 

 

 
Function: test_mean (x)
-
+
 

 
Function: test_mean (x, options ...)
-
+
 

 
This is the mean t-test. Argument x is a list or a column matrix
 containing a one dimensional sample. It also performs an asymptotic test
@@ -631,10 +631,10 @@
 

 

 
Function: test_means_difference (x1, x2)
-
+
 

 
Function: test_means_difference (x1, x2, options ...)
-
+
 

 
This is the difference of means t-test for two samples.
 Arguments x1 and x2 are lists or column matrices
@@ -780,10 +780,10 @@
 

 

 
Function: test_variance (x)
-
+
 

 
Function: test_variance (x, options, ...)
-
+
 

 
This is the variance chi^2-test. Argument x is a list or a column matrix
 containing a one dimensional sample taken from a normal population.
@@ -882,10 +882,10 @@
 

 

 
Function: test_variance_ratio (x1, x2)
-
+
 

 
Function: test_variance_ratio (x1, x2, options ...)
-
+
 

 
This is the variance ratio F-test for two normal populations.
 Arguments x1 and x2 are lists or column matrices
@@ -987,10 +987,10 @@
 

 

 
Function: test_proportion (x, n)
-
+
 

 
Function: test_proportion (x, n, options ...)
-
+
 

 
Inferences on a proportion. Argument x is the number of successes
 in n trials in a Bernoulli experiment with unknown probability.
@@ -1115,10 +1115,10 @@
 

 

 
Function: test_proportions_difference (x1, n1, x2, n2)
-
+
 

 
Function: test_proportions_difference (x1, n1, x2, n2, options ...)
-
+
 

 
Inferences on the difference of two proportions. Argument x1 is the number of successes
 in n1 trials in a Bernoulli experiment in the first population, and x2 and n2
@@ -1237,10 +1237,10 @@
 

 

 
Function: test_sign (x)
-
+
 

 
Function: test_sign (x, options ...)
-
+
 

 
This is the non parametric sign test for the median of a continuous population.
 Argument x is a list or a column matrix containing a one dimensional sample.
@@ -1324,10 +1324,10 @@
 

 

 
Function: test_signed_rank (x)
-
+
 

 
Function: test_signed_rank (x, options ...)
-
+
 

 
This is the Wilcoxon signed rank test to make inferences about the median of a
 continuous population. Argument x is a list or a column matrix
@@ -1437,10 +1437,10 @@
 

 

 
Function: test_rank_sum (x1, x2)
-
+
 

 
Function: test_rank_sum (x1, x2, option)
-
+
 

 
This is the Wilcoxon-Mann-Whitney test for comparing the medians of two
 continuous populations. The first two arguments x1 and x2 are lists
@@ -1539,7 +1539,7 @@
 

 

 
Function: test_normality (x)
-
+
 

 
Shapiro-Wilk test for normality. Argument x is a list of numbers, and sample
 size must be greater than 2 and less or equal than 5000, otherwise, function
@@ -1595,10 +1595,10 @@
 

 

 
Function: linear_regression (x)
-
+
 

 
Function: linear_regression (x option)
-
+
 

 
Multivariate linear regression, 
 y_i = b0 + b1*x_1i + b2*x_2i + ... + bk*x_ki + u_i,
@@ -1755,7 +1755,7 @@
 

 

 
Function: pdf_signed_rank (x, n)
-
+
 

 
Probability density function of the exact distribution of the
 signed rank statistic. Argument x is a real
@@ -1776,7 +1776,7 @@
 

 

 
Function: cdf_signed_rank (x, n)
-
+
 

 
Cumulative density function of the exact distribution of the
 signed rank statistic. Argument x is a real
@@ -1797,7 +1797,7 @@
 

 

 
Function: pdf_rank_sum (x, n, m)
-
+
 

 
Probability density function of the exact distribution of the
 rank sum statistic. Argument x is a real
@@ -1818,7 +1818,7 @@
 

 

 
Function: cdf_rank_sum (x, n, m)
-
+
 

 
Cumulative density function of the exact distribution of the
 rank sum statistic. Argument x is a real
@@ -1854,7 +1854,7 @@
 
 

  
-  This document was generated by Robert on August, 12 2012 using texi2html 1.76.
+  This document was generated by Robert on December, 10 2012 using texi2html 1.76.
  
  

 
diff -Nru maxima-5.28.0/doc/info/maxima_77.html maxima-5.29.1/doc/info/maxima_77.html
--- maxima-5.28.0/doc/info/maxima_77.html	2012-08-12 21:24:45.000000000 +0000
+++ maxima-5.29.1/doc/info/maxima_77.html	2012-12-10 20:36:03.000000000 +0000
@@ -1,6 +1,6 @@
 
 
-
+
 
 
-Maxima 5.28.0 Manual: 77. stirling
+Maxima 5.29.1 Manual: 77. stirling
 
-
-
+
+
 
 
 
@@ -191,10 +191,10 @@
 
 

 
Function: stirling (z,n)
-
+
 

 
Function: stirling (z,n,pred)
-
+
 

 
Replace gamma(x) with the O(1/x^(2n-1)) Stirling formula. when n isn't
 a nonnegative integer, signal an error. With the optional third argument pred,
@@ -277,7 +277,7 @@
 
 

  
-  This document was generated by Robert on August, 12 2012 using texi2html 1.76.
+  This document was generated by Robert on December, 10 2012 using texi2html 1.76.
  
  

 
diff -Nru maxima-5.28.0/doc/info/maxima_78.html maxima-5.29.1/doc/info/maxima_78.html
--- maxima-5.28.0/doc/info/maxima_78.html	2012-08-12 21:24:45.000000000 +0000
+++ maxima-5.29.1/doc/info/maxima_78.html	2012-12-10 20:36:03.000000000 +0000
@@ -1,6 +1,6 @@
 
 
-
+
 
 
-Maxima 5.28.0 Manual: 78. stringproc
+Maxima 5.29.1 Manual: 78. stringproc
 
-
-
+
+
 
 
 
@@ -332,7 +332,7 @@
 

 

 
Function: close (stream) 
-
+
 

 
Closes stream and returns true if stream had been open. 
 

@@ -353,7 +353,7 @@
 

 

 
Function: flength (stream)
-
+
 

 
Returns the number of elements in stream. 
 

@@ -374,10 +374,10 @@
 

 

 
Function: fposition (stream)
-
+
 

 
Function: fposition (stream, pos)
-
+
 

 
Returns the current position in stream, if pos is not used.
 If pos is used,
@@ -402,10 +402,10 @@
 

 

 
Function: freshline () 
-
+
 

 
Function: freshline (stream) 
-
+
 

 
Writes a new line (to stream),
 if the position is not at the beginning of a line.
@@ -426,10 +426,10 @@
 

 

 
Function: newline () 
-
+
 

 
Function: newline (stream) 
-
+
 

 
Writes a new line (to stream).
 See sprint for an example of using newline().
@@ -450,7 +450,7 @@
 

 

 
Function: opena (file) 
-
+
 

 
Returns an output stream to file.
 If an existing file is opened, opena appends elements at the end of file.
@@ -470,7 +470,7 @@
 

 

 
Function: openr (file) 
-
+
 

 
Returns an input stream to file.
 If file does not exist, it will be created.
@@ -490,7 +490,7 @@
 

 

 
Function: openw (file) 
-
+
 

 
Returns an output stream to file.
 If file does not exist, it will be created.
@@ -511,10 +511,10 @@
 

 

 
Function: printf (dest, string)
-
+
 

 
Function: printf (dest, string, expr_1, ..., expr_n)
-
+
 

 
Makes the Common Lisp function FORMAT available in Maxima. 
 (From gcl.info: "format produces formatted output by outputting the characters of 
@@ -585,7 +585,7 @@
 

 

 
Function: readline (stream) 
-
+
 

 
Returns a string containing the characters from the current position in stream up to the end of the line or false if the end of the file is encountered.
 

@@ -605,7 +605,7 @@
 
 

 
Function: sprint (expr_1, …, expr_n)
-
+
 

 
Evaluates and displays its arguments one after the other `on a line' starting at
 the leftmost position.  The numbers are printed with the '-' right next to the
@@ -657,7 +657,7 @@
 

 

 
Function: alphacharp (char)    
-
+
 

 
Returns true if char is an alphabetic character. 
 

@@ -676,7 +676,7 @@
 

 

 
Function: alphanumericp (char) 
-
+
 

 
Returns true if char is an alphabetic character or a digit. 
 

@@ -695,7 +695,7 @@
 

 

 
Function: ascii (int) 
-
+
 

 
Returns the character corresponding to the ASCII number int.
 ( -1 < int < 256 )
@@ -719,7 +719,7 @@
 

 

 
Function: cequal (char_1, char_2)          
-
+
 

 
Returns true if char_1 and char_2 are the same. 
 

@@ -738,7 +738,7 @@
 

 

 
Function: cequalignore (char_1, char_2)    
-
+
 

 
Like cequal but ignores case. 
 

@@ -757,7 +757,7 @@
 

 

 
Function: cgreaterp (char_1, char_2)       
-
+
 

 
Returns true if the ASCII number of char_1 is greater than the number of char_2. 
 

@@ -776,7 +776,7 @@
 

 

 
Function: cgreaterpignore (char_1, char_2)
-
+
 

 
Like cgreaterp but ignores case. 
 

@@ -795,7 +795,7 @@
 

 

 
Function: charp (obj) 
-
+
 

 
Returns true if obj is a Maxima-character.
 See introduction for example.
@@ -815,7 +815,7 @@
 

 

 
Function: cint (char) 
-
+
 

 
Returns the ASCII number of char.
 

@@ -832,7 +832,7 @@
 

 

 
Function: clessp (char_1, char_2)
-
+
 

 
Returns true if the ASCII number of char_1 is less than the number of char_2. 
 

@@ -851,7 +851,7 @@
 

 

 
Function: clesspignore (char_1, char_2)
-
+
 

 
Like clessp but ignores case. 
 

@@ -870,7 +870,7 @@
 

 

 
Function: constituent (char)   
-
+
 

 
Returns true if char is a graphic character and not the space character.
 A graphic character is a character one can see, plus the space character.
@@ -897,7 +897,7 @@
 

 

 
Function: cunlisp (lisp_char) 
-
+
 

 
Converts a Lisp-character into a Maxima-character.
 (You won't need it.)
@@ -915,7 +915,7 @@
 

 

 
Function: digitcharp (char)    
-
+
 

 
Returns true if char is a digit. 
 

@@ -934,7 +934,7 @@
 

 

 
Function: lcharp (obj) 
-
+
 

 
Returns true if obj is a Lisp-character.
 (You won't need it.)
@@ -954,7 +954,7 @@
 

 

 
Function: lowercasep (char)    
-
+
 

 
Returns true if char is a lowercase character. 
 

@@ -973,7 +973,7 @@
 
 

 
Variable: newline
-
+
 

 
The newline character. 
 

@@ -992,7 +992,7 @@
 

 

 
Variable: space
-
+
 

 
The space character.
 

@@ -1011,7 +1011,7 @@
 

 

 
Variable: tab
-
+
 

 
The tab character.
 

@@ -1030,7 +1030,7 @@
 

 

 
Function: uppercasep (char)    
-
+
 

 
Returns true if char is an uppercase character. 
 

@@ -1071,7 +1071,7 @@
 

 

 
Function: stringp (obj) 
-
+
 

 
Returns true if obj is a string.
 See introduction for example.
@@ -1091,7 +1091,7 @@
 

 

 
Function: charat (string, n) 
-
+
 

 
Returns the n-th character of string.
 The first character in string is returned with n = 1.
@@ -1112,7 +1112,7 @@
 

 

 
Function: charlist (string) 
-
+
 

 
Returns the list of all characters in string. 
 

@@ -1134,7 +1134,7 @@
 

 

 
Function: eval_string (str)
-
+
 

 
Parse the string str as a Maxima expression and evaluate it.
 The string str may or may not have a terminator (dollar sign $ or semicolon ;).
@@ -1164,7 +1164,7 @@
 

 

 
Function: parse_string (str)
-
+
 

 
Parse the string str as a Maxima expression (do not evaluate it).
 The string str may or may not have a terminator (dollar sign $ or semicolon ;).
@@ -1195,7 +1195,7 @@
 

 

 
Function: scopy (string) 
-
+
 

 
Returns a copy of string as a new string. 
 

@@ -1212,13 +1212,13 @@
 

 

 
Function: sdowncase (string) 
-
+
 

 
Function: sdowncase (string, start) 
-
+
 

 
Function: sdowncase (string, start, end) 
-
+
 

 
Like supcase, but uppercase characters are converted to lowercase. 
 

@@ -1235,7 +1235,7 @@
 

 

 
Function: sequal (string_1, string_2) 
-
+
 

 
Returns true if string_1 and string_2 are the same length and contain the same characters. 
 

@@ -1254,7 +1254,7 @@
 

 

 
Function: sequalignore (string_1, string_2)
-
+
 

 
Like sequal but ignores case. 
 

@@ -1273,7 +1273,7 @@
 

 

 
Function: sexplode (string)
-
+
 

 
sexplode is an alias for function charlist.
 

@@ -1290,10 +1290,10 @@
 

 

 
Function: simplode (list)  
-
+
 

 
Function: simplode (list, delim)  
-
+
 

 
simplode takes a list of expressions and concatenates them into a string.
 If no delimiter delim is specified, simplode uses no delimiter.
@@ -1319,7 +1319,7 @@
 

 

 
Function: sinsert (seq, string, pos)  
-
+
 

 
Returns a string that is a concatenation of substring (string, 1, pos - 1),
 the string seq and substring (string, pos).
@@ -1344,13 +1344,13 @@
 

 

 
Function: sinvertcase (string)  
-
+
 

 
Function: sinvertcase (string, start)  
-
+
 

 
Function: sinvertcase (string, start, end)  
-
+
 

 
Returns string except that each character from position start to end is inverted.
 If end is not given,
@@ -1372,7 +1372,7 @@
 

 

 
Function: slength (string) 
-
+
 

 
Returns the number of characters in string. 
 

@@ -1389,7 +1389,7 @@
 

 

 
Function: smake (num, char) 
-
+
 

 
Returns a new string with a number of num characters char. 
 

@@ -1409,10 +1409,10 @@
 

 

 
Function: smismatch (string_1, string_2) 
-
+
 

 
Function: smismatch (string_1, string_2, test) 
-
+
 

 
Returns the position of the first character of string_1 at which string_1 and string_2 differ or false.
 Default test function for matching is sequal.
@@ -1434,13 +1434,13 @@
 

 

 
Function: split (string)  
-
+
 

 
Function: split (string, delim)  
-
+
 

 
Function: split (string, delim, multiple)  
-
+
 

 
Returns the list of all tokens in string.
 Each token is an unparsed string.
@@ -1469,7 +1469,7 @@
 

 

 
Function: sposition (char, string) 
-
+
 

 
Returns the position of the first character in string which matches char.
 The first character in string is in position 1.
@@ -1488,16 +1488,16 @@
 

 

 
Function: sremove (seq, string)  
-
+
 

 
Function: sremove (seq, string, test)  
-
+
 

 
Function: sremove (seq, string, test, start)  
-
+
 

 
Function: sremove (seq, string, test, start, end)  
-
+
 

 
Returns a string like string but without all substrings matching seq.
 Default test function for matching is sequal.
@@ -1523,16 +1523,16 @@
 

 

 
Function: sremovefirst (seq, string)  
-
+
 

 
Function: sremovefirst (seq, string, test)  
-
+
 

 
Function: sremovefirst (seq, string, test, start)  
-
+
 

 
Function: sremovefirst (seq, string, test, start, end)  
-
+
 

 
Like sremove except that only the first substring that matches seq is removed. 
 

@@ -1549,7 +1549,7 @@
 

 

 
Function: sreverse (string) 
-
+
 

 
Returns a string with all the characters of string in reverse order. 
 

@@ -1566,16 +1566,16 @@
 

 

 
Function: ssearch (seq, string)  
-
+
 

 
Function: ssearch (seq, string, test)  
-
+
 

 
Function: ssearch (seq, string, test, start)  
-
+
 

 
Function: ssearch (seq, string, test, start, end)
-
+
 

 
Returns the position of the first substring of string that matches the string seq.
 Default test function for matching is sequal.
@@ -1599,10 +1599,10 @@
 

 

 
Function: ssort (string) 
-
+
 

 
Function: ssort (string, test) 
-
+
 

 
Returns a string that contains all characters from string in an order such there are no two successive characters c and d such that test (c, d) is false and test (d, c) is true.
 Default test function for sorting is clessp.
@@ -1626,16 +1626,16 @@
 

 

 
Function: ssubst (new, old, string) 
-
+
 

 
Function: ssubst (new, old, string, test) 
-
+
 

 
Function: ssubst (new, old, string, test, start) 
-
+
 

 
Function: ssubst (new, old, string, test, start, end) 
-
+
 

 
Returns a string like string except that all substrings matching old are replaced by new.
 old and new need not to be of the same length.
@@ -1662,16 +1662,16 @@
 

 

 
Function: ssubstfirst (new, old, string) 
-
+
 

 
Function: ssubstfirst (new, old, string, test) 
-
+
 

 
Function: ssubstfirst (new, old, string, test, start) 
-
+
 

 
Function: ssubstfirst (new, old, string, test, start, end) 
-
+
 

 
Like subst except that only the first substring that matches old is replaced. 
 

@@ -1688,7 +1688,7 @@
 

 

 
Function: strim (seq,string) 
-
+
 

 
Returns a string like string,
 but with all characters that appear in seq removed from both ends. 
@@ -1712,7 +1712,7 @@
 

 

 
Function: striml (seq, string) 
-
+
 

 
Like strim except that only the left end of string is trimmed. 
 

@@ -1729,7 +1729,7 @@
 

 

 
Function: strimr (seq, string) 
-
+
 

 
Like strim except that only the right end of string is trimmed. 
 

@@ -1746,10 +1746,10 @@
 

 

 
Function: substring (string, start)
-
+
 

 
Function: substring (string, start, end) 
-
+
 

 
Returns the substring of string beginning at position start and ending at position end.
 The character at position end is not included.
@@ -1774,13 +1774,13 @@
 

 

 
Function: supcase (string) 
-
+
 

 
Function: supcase (string, start) 
-
+
 

 
Function: supcase (string, start, end) 
-
+
 

 
Returns string except that lowercase characters from position start to end are replaced by the corresponding uppercase ones.
 If end is not given,
@@ -1802,10 +1802,10 @@
 

 

 
Function: tokens (string) 
-
+
 

 
Function: tokens (string, test) 
-
+
 

 
Returns a list of tokens, which have been extracted from string.
 The tokens are substrings whose characters satisfy a certain test function.
@@ -1847,7 +1847,7 @@
 
 

  
-  This document was generated by Robert on August, 12 2012 using texi2html 1.76.
+  This document was generated by Robert on December, 10 2012 using texi2html 1.76.
  
  

 
diff -Nru maxima-5.28.0/doc/info/maxima_79.html maxima-5.29.1/doc/info/maxima_79.html
--- maxima-5.28.0/doc/info/maxima_79.html	2012-08-12 21:24:39.000000000 +0000
+++ maxima-5.29.1/doc/info/maxima_79.html	2012-12-10 20:35:57.000000000 +0000
@@ -1,6 +1,6 @@
 
 
-
+
 
 
-Maxima 5.28.0 Manual: 79. to_poly_solve
+Maxima 5.29.1 Manual: 79. to_poly_solve
 
-
-
+
+
 
 
 
@@ -200,7 +200,7 @@
 

 

 
Operator: %and
-
+
 

 
The operator %and is a simplifying nonshort-circuited logical
 conjunction.  Maxima simplifies an %and expression to either true,
@@ -282,7 +282,7 @@
 

 

 
Operator: %if (bool, a, b)
-
+
 

 
The operator %if is a simplifying conditional.  The
 conditional bool should be boolean-valued.  When the
@@ -333,7 +333,7 @@
 

 

 
Operator: %or
-
+
 

 
The operator %or is a simplifying nonshort-circuited logical
 disjunction.  Maxima simplifies an %or expression to either
@@ -416,7 +416,7 @@
 

 

 
Function: complex_number_p (x)
-
+
 

 
The predicate complex_number_p returns true if its argument is
 either a + %i * b, a, %i b, or %i,
@@ -444,7 +444,7 @@
 

 

 
Function: compose_functions (l)
-
+
 

 
The function call compose_functions(l) returns a lambda form that is
 the composition of the functions in the list l.  The functions are
@@ -506,7 +506,7 @@
 

 

 
Function: dfloat (x)
-
+
 

 
The function dfloat is a similar to float, but the function
 dfloat applies rectform when float fails to evaluate
@@ -546,7 +546,7 @@
 

 

 
Function: elim (l, x)
-
+
 

 
The function elim eliminates the variables in the set or list
 x from the equations in the set or list l.  Each member
@@ -616,7 +616,7 @@
 

 

 
Function: elim_allbut (l, x)
-
+
 

 
This function is similar to elim, except that it eliminates all the
 variables in the list of equations l except for those variables that
@@ -642,7 +642,7 @@
 

 

 
Function: eliminate_using (l, e, x)
-
+
 

 
Using e as the pivot, eliminate the symbol x from the
 list or set of equations in l.  The function eliminate_using
@@ -679,7 +679,7 @@
 

 

 
Function: fourier_elim ([eq1, eq2, …], [var1, var, …])
-
+
 

 
Fourier elimination is the analog of Gauss elimination for linear inequations
 (equations or inequalities).  The function call fourier_elim([eq1, eq2,
@@ -757,7 +757,7 @@
 

 

 
Function: isreal_p (e)
-
+
 

 
The predicate isreal_p returns true when Maxima is able to
 determine that e is real-valued on the entire real line; it
@@ -802,7 +802,7 @@
 

 

 
Function: new_variable (type)
-
+
 

 
Return a unique symbol of the form %[z,n,r,c,g]k, where
 k is an integer.  The allowed values for type are
@@ -852,7 +852,7 @@
 

 

 
Function: nicedummies
-
+
 

 
Starting with zero, the function nicedummies re-indexes the variables 
 in an expression that were introduced by new_variable;
@@ -877,7 +877,7 @@
 

 

 
Function: parg (x)
-
+
 

 
The function parg is a simplifying version of the complex argument function 
 carg; thus
@@ -925,7 +925,7 @@
 

 

 
Function: real_imagpart_to_conjugate (e)
-
+
 

 
The function real_imagpart_to_conjugate replaces all occurrences
 of realpart and imagpart to algebraically equivalent expressions
@@ -949,7 +949,7 @@
 

 

 
Function: rectform_log_if_constant (e)
-
+
 

 
The function rectform_if_constant converts all terms of the form
  log(c) to  rectform(log(c)), where c is
@@ -978,7 +978,7 @@
 

 

 
Function: simp_inequality (e)
-
+
 

 
The function simp_inequality applies some simplifications to
 conjunctions and disjunctions of inequations.
@@ -1008,7 +1008,7 @@
 

 

 
Function: standardize_inverse_trig (e)
-
+
 

 
This function applies the identities cot(x) = atan(1/x),
 acsc(x) = asin(1/x), and similarly for asec, acoth, acsch
@@ -1025,7 +1025,7 @@
 

 

 
Function: subst_parallel (l, e)
-
+
 

 
When l is a single equation or a list of equations, substitute
 the right hand side of each equation for the left hand side.  The
@@ -1085,7 +1085,7 @@
 

 

 
Function: to_poly (e, l)
-
+
 

 
The function to_poly attempts to convert the equation e
 into a polynomial system along with inequality constraints; the
@@ -1103,10 +1103,10 @@
                    [- --- < parg(%g130), parg(%g130) <= ---], []]
                        2                                 2
 

-
The conditions -%pi/2<parg(%g6),parg(%g6)<=%pi/2 tell us that
-%g6 is in the range of the square root function.  When this is
+
The conditions -%pi/2<parg(%g130),parg(%g130)<=%pi/2 tell us that
+%g130 is in the range of the square root function.  When this is
 true, the solution set to sqrt(x) = 3 is the same as the
-solution set to %g6-3,x=%g6^2.
+solution set to %g130-3,x=%g130^2.
 

 
To polynomialize trigonometric expressions, it is necessary to
 introduce a non algebraic substitution; these non algebraic substitutions
@@ -1149,7 +1149,7 @@
 
 

 
Function: to_poly_solve (e, l, [options])
-
+
 

 
The function to_poly_solve tries to solve the equations e
 for the variables l.  The equation(s) e can either be a
@@ -1490,7 +1490,7 @@
 
 

  
-  This document was generated by Robert on August, 12 2012 using texi2html 1.76.
+  This document was generated by Robert on December, 10 2012 using texi2html 1.76.
  
  

 
diff -Nru maxima-5.28.0/doc/info/maxima_8.html maxima-5.29.1/doc/info/maxima_8.html
--- maxima-5.28.0/doc/info/maxima_8.html	2012-08-12 21:24:45.000000000 +0000
+++ maxima-5.29.1/doc/info/maxima_8.html	2012-12-10 20:36:03.000000000 +0000
@@ -1,6 +1,6 @@
 
 
-
+
 
 
-Maxima 5.28.0 Manual: 8. Evaluation
+Maxima 5.29.1 Manual: 8. Evaluation
 
-
-
+
+
 
 
 
@@ -976,7 +976,7 @@
 
 

  
-  This document was generated by Robert on August, 12 2012 using texi2html 1.76.
+  This document was generated by Robert on December, 10 2012 using texi2html 1.76.
  
  

 
diff -Nru maxima-5.28.0/doc/info/maxima_80.html maxima-5.29.1/doc/info/maxima_80.html
--- maxima-5.28.0/doc/info/maxima_80.html	2012-08-12 21:24:45.000000000 +0000
+++ maxima-5.29.1/doc/info/maxima_80.html	2012-12-10 20:36:03.000000000 +0000
@@ -1,6 +1,6 @@
 
 
-
+
 
 
-Maxima 5.28.0 Manual: 80. unit
+Maxima 5.29.1 Manual: 80. unit
 
-
-
+
+
 
 
 
@@ -292,7 +292,7 @@
 

 

 
Function: setunits (list)
-
+
 

 
By default, the unit package does not use any derived dimensions, but will
 convert all units to the seven fundamental dimensions using MKS units.
@@ -409,7 +409,7 @@
 

 

 
Function: uforget (list)
-
+
 

 
By default, the unit package converts all units to the
 seven fundamental dimensions using MKS units. This behavior can
@@ -450,7 +450,7 @@
 

 

 
Function: convert (expr, list)
-
+
 

 
When resetting the global environment is overkill, there is the convert
 command, which allows one time conversions.  It can accept either a single
@@ -533,7 +533,7 @@
 

 

 
Optional variable: usersetunits
-
+
 

 
Default value: none
 

@@ -724,7 +724,7 @@
 

 

 
Function: metricexpandall (x)
-
+
 

 
Rebuilds global unit lists automatically creating all desired metric units.
 x is a numerical argument which is used to specify how many metric
@@ -755,7 +755,7 @@
 

 

 
Variable: %unitexpand
-
+
 

 
Default value: 2
 

@@ -793,7 +793,7 @@
 
 

  
-  This document was generated by Robert on August, 12 2012 using texi2html 1.76.
+  This document was generated by Robert on December, 10 2012 using texi2html 1.76.
  
  

 
diff -Nru maxima-5.28.0/doc/info/maxima_81.html maxima-5.29.1/doc/info/maxima_81.html
--- maxima-5.28.0/doc/info/maxima_81.html	2012-08-12 21:24:45.000000000 +0000
+++ maxima-5.29.1/doc/info/maxima_81.html	2012-12-10 20:36:03.000000000 +0000
@@ -1,6 +1,6 @@
 
 
-
+
 
 
-Maxima 5.28.0 Manual: 81. zeilberger
+Maxima 5.29.1 Manual: 81. zeilberger
 
-
-
+
+
 
 
 
@@ -343,7 +343,7 @@
 

 

 
Function: AntiDifference (F_k, k)
-
+
 

 
Returns the hypergeometric anti-difference of F_k, if it exists.

 Otherwise AntiDifference returns no_hyp_antidifference.
@@ -361,7 +361,7 @@
 

 

 
Function: Gosper (F_k, k)
-
+
 

 
Returns the rational certificate R(k) for F_k, that is,
 a rational function such that
@@ -382,7 +382,7 @@
 

 

 
Function: GosperSum (F_k, k, a, b)
-
+
 

 
Returns the summmation of F_k from k = a to k = b
 if F_k has a hypergeometric anti-difference.
@@ -440,7 +440,7 @@
 

 

 
Function: parGosper (F_(n,k), k, n, d)
-
+
 

 
Attempts to find a d-th order recurrence for F_(n,k).
 

@@ -465,7 +465,7 @@
 

 

 
Function: Zeilberger (F_(n,k), k, n)
-
+
 

 
Attempts to compute the indefinite hypergeometric summation of F_(n,k).
 

@@ -518,7 +518,7 @@
 

 

 
Global variable: MAX_ORD
-
+
 

 
Default value: 5
 

@@ -537,7 +537,7 @@
 

 

 
Global variable: simplified_output
-
+
 

 
Default value: false
 

@@ -558,7 +558,7 @@
 

 

 
Global variable: linear_solver
-
+
 

 
Default value: linsolve
 

@@ -578,7 +578,7 @@
 

 

 
Global variable: warnings
-
+
 

 
Default value: true
 

@@ -599,7 +599,7 @@
 

 

 
Global variable: Gosper_in_Zeilberger
-
+
 

 
Default value: true
 

@@ -620,7 +620,7 @@
 

 

 
Global variable: trivial_solutions
-
+
 

 
Default value: true
 

@@ -661,7 +661,7 @@
 

 

 
Global variable: mod_test
-
+
 

 
Default value: false
 

@@ -682,7 +682,7 @@
 

 

 
Global variable: modular_linear_solver
-
+
 

 
Default value: linsolve
 

@@ -701,7 +701,7 @@
 

 

 
Global variable: ev_point
-
+
 

 
Default value: big_primes[10]
 

@@ -721,7 +721,7 @@
 

 

 
Global variable: mod_big_prime
-
+
 

 
Default value: big_primes[1]
 

@@ -740,7 +740,7 @@
 

 

 
Global variable: mod_threshold
-
+
 

 
Default value: 4
 

@@ -775,7 +775,7 @@
 
 

  
-  This document was generated by Robert on August, 12 2012 using texi2html 1.76.
+  This document was generated by Robert on December, 10 2012 using texi2html 1.76.
  
  

 
diff -Nru maxima-5.28.0/doc/info/maxima_82.html maxima-5.29.1/doc/info/maxima_82.html
--- maxima-5.28.0/doc/info/maxima_82.html	2012-08-12 21:24:39.000000000 +0000
+++ maxima-5.29.1/doc/info/maxima_82.html	2012-12-10 20:35:58.000000000 +0000
@@ -1,6 +1,6 @@
 
 
-
+
 
 
-Maxima 5.28.0 Manual: 82. Indices
+Maxima 5.29.1 Manual: 82. Indices
 
-
-
+
+
 
 
 
@@ -177,7 +177,7 @@
 
 

  
-  This document was generated by Robert on August, 12 2012 using texi2html 1.76.
+  This document was generated by Robert on December, 10 2012 using texi2html 1.76.
  
  

 
diff -Nru maxima-5.28.0/doc/info/maxima_83.html maxima-5.29.1/doc/info/maxima_83.html
--- maxima-5.28.0/doc/info/maxima_83.html	2012-08-12 21:24:39.000000000 +0000
+++ maxima-5.29.1/doc/info/maxima_83.html	2012-12-10 20:35:58.000000000 +0000
@@ -1,6 +1,6 @@
 
 
-
+
 
 
-Maxima 5.28.0 Manual: A. Function and Variable Index
+Maxima 5.29.1 Manual: A. Function and Variable Index
 
-
-
+
+
 
 
 
@@ -278,30 +278,30 @@
 %
 %4.2 Functions and Variables for Command Line
 %%4.2 Functions and Variables for Command Line
-%and79.1 Functions and Variables for to_poly_solve
-%c44.2 Functions and Variables for contrib_ode
+%and79.1 Functions and Variables for to_poly_solve
+%c44.2 Functions and Variables for contrib_ode
 %e5.3.1 Functions and Variables for Constants
 %e_to_numlog10.4 Root, Exponential and Logarithmic Functions
 %edispflag4.3 Functions and Variables for Display
 %emode10.4 Root, Exponential and Logarithmic Functions
 %enumer10.4 Root, Exponential and Logarithmic Functions
-%f15.8 Hypergeometric Functions
+%f15.8 Hypergeometric Functions
 %gamma5.3.1 Functions and Variables for Constants
 %i5.3.1 Functions and Variables for Constants
 %iargs10.5.2 Functions and Variables for Trigonometric
-%if79.1 Functions and Variables for to_poly_solve
-%k144.2 Functions and Variables for contrib_ode
-%k244.2 Functions and Variables for contrib_ode
-%m15.8 Hypergeometric Functions
-%or79.1 Functions and Variables for to_poly_solve
+%if79.1 Functions and Variables for to_poly_solve
+%k144.2 Functions and Variables for contrib_ode
+%k244.2 Functions and Variables for contrib_ode
+%m15.8 Hypergeometric Functions
+%or79.1 Functions and Variables for to_poly_solve
 %phi5.3.1 Functions and Variables for Constants
 %pi5.3.1 Functions and Variables for Constants
 %piargs10.5.2 Functions and Variables for Trigonometric
-%rnum_list20.1 Functions and Variables for Equations
+%rnum_list20.1 Functions and Variables for Equations
 %s15.2 Bessel Functions
 %th4.2 Functions and Variables for Command Line
-%unitexpand80.2 Functions and Variables for Units
-%w15.8 Hypergeometric Functions
+%unitexpand80.2 Functions and Variables for Units
+%w15.8 Hypergeometric Functions
  

 '
 '8.1 Functions and Variables for Evaluation
@@ -364,23 +364,23 @@
 __4.2 Functions and Variables for Command Line
  

 `
-`51.3 Functions and Variables for ezunits
 `51.3 Functions and Variables for ezunits
+`51.3 Functions and Variables for ezunits
  

 |
-|25.2.7 Exterior algebra
+|25.2.7 Exterior algebra
  

 ~
-~25.2.7 Exterior algebra
+~25.2.7 Exterior algebra
  

 A
-abasep27.2 Functions and Variables for atensor
+abasep27.2 Functions and Variables for atensor
 abs10.1 Functions for Numbers
 absboxchar4.3 Functions and Variables for Display
-absint22.4 Functions and Variables for Fourier series
 absint22.4 Functions and Variables for Fourier series
 absint22.4 Functions and Variables for Fourier series
-absolute_real_time32.3 Functions and Variables for Runtime Environment
+absint22.4 Functions and Variables for Fourier series
+absolute_real_time32.3 Functions and Variables for Runtime Environment
 acos10.5.2 Functions and Variables for Trigonometric
 acosh10.5.2 Functions and Variables for Trigonometric
 acot10.5.2 Functions and Variables for Trigonometric
@@ -390,62 +390,62 @@
 activate11.3 Functions and Variables for Facts
 activecontexts11.3 Functions and Variables for Facts
 adapt_depth12.4 Plotting Options
-adapt_depth48.2.3 Graphics options
-add_edge56.2.3 Modifying graphs
-add_edges56.2.3 Modifying graphs
-add_vertex56.2.3 Modifying graphs
-add_vertices56.2.3 Modifying graphs
-addcol23.2 Functions and Variables for Matrices and Linear Algebra
+adapt_depth48.2.3 Graphics options
+add_edge56.2.3 Modifying graphs
+add_edges56.2.3 Modifying graphs
+add_vertex56.2.3 Modifying graphs
+add_vertices56.2.3 Modifying graphs
+addcol23.2 Functions and Variables for Matrices and Linear Algebra
 additive9.1 Functions and Variables for Simplification
-addmatrices63.2 Functions and Variables for linearalgebra
-addrow23.2 Functions and Variables for Matrices and Linear Algebra
-adim27.2 Functions and Variables for atensor
-adjacency_matrix56.2.2 Graph properties
-adjoin35.2 Functions and Variables for Sets
-adjoint23.2 Functions and Variables for Matrices and Linear Algebra
-af27.2 Functions and Variables for atensor
-aform27.2 Functions and Variables for atensor
-agd74.4 Package functs
+addmatrices63.2 Functions and Variables for linearalgebra
+addrow23.2 Functions and Variables for Matrices and Linear Algebra
+adim27.2 Functions and Variables for atensor
+adjacency_matrix56.2.2 Graph properties
+adjoin35.2 Functions and Variables for Sets
+adjoint23.2 Functions and Variables for Matrices and Linear Algebra
+af27.2 Functions and Variables for atensor
+aform27.2 Functions and Variables for atensor
+agd74.4 Package functs
 airy_ai15.3 Airy Functions
 airy_bi15.3 Airy Functions
 airy_dai15.3 Airy Functions
 airy_dbi15.3 Airy Functions
-alg_type27.2 Functions and Variables for atensor
+alg_type27.2 Functions and Variables for atensor
 algebraic14.2 Functions and Variables for Polynomials
-algepsilon20.1 Functions and Variables for Equations
-algexact20.1 Functions and Variables for Equations
-algsys20.1 Functions and Variables for Equations
+algepsilon20.1 Functions and Variables for Equations
+algexact20.1 Functions and Variables for Equations
 algsys20.1 Functions and Variables for Equations
+algsys20.1 Functions and Variables for Equations
 alias6.5 Functions and Variables for Expressions
 aliases6.5 Functions and Variables for Expressions
-all_dotsimp_denoms24.2 Functions and Variables for Affine
+all_dotsimp_denoms24.2 Functions and Variables for Affine
 allbut6.5 Functions and Variables for Expressions
-allocation48.2.3 Graphics options
-allroots20.1 Functions and Variables for Equations
+allocation48.2.3 Graphics options
 allroots20.1 Functions and Variables for Equations
-allsym25.2.2 Tensor symmetries
+allroots20.1 Functions and Variables for Equations
+allsym25.2.2 Tensor symmetries
 alphabetic11.2 Functions and Variables for Properties
-alphacharp78.3 Functions and Variables for characters
-alphanumericp78.3 Functions and Variables for characters
-amortization53.2 Functions and Variables for finance
+alphacharp78.3 Functions and Variables for characters
+alphanumericp78.3 Functions and Variables for characters
+amortization53.2 Functions and Variables for finance
 and7.4 Logical operators
-annuity_fv53.2 Functions and Variables for finance
-annuity_pv53.2 Functions and Variables for finance
-antid18.1 Functions and Variables for Differentiation
-antidiff18.1 Functions and Variables for Differentiation
-AntiDifference81.2 Functions and Variables for zeilberger
+annuity_fv53.2 Functions and Variables for finance
+annuity_pv53.2 Functions and Variables for finance
+antid18.1 Functions and Variables for Differentiation
+antidiff18.1 Functions and Variables for Differentiation
+AntiDifference81.2 Functions and Variables for zeilberger
 antisymmetric9.1 Functions and Variables for Simplification
 append5.4.2 Functions and Variables for Lists
 appendfile13.3 Functions and Variables for File Input and Output
-apply36.4 Functions and Variables for Function Definition
-apply134.2 Functions and Variables for Rules and Patterns
-apply234.2 Functions and Variables for Rules and Patterns
-applyb134.2 Functions and Variables for Rules and Patterns
+apply36.4 Functions and Variables for Function Definition
+apply134.2 Functions and Variables for Rules and Patterns
+apply234.2 Functions and Variables for Rules and Patterns
+applyb134.2 Functions and Variables for Rules and Patterns
 apropos3.2 Functions and Variables for Help
 args6.5 Functions and Variables for Expressions
-arit_amortization53.2 Functions and Variables for finance
-arithmetic74.4 Package functs
-arithsum74.4 Package functs
+arit_amortization53.2 Functions and Variables for finance
+arithmetic74.4 Package functs
+arithsum74.4 Package functs
 array5.5.1 Functions and Variables for Arrays
 array5.5.1 Functions and Variables for Arrays
 array5.5.1 Functions and Variables for Arrays
@@ -454,12 +454,12 @@
 arraymake5.5.1 Functions and Variables for Arrays
 arrays5.5.1 Functions and Variables for Arrays
 arraysetapply5.5.1 Functions and Variables for Arrays
-ascii78.3 Functions and Variables for characters
+ascii78.3 Functions and Variables for characters
 asec10.5.2 Functions and Variables for Trigonometric
 asech10.5.2 Functions and Variables for Trigonometric
 asin10.5.2 Functions and Variables for Trigonometric
 asinh10.5.2 Functions and Variables for Trigonometric
-askexp33.3 Functions and Variables for Miscellaneous Options
+askexp33.3 Functions and Variables for Miscellaneous Options
 askinteger11.3 Functions and Variables for Facts
 askinteger11.3 Functions and Variables for Facts
 askinteger11.3 Functions and Variables for Facts
@@ -467,39 +467,39 @@
 asksign11.3 Functions and Variables for Facts
 assoc5.4.2 Functions and Variables for Lists
 assoc5.4.2 Functions and Variables for Lists
-assoc_legendre_p70.2 Functions and Variables for orthogonal polynomials
-assoc_legendre_q70.2 Functions and Variables for orthogonal polynomials
+assoc_legendre_p70.2 Functions and Variables for orthogonal polynomials
+assoc_legendre_q70.2 Functions and Variables for orthogonal polynomials
 assume11.3 Functions and Variables for Facts
-assume_external_byte_order68.3 Functions and Variables for binary input and output
+assume_external_byte_order68.3 Functions and Variables for binary input and output
 assume_pos11.3 Functions and Variables for Facts
 assume_pos_pred11.3 Functions and Variables for Facts
 assumescalar11.3 Functions and Variables for Facts
-asymbol27.2 Functions and Variables for atensor
-asympa39.1 Introduction to asympa
-at18.1 Functions and Variables for Differentiation
+asymbol27.2 Functions and Variables for atensor
+asympa39.1 Introduction to asympa
 at18.1 Functions and Variables for Differentiation
+at18.1 Functions and Variables for Differentiation
 atan10.5.2 Functions and Variables for Trigonometric
 atan210.5.2 Functions and Variables for Trigonometric
 atanh10.5.2 Functions and Variables for Trigonometric
-atensimp27.2 Functions and Variables for atensor
+atensimp27.2 Functions and Variables for atensor
 atom6.5 Functions and Variables for Expressions
-atomgrad18.1 Functions and Variables for Differentiation
+atomgrad18.1 Functions and Variables for Differentiation
 atrig110.5.2 Functions and Variables for Trigonometric
-atvalue18.1 Functions and Variables for Differentiation
 atvalue18.1 Functions and Variables for Differentiation
-augcoefmatrix23.2 Functions and Variables for Matrices and Linear Algebra
-augmented_lagrangian_method40.1 Functions and Variables for augmented_lagrangian
+atvalue18.1 Functions and Variables for Differentiation
+augcoefmatrix23.2 Functions and Variables for Matrices and Linear Algebra
 augmented_lagrangian_method40.1 Functions and Variables for augmented_lagrangian
 augmented_lagrangian_method40.1 Functions and Variables for augmented_lagrangian
 augmented_lagrangian_method40.1 Functions and Variables for augmented_lagrangian
-av27.2 Functions and Variables for atensor
-average_degree56.2.2 Graph properties
+augmented_lagrangian_method40.1 Functions and Variables for augmented_lagrangian
+av27.2 Functions and Variables for atensor
+average_degree56.2.2 Graph properties
 axes12.4 Plotting Options
-axis_3d48.2.3 Graphics options
-axis_bottom48.2.3 Graphics options
-axis_left48.2.3 Graphics options
-axis_right48.2.3 Graphics options
-axis_top48.2.3 Graphics options
+axis_3d48.2.3 Graphics options
+axis_bottom48.2.3 Graphics options
+axis_left48.2.3 Graphics options
+axis_right48.2.3 Graphics options
+axis_top48.2.3 Graphics options
 azimuth12.4 Plotting Options
  

 
@@ -621,7 +621,7 @@
 
 

  
-  This document was generated by Robert on August, 12 2012 using texi2html 1.76.
+  This document was generated by Robert on December, 10 2012 using texi2html 1.76.
  
  

 
diff -Nru maxima-5.28.0/doc/info/maxima_84.html maxima-5.29.1/doc/info/maxima_84.html
--- maxima-5.28.0/doc/info/maxima_84.html	2012-08-12 21:24:39.000000000 +0000
+++ maxima-5.29.1/doc/info/maxima_84.html	2012-12-10 20:35:58.000000000 +0000
@@ -1,6 +1,6 @@
 
 
-
+
 
 
-Maxima 5.28.0 Manual: A. Function and Variable Index: B -- C
+Maxima 5.29.1 Manual: A. Function and Variable Index: B -- C
 
-
-
+
+
 
 
 
@@ -265,283 +265,283 @@
 Index Entry Section
  

 B
-background_color48.2.3 Graphics options
+background_color48.2.3 Graphics options
 backslash5.2.1 Introduction to Strings
-backsubst20.1 Functions and Variables for Equations
-backtrace37.4 Functions and Variables for Program Flow
+backsubst20.1 Functions and Variables for Equations
 backtrace37.4 Functions and Variables for Program Flow
-bars48.2.4 Graphics objects
-barsplot45.4 Functions and Variables for statistical graphs
-barsplot_description45.4 Functions and Variables for statistical graphs
-bashindices28.1 Sums and Products
+backtrace37.4 Functions and Variables for Program Flow
+bars48.2.4 Graphics objects
+barsplot45.4 Functions and Variables for statistical graphs
+barsplot_description45.4 Functions and Variables for statistical graphs
+bashindices28.1 Sums and Products
 batch13.3 Functions and Variables for File Input and Output
 batch13.3 Functions and Variables for File Input and Output
 batchload13.3 Functions and Variables for File Input and Output
-bc221.2 Functions and Variables for Differential Equations
-bdvac26.2.7 Miscellaneous features
-belln35.2 Functions and Variables for Sets
-benefit_cost53.2 Functions and Variables for finance
+bc221.2 Functions and Variables for Differential Equations
+bdvac26.2.7 Miscellaneous features
+belln35.2 Functions and Variables for Sets
+benefit_cost53.2 Functions and Variables for finance
 berlefact14.2 Functions and Variables for Polynomials
-bern29.1 Functions and Variables for Number Theory
-bernpoly29.1 Functions and Variables for Number Theory
-bernstein_approx41.1 Functions and Variables for Bernstein
-bernstein_expand41.1 Functions and Variables for Bernstein
-bernstein_explicit41.1 Functions and Variables for Bernstein
-bernstein_poly41.1 Functions and Variables for Bernstein
+bern29.1 Functions and Variables for Number Theory
+bernpoly29.1 Functions and Variables for Number Theory
+bernstein_approx41.1 Functions and Variables for Bernstein
+bernstein_expand41.1 Functions and Variables for Bernstein
+bernstein_explicit41.1 Functions and Variables for Bernstein
+bernstein_poly41.1 Functions and Variables for Bernstein
 bessel_i15.2 Bessel Functions
 bessel_j15.2 Bessel Functions
 bessel_k15.2 Bessel Functions
 bessel_y15.2 Bessel Functions
 besselexpand15.2 Bessel Functions
-beta15.4 Gamma and factorial Functions
-beta_args_sum_to_integer15.4 Gamma and factorial Functions
-beta_expand15.4 Gamma and factorial Functions
-beta_incomplete15.4 Gamma and factorial Functions
-beta_incomplete_generalized15.4 Gamma and factorial Functions
-beta_incomplete_regularized15.4 Gamma and factorial Functions
+beta15.4 Gamma and factorial Functions
+beta_args_sum_to_integer15.4 Gamma and factorial Functions
+beta_expand15.4 Gamma and factorial Functions
+beta_incomplete15.4 Gamma and factorial Functions
+beta_incomplete_generalized15.4 Gamma and factorial Functions
+beta_incomplete_regularized15.4 Gamma and factorial Functions
 bezout14.2 Functions and Variables for Polynomials
-bf_find_root22.2 Functions and Variables for fast Fourier transform
 bf_find_root22.2 Functions and Variables for fast Fourier transform
-bf_fmin_cobyla43.2 Functions and Variables for cobyla
+bf_find_root22.2 Functions and Variables for fast Fourier transform
 bf_fmin_cobyla43.2 Functions and Variables for cobyla
-bfallroots20.1 Functions and Variables for Equations
+bf_fmin_cobyla43.2 Functions and Variables for cobyla
 bfallroots20.1 Functions and Variables for Equations
+bfallroots20.1 Functions and Variables for Equations
 bffac15.4 Gamma and factorial Functions
-bfhzeta29.1 Functions and Variables for Number Theory
+bfhzeta29.1 Functions and Variables for Number Theory
 bfloat5.1.2 Functions and Variables for Numbers
 bfloatp5.1.2 Functions and Variables for Numbers
 bfpsi15.4 Gamma and factorial Functions
 bfpsi015.4 Gamma and factorial Functions
 bftorat5.1.2 Functions and Variables for Numbers
 bftrunc5.1.2 Functions and Variables for Numbers
-bfzeta29.1 Functions and Variables for Number Theory
-biconnected_components56.2.2 Graph properties
-bimetric26.2.7 Miscellaneous features
+bfzeta29.1 Functions and Variables for Number Theory
+biconnected_components56.2.2 Graph properties
+bimetric26.2.7 Miscellaneous features
 bindtest11.2 Functions and Variables for Properties
 binomial10.3 Combinatorial Functions
-bipartition56.2.2 Graph properties
-block36.4 Functions and Variables for Function Definition
+bipartition56.2.2 Graph properties
 block36.4 Functions and Variables for Function Definition
-blockmatrixp63.2 Functions and Variables for linearalgebra
-bode_gain42.1 Functions and Variables for bode
-bode_phase42.1 Functions and Variables for bode
-border48.2.3 Graphics options
+block36.4 Functions and Variables for Function Definition
+blockmatrixp63.2 Functions and Variables for linearalgebra
+bode_gain42.1 Functions and Variables for bode
+bode_phase42.1 Functions and Variables for bode
+border48.2.3 Graphics options
 bothcoef14.2 Functions and Variables for Polynomials
-boundaries_array48.4.1 Variables and Functions
+boundaries_array48.4.1 Variables and Functions
 box6.5 Functions and Variables for Expressions
 box6.5 Functions and Variables for Expressions
 boxchar6.5 Functions and Variables for Expressions
-boxplot45.4 Functions and Variables for statistical graphs
 boxplot45.4 Functions and Variables for statistical graphs
-boxplot_description45.4 Functions and Variables for statistical graphs
-break36.4 Functions and Variables for Function Definition
-breakup20.1 Functions and Variables for Equations
+boxplot45.4 Functions and Variables for statistical graphs
+boxplot_description45.4 Functions and Variables for statistical graphs
+break36.4 Functions and Variables for Function Definition
+breakup20.1 Functions and Variables for Equations
 bug_report2.1 Functions and Variables for Bug Detection and Reporting
 build_info2.1 Functions and Variables for Bug Detection and Reporting
-buildq36.3 Macros
-burn29.1 Functions and Variables for Number Theory
+buildq36.3 Macros
+burn29.1 Functions and Variables for Number Theory
  

 C
 cabs10.2 Functions for Complex Numbers
-canform25.2.2 Tensor symmetries
 canform25.2.2 Tensor symmetries
-canten25.2.1 Managing indexed objects
-cardinality35.2 Functions and Variables for Sets
+canform25.2.2 Tensor symmetries
+canten25.2.1 Managing indexed objects
+cardinality35.2 Functions and Variables for Sets
 carg10.2 Functions for Complex Numbers
-cartan18.1 Functions and Variables for Differentiation
-cartesian_product35.2 Functions and Variables for Sets
-catch36.4 Functions and Variables for Function Definition
-cauchy_matrix23.2 Functions and Variables for Matrices and Linear Algebra
+cartan18.1 Functions and Variables for Differentiation
+cartesian_product35.2 Functions and Variables for Sets
+catch36.4 Functions and Variables for Function Definition
 cauchy_matrix23.2 Functions and Variables for Matrices and Linear Algebra
-cauchysum28.3 Functions and Variables for Series
+cauchy_matrix23.2 Functions and Variables for Matrices and Linear Algebra
+cauchysum28.3 Functions and Variables for Series
 cbffac15.4 Gamma and factorial Functions
-cbrange48.2.3 Graphics options
-cbtics48.2.3 Graphics options
-cdf_bernoulli47.3 Functions and Variables for discrete distributions
-cdf_beta47.2 Functions and Variables for continuous distributions
-cdf_binomial47.3 Functions and Variables for discrete distributions
-cdf_cauchy47.2 Functions and Variables for continuous distributions
-cdf_chi247.2 Functions and Variables for continuous distributions
-cdf_continuous_uniform47.2 Functions and Variables for continuous distributions
-cdf_discrete_uniform47.3 Functions and Variables for discrete distributions
-cdf_exp47.2 Functions and Variables for continuous distributions
-cdf_f47.2 Functions and Variables for continuous distributions
-cdf_gamma47.2 Functions and Variables for continuous distributions
-cdf_general_finite_discrete47.3 Functions and Variables for discrete distributions
-cdf_geometric47.3 Functions and Variables for discrete distributions
-cdf_gumbel47.2 Functions and Variables for continuous distributions
-cdf_hypergeometric47.3 Functions and Variables for discrete distributions
-cdf_laplace47.2 Functions and Variables for continuous distributions
-cdf_logistic47.2 Functions and Variables for continuous distributions
-cdf_lognormal47.2 Functions and Variables for continuous distributions
-cdf_negative_binomial47.3 Functions and Variables for discrete distributions
-cdf_noncentral_chi247.2 Functions and Variables for continuous distributions
-cdf_noncentral_student_t47.2 Functions and Variables for continuous distributions
-cdf_normal47.2 Functions and Variables for continuous distributions
-cdf_pareto47.2 Functions and Variables for continuous distributions
-cdf_poisson47.3 Functions and Variables for discrete distributions
-cdf_rank_sum76.4 Functions and Variables for special distributions
-cdf_rayleigh47.2 Functions and Variables for continuous distributions
-cdf_signed_rank76.4 Functions and Variables for special distributions
-cdf_student_t47.2 Functions and Variables for continuous distributions
-cdf_weibull47.2 Functions and Variables for continuous distributions
-cdisplay26.2.8 Utility functions
+cbrange48.2.3 Graphics options
+cbtics48.2.3 Graphics options
+cdf_bernoulli47.3 Functions and Variables for discrete distributions
+cdf_beta47.2 Functions and Variables for continuous distributions
+cdf_binomial47.3 Functions and Variables for discrete distributions
+cdf_cauchy47.2 Functions and Variables for continuous distributions
+cdf_chi247.2 Functions and Variables for continuous distributions
+cdf_continuous_uniform47.2 Functions and Variables for continuous distributions
+cdf_discrete_uniform47.3 Functions and Variables for discrete distributions
+cdf_exp47.2 Functions and Variables for continuous distributions
+cdf_f47.2 Functions and Variables for continuous distributions
+cdf_gamma47.2 Functions and Variables for continuous distributions
+cdf_general_finite_discrete47.3 Functions and Variables for discrete distributions
+cdf_geometric47.3 Functions and Variables for discrete distributions
+cdf_gumbel47.2 Functions and Variables for continuous distributions
+cdf_hypergeometric47.3 Functions and Variables for discrete distributions
+cdf_laplace47.2 Functions and Variables for continuous distributions
+cdf_logistic47.2 Functions and Variables for continuous distributions
+cdf_lognormal47.2 Functions and Variables for continuous distributions
+cdf_negative_binomial47.3 Functions and Variables for discrete distributions
+cdf_noncentral_chi247.2 Functions and Variables for continuous distributions
+cdf_noncentral_student_t47.2 Functions and Variables for continuous distributions
+cdf_normal47.2 Functions and Variables for continuous distributions
+cdf_pareto47.2 Functions and Variables for continuous distributions
+cdf_poisson47.3 Functions and Variables for discrete distributions
+cdf_rank_sum76.4 Functions and Variables for special distributions
+cdf_rayleigh47.2 Functions and Variables for continuous distributions
+cdf_signed_rank76.4 Functions and Variables for special distributions
+cdf_student_t47.2 Functions and Variables for continuous distributions
+cdf_weibull47.2 Functions and Variables for continuous distributions
+cdisplay26.2.8 Utility functions
 ceiling10.1 Functions for Numbers
-central_moment45.3 Functions and Variables for descriptive statistics
 central_moment45.3 Functions and Variables for descriptive statistics
-cequal78.3 Functions and Variables for characters
-cequalignore78.3 Functions and Variables for characters
-cf29.1 Functions and Variables for Number Theory
-cfdisrep29.1 Functions and Variables for Number Theory
-cfexpand29.1 Functions and Variables for Number Theory
-cflength29.1 Functions and Variables for Number Theory
-cframe_flag26.2.9 Variables used by ctensor
-cgeodesic26.2.7 Miscellaneous features
-cgreaterp78.3 Functions and Variables for characters
-cgreaterpignore78.3 Functions and Variables for characters
-changename25.2.1 Managing indexed objects
-changevar19.2 Functions and Variables for Integration
-chaosgame50.2 Functions and Variables for dynamics
-charat78.4 Functions and Variables for strings
+central_moment45.3 Functions and Variables for descriptive statistics
+cequal78.3 Functions and Variables for characters
+cequalignore78.3 Functions and Variables for characters
+cf29.1 Functions and Variables for Number Theory
+cfdisrep29.1 Functions and Variables for Number Theory
+cfexpand29.1 Functions and Variables for Number Theory
+cflength29.1 Functions and Variables for Number Theory
+cframe_flag26.2.9 Variables used by ctensor
+cgeodesic26.2.7 Miscellaneous features
+cgreaterp78.3 Functions and Variables for characters
+cgreaterpignore78.3 Functions and Variables for characters
+changename25.2.1 Managing indexed objects
+changevar19.2 Functions and Variables for Integration
+chaosgame50.2 Functions and Variables for dynamics
+charat78.4 Functions and Variables for strings
 charfun11.4 Functions and Variables for Predicates
-charfun259.2 Functions and Variables for interpol
-charlist78.4 Functions and Variables for strings
-charp78.3 Functions and Variables for characters
-charpoly23.2 Functions and Variables for Matrices and Linear Algebra
-chebyshev_t70.2 Functions and Variables for orthogonal polynomials
-chebyshev_u70.2 Functions and Variables for orthogonal polynomials
-check_overlaps24.2 Functions and Variables for Affine
-checkdiv26.2.7 Miscellaneous features
-chinese29.1 Functions and Variables for Number Theory
-cholesky63.2 Functions and Variables for linearalgebra
+charfun259.2 Functions and Variables for interpol
+charlist78.4 Functions and Variables for strings
+charp78.3 Functions and Variables for characters
+charpoly23.2 Functions and Variables for Matrices and Linear Algebra
+chebyshev_t70.2 Functions and Variables for orthogonal polynomials
+chebyshev_u70.2 Functions and Variables for orthogonal polynomials
+check_overlaps24.2 Functions and Variables for Affine
+checkdiv26.2.7 Miscellaneous features
+chinese29.1 Functions and Variables for Number Theory
 cholesky63.2 Functions and Variables for linearalgebra
-christof26.2.2 The tensors of curved space
-chromatic_index56.2.2 Graph properties
-chromatic_number56.2.2 Graph properties
-cint78.3 Functions and Variables for characters
-circulant_graph56.2.1 Building graphs
-clear_edge_weight56.2.2 Graph properties
-clear_rules34.2 Functions and Variables for Rules and Patterns
-clear_vertex_label56.2.2 Graph properties
-clebsch_graph56.2.1 Building graphs
-clessp78.3 Functions and Variables for characters
-clesspignore78.3 Functions and Variables for characters
-close78.2 Functions and Variables for input and output
+cholesky63.2 Functions and Variables for linearalgebra
+christof26.2.2 The tensors of curved space
+chromatic_index56.2.2 Graph properties
+chromatic_number56.2.2 Graph properties
+cint78.3 Functions and Variables for characters
+circulant_graph56.2.1 Building graphs
+clear_edge_weight56.2.2 Graph properties
+clear_rules34.2 Functions and Variables for Rules and Patterns
+clear_vertex_label56.2.2 Graph properties
+clebsch_graph56.2.1 Building graphs
+clessp78.3 Functions and Variables for characters
+clesspignore78.3 Functions and Variables for characters
+close78.2 Functions and Variables for input and output
 closefile13.3 Functions and Variables for File Input and Output
-cmetric26.2.1 Initialization and setup
 cmetric26.2.1 Initialization and setup
-cnonmet_flag26.2.9 Variables used by ctensor
+cmetric26.2.1 Initialization and setup
+cnonmet_flag26.2.9 Variables used by ctensor
 coeff14.2 Functions and Variables for Polynomials
 coeff14.2 Functions and Variables for Polynomials
-coefmatrix23.2 Functions and Variables for Matrices and Linear Algebra
-cograd26.2.7 Miscellaneous features
-col23.2 Functions and Variables for Matrices and Linear Algebra
+coefmatrix23.2 Functions and Variables for Matrices and Linear Algebra
+cograd26.2.7 Miscellaneous features
+col23.2 Functions and Variables for Matrices and Linear Algebra
 collapse6.5 Functions and Variables for Expressions
-collectterms74.3 Package facexp
+collectterms74.3 Package facexp
 color12.4 Plotting Options
-color48.2.3 Graphics options
+color48.2.3 Graphics options
 colorbox12.4 Plotting Options
-colorbox48.2.3 Graphics options
-columnop63.2 Functions and Variables for linearalgebra
-columns48.2.3 Graphics options
-columnspace63.2 Functions and Variables for linearalgebra
-columnswap63.2 Functions and Variables for linearalgebra
-columnvector23.2 Functions and Variables for Matrices and Linear Algebra
-combination74.4 Package functs
+colorbox48.2.3 Graphics options
+columnop63.2 Functions and Variables for linearalgebra
+columns48.2.3 Graphics options
+columnspace63.2 Functions and Variables for linearalgebra
+columnswap63.2 Functions and Variables for linearalgebra
+columnvector23.2 Functions and Variables for Matrices and Linear Algebra
+combination74.4 Package functs
 combine9.1 Functions and Variables for Simplification
 commutative9.1 Functions and Variables for Simplification
-comp2pui30.2.1 Changing bases
+comp2pui30.2.1 Changing bases
 compare11.4 Functions and Variables for Predicates
-compfile36.4 Functions and Variables for Function Definition
 compfile36.4 Functions and Variables for Function Definition
 compfile36.4 Functions and Variables for Function Definition
-compile36.4 Functions and Variables for Function Definition
+compfile36.4 Functions and Variables for Function Definition
 compile36.4 Functions and Variables for Function Definition
 compile36.4 Functions and Variables for Function Definition
-compile_file36.4 Functions and Variables for Function Definition
+compile36.4 Functions and Variables for Function Definition
 compile_file36.4 Functions and Variables for Function Definition
 compile_file36.4 Functions and Variables for Function Definition
-complement_graph56.2.1 Building graphs
-complete_bipartite_graph56.2.1 Building graphs
-complete_graph56.2.1 Building graphs
+compile_file36.4 Functions and Variables for Function Definition
+complement_graph56.2.1 Building graphs
+complete_bipartite_graph56.2.1 Building graphs
+complete_graph56.2.1 Building graphs
 complex11.2 Functions and Variables for Properties
-complex_number_p79.1 Functions and Variables for to_poly_solve
-components25.2.1 Managing indexed objects
-compose_functions79.1 Functions and Variables for to_poly_solve
-concan25.2.1 Managing indexed objects
+complex_number_p79.1 Functions and Variables for to_poly_solve
+components25.2.1 Managing indexed objects
+compose_functions79.1 Functions and Variables for to_poly_solve
+concan25.2.1 Managing indexed objects
 concat5.2.2 Functions and Variables for Strings
 conjugate10.2 Functions for Complex Numbers
-conmetderiv25.2.3 Indicial tensor calculus
-connect_vertices56.2.3 Modifying graphs
-connected_components56.2.2 Graph properties
+conmetderiv25.2.3 Indicial tensor calculus
+connect_vertices56.2.3 Modifying graphs
+connected_components56.2.2 Graph properties
 cons5.4.2 Functions and Variables for Lists
 constant11.2 Functions and Variables for Properties
 constantp11.2 Functions and Variables for Properties
-constituent78.3 Functions and Variables for characters
-constvalue51.3 Functions and Variables for ezunits
-cont2part30.2.2 Changing representations
+constituent78.3 Functions and Variables for characters
+constvalue51.3 Functions and Variables for ezunits
+cont2part30.2.2 Changing representations
 content14.2 Functions and Variables for Polynomials
 context11.3 Functions and Variables for Facts
 contexts11.3 Functions and Variables for Facts
-continuous_freq45.2 Functions and Variables for data manipulation
 continuous_freq45.2 Functions and Variables for data manipulation
-contortion26.2.6 Torsion and nonmetricity
-contour48.2.3 Graphics options
-contour_levels48.2.3 Graphics options
+continuous_freq45.2 Functions and Variables for data manipulation
+contortion26.2.6 Torsion and nonmetricity
+contour48.2.3 Graphics options
+contour_levels48.2.3 Graphics options
 contour_plot12.3 Functions and Variables for Plotting
-contract25.2.1 Managing indexed objects
-contract30.2.2 Changing representations
-contract_edge56.2.3 Modifying graphs
-contragrad26.2.7 Miscellaneous features
-contrib_ode44.2 Functions and Variables for contrib_ode
-convert80.2 Functions and Variables for Units
-coord25.2.3 Indicial tensor calculus
-copy63.2 Functions and Variables for linearalgebra
-copy_graph56.2.1 Building graphs
+contract25.2.1 Managing indexed objects
+contract30.2.2 Changing representations
+contract_edge56.2.3 Modifying graphs
+contragrad26.2.7 Miscellaneous features
+contrib_ode44.2 Functions and Variables for contrib_ode
+convert80.2 Functions and Variables for Units
+coord25.2.3 Indicial tensor calculus
+copy63.2 Functions and Variables for linearalgebra
+copy_graph56.2.1 Building graphs
 copylist5.4.2 Functions and Variables for Lists
-copymatrix23.2 Functions and Variables for Matrices and Linear Algebra
-cor45.3 Functions and Variables for descriptive statistics
+copymatrix23.2 Functions and Variables for Matrices and Linear Algebra
 cor45.3 Functions and Variables for descriptive statistics
+cor45.3 Functions and Variables for descriptive statistics
 cos10.5.2 Functions and Variables for Trigonometric
 cosh10.5.2 Functions and Variables for Trigonometric
-cosnpiflag22.4 Functions and Variables for Fourier series
+cosnpiflag22.4 Functions and Variables for Fourier series
 cot10.5.2 Functions and Variables for Trigonometric
 coth10.5.2 Functions and Variables for Trigonometric
-cov45.3 Functions and Variables for descriptive statistics
-cov145.3 Functions and Variables for descriptive statistics
-covdiff25.2.4 Tensors in curved spaces
-covect23.2 Functions and Variables for Matrices and Linear Algebra
-covers74.4 Package functs
-create_graph56.2.1 Building graphs
+cov45.3 Functions and Variables for descriptive statistics
+cov145.3 Functions and Variables for descriptive statistics
+covdiff25.2.4 Tensors in curved spaces
+covect23.2 Functions and Variables for Matrices and Linear Algebra
+covers74.4 Package functs
 create_graph56.2.1 Building graphs
 create_graph56.2.1 Building graphs
+create_graph56.2.1 Building graphs
 create_list5.4.2 Functions and Variables for Lists
 csc10.5.2 Functions and Variables for Trigonometric
 csch10.5.2 Functions and Variables for Trigonometric
-csetup26.2.1 Initialization and setup
-cspline59.2 Functions and Variables for interpol
+csetup26.2.1 Initialization and setup
 cspline59.2 Functions and Variables for interpol
-ct_coords26.2.9 Variables used by ctensor
-ct_coordsys26.2.1 Initialization and setup
+cspline59.2 Functions and Variables for interpol
+ct_coords26.2.9 Variables used by ctensor
 ct_coordsys26.2.1 Initialization and setup
-ctaylor26.2.3 Taylor series expansion
-ctaypov26.2.9 Variables used by ctensor
-ctaypt26.2.9 Variables used by ctensor
-ctayswitch26.2.9 Variables used by ctensor
-ctayvar26.2.9 Variables used by ctensor
-ctorsion_flag26.2.9 Variables used by ctensor
-ctransform26.2.7 Miscellaneous features
-ctranspose63.2 Functions and Variables for linearalgebra
-ctrgsimp26.2.9 Variables used by ctensor
-cube_graph56.2.1 Building graphs
-cuboctahedron_graph56.2.1 Building graphs
-cunlisp78.3 Functions and Variables for characters
-current_let_rule_package34.2 Functions and Variables for Rules and Patterns
-cv45.3 Functions and Variables for descriptive statistics
+ct_coordsys26.2.1 Initialization and setup
+ctaylor26.2.3 Taylor series expansion
+ctaypov26.2.9 Variables used by ctensor
+ctaypt26.2.9 Variables used by ctensor
+ctayswitch26.2.9 Variables used by ctensor
+ctayvar26.2.9 Variables used by ctensor
+ctorsion_flag26.2.9 Variables used by ctensor
+ctransform26.2.7 Miscellaneous features
+ctranspose63.2 Functions and Variables for linearalgebra
+ctrgsimp26.2.9 Variables used by ctensor
+cube_graph56.2.1 Building graphs
+cuboctahedron_graph56.2.1 Building graphs
+cunlisp78.3 Functions and Variables for characters
+current_let_rule_package34.2 Functions and Variables for Rules and Patterns
 cv45.3 Functions and Variables for descriptive statistics
-cycle_digraph56.2.1 Building graphs
-cycle_graph56.2.1 Building graphs
-cylindrical48.2.4 Graphics objects
+cv45.3 Functions and Variables for descriptive statistics
+cycle_digraph56.2.1 Building graphs
+cycle_graph56.2.1 Building graphs
+cylindrical48.2.4 Graphics objects
  

 
 
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-Maxima 5.28.0 Manual: A. Function and Variable Index: D
+Maxima 5.29.1 Manual: A. Function and Variable Index: D
 
-
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+
 
 
 
@@ -265,162 +265,162 @@
 Index Entry Section
  

 D
-data_file_name48.2.3 Graphics options
-days36053.2 Functions and Variables for finance
-dblint19.2 Functions and Variables for Integration
+data_file_name48.2.3 Graphics options
+days36053.2 Functions and Variables for finance
+dblint19.2 Functions and Variables for Integration
 deactivate11.3 Functions and Variables for Facts
-debugmode38.3 Functions and Variables for Debugging
+debugmode38.3 Functions and Variables for Debugging
 declare11.2 Functions and Variables for Properties
-declare_constvalue51.3 Functions and Variables for ezunits
-declare_dimensions51.3 Functions and Variables for ezunits
-declare_fundamental_dimensions51.3 Functions and Variables for ezunits
-declare_fundamental_units51.3 Functions and Variables for ezunits
-declare_qty51.3 Functions and Variables for ezunits
-declare_translated36.4 Functions and Variables for Function Definition
-declare_unit_conversion51.3 Functions and Variables for ezunits
-declare_units51.3 Functions and Variables for ezunits
-declare_weights24.2 Functions and Variables for Affine
+declare_constvalue51.3 Functions and Variables for ezunits
+declare_dimensions51.3 Functions and Variables for ezunits
+declare_fundamental_dimensions51.3 Functions and Variables for ezunits
+declare_fundamental_units51.3 Functions and Variables for ezunits
+declare_qty51.3 Functions and Variables for ezunits
+declare_translated36.4 Functions and Variables for Function Definition
+declare_unit_conversion51.3 Functions and Variables for ezunits
+declare_units51.3 Functions and Variables for ezunits
+declare_weights24.2 Functions and Variables for Affine
 decreasing11.2 Functions and Variables for Properties
-decsym25.2.2 Tensor symmetries
-default_let_rule_package34.2 Functions and Variables for Rules and Patterns
-defcon25.2.1 Managing indexed objects
+decsym25.2.2 Tensor symmetries
+default_let_rule_package34.2 Functions and Variables for Rules and Patterns
 defcon25.2.1 Managing indexed objects
-define36.4 Functions and Variables for Function Definition
+defcon25.2.1 Managing indexed objects
 define36.4 Functions and Variables for Function Definition
 define36.4 Functions and Variables for Function Definition
 define36.4 Functions and Variables for Function Definition
 define36.4 Functions and Variables for Function Definition
-define_variable36.4 Functions and Variables for Function Definition
-defint19.2 Functions and Variables for Integration
-defmatch34.2 Functions and Variables for Rules and Patterns
+define36.4 Functions and Variables for Function Definition
+define_variable36.4 Functions and Variables for Function Definition
+defint19.2 Functions and Variables for Integration
 defmatch34.2 Functions and Variables for Rules and Patterns
-defrule34.2 Functions and Variables for Rules and Patterns
+defmatch34.2 Functions and Variables for Rules and Patterns
+defrule34.2 Functions and Variables for Rules and Patterns
 defstruct5.6.2 Functions and Variables for Structures
 defstruct5.6.2 Functions and Variables for Structures
-deftaylor28.3 Functions and Variables for Series
-degree_sequence56.2.2 Graph properties
-del18.1 Functions and Variables for Differentiation
-delay48.2.3 Graphics options
+deftaylor28.3 Functions and Variables for Series
+degree_sequence56.2.2 Graph properties
+del18.1 Functions and Variables for Differentiation
+delay48.2.3 Graphics options
 delete5.4.2 Functions and Variables for Lists
 delete5.4.2 Functions and Variables for Lists
-deleten26.2.8 Utility functions
-delta18.1 Functions and Variables for Differentiation
+deleten26.2.8 Utility functions
+delta18.1 Functions and Variables for Differentiation
 demo3.2 Functions and Variables for Help
 demoivre9.1 Functions and Variables for Simplification
 demoivre9.1 Functions and Variables for Simplification
 denom14.2 Functions and Variables for Polynomials
-dependencies18.1 Functions and Variables for Differentiation
-depends18.1 Functions and Variables for Differentiation
-derivabbrev18.1 Functions and Variables for Differentiation
-derivdegree18.1 Functions and Variables for Differentiation
-derivlist18.1 Functions and Variables for Differentiation
-derivsubst18.1 Functions and Variables for Differentiation
+dependencies18.1 Functions and Variables for Differentiation
+depends18.1 Functions and Variables for Differentiation
+derivabbrev18.1 Functions and Variables for Differentiation
+derivdegree18.1 Functions and Variables for Differentiation
+derivlist18.1 Functions and Variables for Differentiation
+derivsubst18.1 Functions and Variables for Differentiation
 describe3.2 Functions and Variables for Help
 describe3.2 Functions and Variables for Help
 describe3.2 Functions and Variables for Help
-desolve21.2 Functions and Variables for Differential Equations
 desolve21.2 Functions and Variables for Differential Equations
-determinant23.2 Functions and Variables for Matrices and Linear Algebra
-detout23.2 Functions and Variables for Matrices and Linear Algebra
-dfloat79.1 Functions and Variables for to_poly_solve
-dgauss_a44.2 Functions and Variables for contrib_ode
-dgauss_b44.2 Functions and Variables for contrib_ode
-dgeev60.2 Functions and Variables for lapack
+desolve21.2 Functions and Variables for Differential Equations
+determinant23.2 Functions and Variables for Matrices and Linear Algebra
+detout23.2 Functions and Variables for Matrices and Linear Algebra
+dfloat79.1 Functions and Variables for to_poly_solve
+dgauss_a44.2 Functions and Variables for contrib_ode
+dgauss_b44.2 Functions and Variables for contrib_ode
 dgeev60.2 Functions and Variables for lapack
-dgemm60.2 Functions and Variables for lapack
+dgeev60.2 Functions and Variables for lapack
 dgemm60.2 Functions and Variables for lapack
-dgeqrf60.2 Functions and Variables for lapack
-dgesv60.2 Functions and Variables for lapack
-dgesvd60.2 Functions and Variables for lapack
+dgemm60.2 Functions and Variables for lapack
+dgeqrf60.2 Functions and Variables for lapack
+dgesv60.2 Functions and Variables for lapack
 dgesvd60.2 Functions and Variables for lapack
-diag46.1 Functions and Variables for diag
-diag_matrix63.2 Functions and Variables for linearalgebra
-diagmatrix23.2 Functions and Variables for Matrices and Linear Algebra
-diagmatrixp26.2.8 Utility functions
-diagmetric26.2.9 Variables used by ctensor
-diameter56.2.2 Graph properties
-diff18.1 Functions and Variables for Differentiation
+dgesvd60.2 Functions and Variables for lapack
+diag46.1 Functions and Variables for diag
+diag_matrix63.2 Functions and Variables for linearalgebra
+diagmatrix23.2 Functions and Variables for Matrices and Linear Algebra
+diagmatrixp26.2.8 Utility functions
+diagmetric26.2.9 Variables used by ctensor
+diameter56.2.2 Graph properties
 diff18.1 Functions and Variables for Differentiation
 diff18.1 Functions and Variables for Differentiation
 diff18.1 Functions and Variables for Differentiation
-diff25.2.3 Indicial tensor calculus
-digitcharp78.3 Functions and Variables for characters
-dim26.2.9 Variables used by ctensor
-dimacs_export56.2.4 Reading and writing to files
+diff18.1 Functions and Variables for Differentiation
+diff25.2.3 Indicial tensor calculus
+digitcharp78.3 Functions and Variables for characters
+dim26.2.9 Variables used by ctensor
 dimacs_export56.2.4 Reading and writing to files
-dimacs_import56.2.4 Reading and writing to files
-dimension20.1 Functions and Variables for Equations
+dimacs_export56.2.4 Reading and writing to files
+dimacs_import56.2.4 Reading and writing to files
 dimension20.1 Functions and Variables for Equations
-dimensionless51.3 Functions and Variables for ezunits
-dimensions51.3 Functions and Variables for ezunits
-dimensions_as_list51.3 Functions and Variables for ezunits
-direct30.2.3 Groups and orbits
-discrete_freq45.2 Functions and Variables for data manipulation
-disjoin35.2 Functions and Variables for Sets
-disjointp35.2 Functions and Variables for Sets
+dimension20.1 Functions and Variables for Equations
+dimensionless51.3 Functions and Variables for ezunits
+dimensions51.3 Functions and Variables for ezunits
+dimensions_as_list51.3 Functions and Variables for ezunits
+direct30.2.3 Groups and orbits
+discrete_freq45.2 Functions and Variables for data manipulation
+disjoin35.2 Functions and Variables for Sets
+disjointp35.2 Functions and Variables for Sets
 disolate6.5 Functions and Variables for Expressions
 disp4.3 Functions and Variables for Display
-dispcon25.2.1 Managing indexed objects
 dispcon25.2.1 Managing indexed objects
-dispflag20.1 Functions and Variables for Equations
+dispcon25.2.1 Managing indexed objects
+dispflag20.1 Functions and Variables for Equations
 dispform6.5 Functions and Variables for Expressions
 dispform6.5 Functions and Variables for Expressions
-dispfun36.4 Functions and Variables for Function Definition
 dispfun36.4 Functions and Variables for Function Definition
-dispJordan46.1 Functions and Variables for diag
+dispfun36.4 Functions and Variables for Function Definition
+dispJordan46.1 Functions and Variables for diag
 display4.3 Functions and Variables for Display
 display2d4.3 Functions and Variables for Display
 display_format_internal4.3 Functions and Variables for Display
-disprule34.2 Functions and Variables for Rules and Patterns
 disprule34.2 Functions and Variables for Rules and Patterns
+disprule34.2 Functions and Variables for Rules and Patterns
 dispterms4.3 Functions and Variables for Display
 distrib9.1 Functions and Variables for Simplification
 distribute_over9.1 Functions and Variables for Simplification
 divide14.2 Functions and Variables for Polynomials
-divisors35.2 Functions and Variables for Sets
-divsum29.1 Functions and Variables for Number Theory
+divisors35.2 Functions and Variables for Sets
 divsum29.1 Functions and Variables for Number Theory
-dkummer_m44.2 Functions and Variables for contrib_ode
-dkummer_u44.2 Functions and Variables for contrib_ode
-dlange60.2 Functions and Variables for lapack
-do37.4 Functions and Variables for Program Flow
-doallmxops23.2 Functions and Variables for Matrices and Linear Algebra
-dodecahedron_graph56.2.1 Building graphs
+divsum29.1 Functions and Variables for Number Theory
+dkummer_m44.2 Functions and Variables for contrib_ode
+dkummer_u44.2 Functions and Variables for contrib_ode
+dlange60.2 Functions and Variables for lapack
+do37.4 Functions and Variables for Program Flow
+doallmxops23.2 Functions and Variables for Matrices and Linear Algebra
+dodecahedron_graph56.2.1 Building graphs
 domain9.1 Functions and Variables for Simplification
-domxexpt23.2 Functions and Variables for Matrices and Linear Algebra
-domxmxops23.2 Functions and Variables for Matrices and Linear Algebra
-domxnctimes23.2 Functions and Variables for Matrices and Linear Algebra
-dontfactor23.2 Functions and Variables for Matrices and Linear Algebra
-doscmxops23.2 Functions and Variables for Matrices and Linear Algebra
-doscmxplus23.2 Functions and Variables for Matrices and Linear Algebra
-dot0nscsimp23.2 Functions and Variables for Matrices and Linear Algebra
-dot0simp23.2 Functions and Variables for Matrices and Linear Algebra
-dot1simp23.2 Functions and Variables for Matrices and Linear Algebra
-dotassoc23.2 Functions and Variables for Matrices and Linear Algebra
-dotconstrules23.2 Functions and Variables for Matrices and Linear Algebra
-dotdistrib23.2 Functions and Variables for Matrices and Linear Algebra
-dotexptsimp23.2 Functions and Variables for Matrices and Linear Algebra
-dotident23.2 Functions and Variables for Matrices and Linear Algebra
-dotproduct63.2 Functions and Variables for linearalgebra
-dotscrules23.2 Functions and Variables for Matrices and Linear Algebra
-dotsimp24.2 Functions and Variables for Affine
+domxexpt23.2 Functions and Variables for Matrices and Linear Algebra
+domxmxops23.2 Functions and Variables for Matrices and Linear Algebra
+domxnctimes23.2 Functions and Variables for Matrices and Linear Algebra
+dontfactor23.2 Functions and Variables for Matrices and Linear Algebra
+doscmxops23.2 Functions and Variables for Matrices and Linear Algebra
+doscmxplus23.2 Functions and Variables for Matrices and Linear Algebra
+dot0nscsimp23.2 Functions and Variables for Matrices and Linear Algebra
+dot0simp23.2 Functions and Variables for Matrices and Linear Algebra
+dot1simp23.2 Functions and Variables for Matrices and Linear Algebra
+dotassoc23.2 Functions and Variables for Matrices and Linear Algebra
+dotconstrules23.2 Functions and Variables for Matrices and Linear Algebra
+dotdistrib23.2 Functions and Variables for Matrices and Linear Algebra
+dotexptsimp23.2 Functions and Variables for Matrices and Linear Algebra
+dotident23.2 Functions and Variables for Matrices and Linear Algebra
+dotproduct63.2 Functions and Variables for linearalgebra
+dotscrules23.2 Functions and Variables for Matrices and Linear Algebra
+dotsimp24.2 Functions and Variables for Affine
 dpart6.5 Functions and Variables for Expressions
-draw48.2.2 Functions
-draw2d48.2.2 Functions
-draw3d48.2.2 Functions
-draw_file48.2.2 Functions
-draw_graph56.2.5 Visualization
+draw48.2.2 Functions
+draw2d48.2.2 Functions
+draw3d48.2.2 Functions
+draw_file48.2.2 Functions
 draw_graph56.2.5 Visualization
-draw_graph_program56.2.5 Visualization
-draw_realpart48.2.3 Graphics options
-drawdf49.2.1 Functions
+draw_graph56.2.5 Visualization
+draw_graph_program56.2.5 Visualization
+draw_realpart48.2.3 Graphics options
 drawdf49.2.1 Functions
 drawdf49.2.1 Functions
 drawdf49.2.1 Functions
 drawdf49.2.1 Functions
 drawdf49.2.1 Functions
-dscalar18.1 Functions and Variables for Differentiation
-dscalar26.2.7 Miscellaneous features
+drawdf49.2.1 Functions
+dscalar18.1 Functions and Variables for Differentiation
+dscalar26.2.7 Miscellaneous features
  

 
 
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+  This document was generated by Robert on December, 10 2012 using texi2html 1.76.
  
  

 
diff -Nru maxima-5.28.0/doc/info/maxima_86.html maxima-5.29.1/doc/info/maxima_86.html
--- maxima-5.28.0/doc/info/maxima_86.html	2012-08-12 21:24:39.000000000 +0000
+++ maxima-5.29.1/doc/info/maxima_86.html	2012-12-10 20:35:58.000000000 +0000
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-Maxima 5.28.0 Manual: A. Function and Variable Index: E
+Maxima 5.29.1 Manual: A. Function and Variable Index: E
 
-
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+
 
 
 
@@ -265,83 +265,83 @@
 Index Entry Section
  

 E
-echelon23.2 Functions and Variables for Matrices and Linear Algebra
-edge_color56.2.5 Visualization
-edge_coloring56.2.2 Graph properties
-edge_connectivity56.2.2 Graph properties
-edge_partition56.2.5 Visualization
-edge_type56.2.5 Visualization
-edge_width56.2.5 Visualization
-edges56.2.2 Graph properties
-eigens_by_jacobi63.2 Functions and Variables for linearalgebra
+echelon23.2 Functions and Variables for Matrices and Linear Algebra
+edge_color56.2.5 Visualization
+edge_coloring56.2.2 Graph properties
+edge_connectivity56.2.2 Graph properties
+edge_partition56.2.5 Visualization
+edge_type56.2.5 Visualization
+edge_width56.2.5 Visualization
+edges56.2.2 Graph properties
 eigens_by_jacobi63.2 Functions and Variables for linearalgebra
-eigenvalues23.2 Functions and Variables for Matrices and Linear Algebra
-eigenvectors23.2 Functions and Variables for Matrices and Linear Algebra
+eigens_by_jacobi63.2 Functions and Variables for linearalgebra
+eigenvalues23.2 Functions and Variables for Matrices and Linear Algebra
+eigenvectors23.2 Functions and Variables for Matrices and Linear Algebra
 eighth5.4.2 Functions and Variables for Lists
-einstein26.2.2 The tensors of curved space
-eivals23.2 Functions and Variables for Matrices and Linear Algebra
-eivects23.2 Functions and Variables for Matrices and Linear Algebra
-elapsed_real_time32.3 Functions and Variables for Runtime Environment
-elapsed_run_time32.3 Functions and Variables for Runtime Environment
-ele2comp30.2.1 Changing bases
-ele2polynome30.2.5 Polynomials and their roots
-ele2pui30.2.1 Changing bases
-elem30.2.1 Changing bases
-elementp35.2 Functions and Variables for Sets
+einstein26.2.2 The tensors of curved space
+eivals23.2 Functions and Variables for Matrices and Linear Algebra
+eivects23.2 Functions and Variables for Matrices and Linear Algebra
+elapsed_real_time32.3 Functions and Variables for Runtime Environment
+elapsed_run_time32.3 Functions and Variables for Runtime Environment
+ele2comp30.2.1 Changing bases
+ele2polynome30.2.5 Polynomials and their roots
+ele2pui30.2.1 Changing bases
+elem30.2.1 Changing bases
+elementp35.2 Functions and Variables for Sets
 elevation12.4 Plotting Options
-elevation_grid48.2.4 Graphics objects
-elim79.1 Functions and Variables for to_poly_solve
-elim_allbut79.1 Functions and Variables for to_poly_solve
+elevation_grid48.2.4 Graphics objects
+elim79.1 Functions and Variables for to_poly_solve
+elim_allbut79.1 Functions and Variables for to_poly_solve
 eliminate14.2 Functions and Variables for Polynomials
-eliminate_using79.1 Functions and Variables for to_poly_solve
-ellipse48.2.4 Graphics objects
-elliptic_e16.3 Functions and Variables for Elliptic Integrals
-elliptic_ec16.3 Functions and Variables for Elliptic Integrals
-elliptic_eu16.3 Functions and Variables for Elliptic Integrals
-elliptic_f16.3 Functions and Variables for Elliptic Integrals
-elliptic_kc16.3 Functions and Variables for Elliptic Integrals
-elliptic_pi16.3 Functions and Variables for Elliptic Integrals
-ematrix23.2 Functions and Variables for Matrices and Linear Algebra
-empty_graph56.2.1 Building graphs
-emptyp35.2 Functions and Variables for Sets
+eliminate_using79.1 Functions and Variables for to_poly_solve
+ellipse48.2.4 Graphics objects
+elliptic_e16.3 Functions and Variables for Elliptic Integrals
+elliptic_ec16.3 Functions and Variables for Elliptic Integrals
+elliptic_eu16.3 Functions and Variables for Elliptic Integrals
+elliptic_f16.3 Functions and Variables for Elliptic Integrals
+elliptic_kc16.3 Functions and Variables for Elliptic Integrals
+elliptic_pi16.3 Functions and Variables for Elliptic Integrals
+ematrix23.2 Functions and Variables for Matrices and Linear Algebra
+empty_graph56.2.1 Building graphs
+emptyp35.2 Functions and Variables for Sets
 endcons5.4.2 Functions and Variables for Lists
-enhanced3d48.2.3 Graphics options
-entermatrix23.2 Functions and Variables for Matrices and Linear Algebra
-entertensor25.2.1 Managing indexed objects
+enhanced3d48.2.3 Graphics options
+entermatrix23.2 Functions and Variables for Matrices and Linear Algebra
+entertensor25.2.1 Managing indexed objects
 entier10.1 Functions for Numbers
-epsilon_lp73.2 Functions and Variables for simplex
+epsilon_lp73.2 Functions and Variables for simplex
 equal11.4 Functions and Variables for Predicates
-equalp22.4 Functions and Variables for Fourier series
-equiv_classes35.2 Functions and Variables for Sets
-erf15.6 Error Function
-erf_generalized15.6 Error Function
-erf_representation15.6 Error Function
-erfc15.6 Error Function
-erfflag19.2 Functions and Variables for Integration
-erfi15.6 Error Function
-errcatch37.4 Functions and Variables for Program Flow
-error37.4 Functions and Variables for Program Flow
+equalp22.4 Functions and Variables for Fourier series
+equiv_classes35.2 Functions and Variables for Sets
+erf15.6 Error Function
+erf_generalized15.6 Error Function
+erf_representation15.6 Error Function
+erfc15.6 Error Function
+erfflag19.2 Functions and Variables for Integration
+erfi15.6 Error Function
+errcatch37.4 Functions and Variables for Program Flow
 error37.4 Functions and Variables for Program Flow
-error_size37.4 Functions and Variables for Program Flow
-error_syms37.4 Functions and Variables for Program Flow
-error_type48.2.3 Graphics options
-errormsg37.4 Functions and Variables for Program Flow
-errors48.2.4 Graphics objects
-euler29.1 Functions and Variables for Number Theory
+error37.4 Functions and Variables for Program Flow
+error_size37.4 Functions and Variables for Program Flow
+error_syms37.4 Functions and Variables for Program Flow
+error_type48.2.3 Graphics options
+errormsg37.4 Functions and Variables for Program Flow
+errors48.2.4 Graphics objects
+euler29.1 Functions and Variables for Number Theory
 ev8.1 Functions and Variables for Evaluation
-ev_point81.4 Variables related to the modular test
+ev_point81.4 Variables related to the modular test
 eval8.1 Functions and Variables for Evaluation
-eval_string78.4 Functions and Variables for strings
+eval_string78.4 Functions and Variables for strings
 even11.2 Functions and Variables for Properties
 evenfun9.1 Functions and Variables for Simplification
 evenp5.1.2 Functions and Variables for Numbers
-every35.2 Functions and Variables for Sets
 every35.2 Functions and Variables for Sets
+every35.2 Functions and Variables for Sets
 evflag8.1 Functions and Variables for Evaluation
 evfun8.1 Functions and Variables for Evaluation
-evolution50.2 Functions and Variables for dynamics
-evolution2d50.2 Functions and Variables for dynamics
-evundiff25.2.3 Indicial tensor calculus
+evolution50.2 Functions and Variables for dynamics
+evolution2d50.2 Functions and Variables for dynamics
+evundiff25.2.3 Indicial tensor calculus
 example3.2 Functions and Variables for Help
 example3.2 Functions and Variables for Help
 exp10.4 Root, Exponential and Logarithmic Functions
@@ -350,33 +350,33 @@
 expandwrt9.1 Functions and Variables for Simplification
 expandwrt_denom9.1 Functions and Variables for Simplification
 expandwrt_factored9.1 Functions and Variables for Simplification
-expintegral_chi15.5 Exponential Integrals
-expintegral_ci15.5 Exponential Integrals
-expintegral_e15.5 Exponential Integrals
-expintegral_e115.5 Exponential Integrals
-expintegral_ei15.5 Exponential Integrals
-expintegral_li15.5 Exponential Integrals
-expintegral_shi15.5 Exponential Integrals
-expintegral_si15.5 Exponential Integrals
-expintexpand15.5 Exponential Integrals
-expintrep15.5 Exponential Integrals
-explicit48.2.4 Graphics objects
+expintegral_chi15.5 Exponential Integrals
+expintegral_ci15.5 Exponential Integrals
+expintegral_e15.5 Exponential Integrals
+expintegral_e115.5 Exponential Integrals
+expintegral_ei15.5 Exponential Integrals
+expintegral_li15.5 Exponential Integrals
+expintegral_shi15.5 Exponential Integrals
+expintegral_si15.5 Exponential Integrals
+expintexpand15.5 Exponential Integrals
+expintrep15.5 Exponential Integrals
 explicit48.2.4 Graphics objects
-explose30.2.2 Changing representations
+explicit48.2.4 Graphics objects
+explose30.2.2 Changing representations
 expon9.1 Functions and Variables for Simplification
 exponentialize9.1 Functions and Variables for Simplification
 exponentialize9.1 Functions and Variables for Simplification
 expop9.1 Functions and Variables for Simplification
-express18.1 Functions and Variables for Differentiation
+express18.1 Functions and Variables for Differentiation
 expt4.3 Functions and Variables for Display
 exptdispflag4.3 Functions and Variables for Display
 exptisolate6.5 Functions and Variables for Expressions
 exptsubst6.5 Functions and Variables for Expressions
-exsec74.4 Package functs
-extdiff25.2.7 Exterior algebra
-extract_linear_equations24.2 Functions and Variables for Affine
-extremal_subset35.2 Functions and Variables for Sets
+exsec74.4 Package functs
+extdiff25.2.7 Exterior algebra
+extract_linear_equations24.2 Functions and Variables for Affine
 extremal_subset35.2 Functions and Variables for Sets
+extremal_subset35.2 Functions and Variables for Sets
 ezgcd14.2 Functions and Variables for Polynomials
  

 
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+  This document was generated by Robert on December, 10 2012 using texi2html 1.76.
  
  

 
diff -Nru maxima-5.28.0/doc/info/maxima_87.html maxima-5.29.1/doc/info/maxima_87.html
--- maxima-5.28.0/doc/info/maxima_87.html	2012-08-12 21:24:39.000000000 +0000
+++ maxima-5.29.1/doc/info/maxima_87.html	2012-12-10 20:35:58.000000000 +0000
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-Maxima 5.28.0 Manual: A. Function and Variable Index: F
+Maxima 5.29.1 Manual: A. Function and Variable Index: F
 
-
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 Index Entry Section
  

 F
-f9052.1 Functions and Variables for f90
+f9052.1 Functions and Variables for f90
 facexpand14.2 Functions and Variables for Polynomials
-facsum74.3 Package facexp
-facsum_combine74.3 Package facexp
+facsum74.3 Package facexp
+facsum_combine74.3 Package facexp
 factcomb10.3 Combinatorial Functions
 factlim10.3 Combinatorial Functions
 factor14.2 Functions and Variables for Polynomials
 factor14.2 Functions and Variables for Polynomials
-factorfacsum74.3 Package facexp
+factorfacsum74.3 Package facexp
 factorflag14.2 Functions and Variables for Polynomials
 factorial10.3 Combinatorial Functions
 factorial_expand10.3 Combinatorial Functions
 factorout14.2 Functions and Variables for Polynomials
-factors_only29.1 Functions and Variables for Number Theory
+factors_only29.1 Functions and Variables for Number Theory
 factorsum14.2 Functions and Variables for Polynomials
 facts11.3 Functions and Variables for Facts
 facts11.3 Functions and Variables for Facts
 false5.3.1 Functions and Variables for Constants
-fast_central_elements24.2 Functions and Variables for Affine
-fast_linsolve24.2 Functions and Variables for Affine
+fast_central_elements24.2 Functions and Variables for Affine
+fast_linsolve24.2 Functions and Variables for Affine
 fasttimes14.2 Functions and Variables for Polynomials
-fb26.2.9 Variables used by ctensor
+fb26.2.9 Variables used by ctensor
 feature11.2 Functions and Variables for Properties
 featurep11.2 Functions and Variables for Properties
 features11.2 Functions and Variables for Properties
-fernfale54.2 Definitions for IFS fractals
-fft22.2 Functions and Variables for fast Fourier transform
-fib29.1 Functions and Variables for Number Theory
-fibtophi29.1 Functions and Variables for Number Theory
+fernfale54.2 Definitions for IFS fractals
+fft22.2 Functions and Variables for fast Fourier transform
+fib29.1 Functions and Variables for Number Theory
+fibtophi29.1 Functions and Variables for Number Theory
 fifth5.4.2 Functions and Variables for Lists
-file_name48.2.3 Graphics options
-file_name56.2.5 Visualization
+file_name48.2.3 Graphics options
+file_name56.2.5 Visualization
 file_output_append13.3 Functions and Variables for File Input and Output
 file_search13.3 Functions and Variables for File Input and Output
 file_search13.3 Functions and Variables for File Input and Output
@@ -309,79 +309,79 @@
 file_type_lisp13.3 Functions and Variables for File Input and Output
 file_type_maxima13.3 Functions and Variables for File Input and Output
 filename_merge13.3 Functions and Variables for File Input and Output
-fill_color48.2.3 Graphics options
-fill_density48.2.3 Graphics options
+fill_color48.2.3 Graphics options
+fill_density48.2.3 Graphics options
 fillarray5.5.1 Functions and Variables for Arrays
-filled_func48.2.3 Graphics options
-find_root22.2 Functions and Variables for fast Fourier transform
+filled_func48.2.3 Graphics options
 find_root22.2 Functions and Variables for fast Fourier transform
-find_root_abs22.2 Functions and Variables for fast Fourier transform
-find_root_error22.2 Functions and Variables for fast Fourier transform
-find_root_rel22.2 Functions and Variables for fast Fourier transform
-findde26.2.7 Miscellaneous features
+find_root22.2 Functions and Variables for fast Fourier transform
+find_root_abs22.2 Functions and Variables for fast Fourier transform
+find_root_error22.2 Functions and Variables for fast Fourier transform
+find_root_rel22.2 Functions and Variables for fast Fourier transform
+findde26.2.7 Miscellaneous features
 first5.4.2 Functions and Variables for Lists
 fix10.1 Functions for Numbers
-fixed_vertices56.2.5 Visualization
-flatten35.2 Functions and Variables for Sets
-flength78.2 Functions and Variables for input and output
-flipflag25.2.1 Managing indexed objects
+fixed_vertices56.2.5 Visualization
+flatten35.2 Functions and Variables for Sets
+flength78.2 Functions and Variables for input and output
+flipflag25.2.1 Managing indexed objects
 float5.1.2 Functions and Variables for Numbers
 float2bf5.1.2 Functions and Variables for Numbers
 floatnump5.1.2 Functions and Variables for Numbers
 floor10.1 Functions for Numbers
-flower_snark56.2.1 Building graphs
-flush25.2.3 Indicial tensor calculus
-flush1deriv25.2.3 Indicial tensor calculus
-flushd25.2.3 Indicial tensor calculus
-flushnd25.2.3 Indicial tensor calculus
-fmin_cobyla43.2 Functions and Variables for cobyla
+flower_snark56.2.1 Building graphs
+flush25.2.3 Indicial tensor calculus
+flush1deriv25.2.3 Indicial tensor calculus
+flushd25.2.3 Indicial tensor calculus
+flushnd25.2.3 Indicial tensor calculus
 fmin_cobyla43.2 Functions and Variables for cobyla
-font48.2.3 Graphics options
-font_size48.2.3 Graphics options
-for37.4 Functions and Variables for Program Flow
+fmin_cobyla43.2 Functions and Variables for cobyla
+font48.2.3 Graphics options
+font_size48.2.3 Graphics options
+for37.4 Functions and Variables for Program Flow
 forget11.3 Functions and Variables for Facts
 forget11.3 Functions and Variables for Facts
 fortindent13.5 Functions and Variables for Fortran Output
 fortran13.5 Functions and Variables for Fortran Output
 fortspaces13.5 Functions and Variables for Fortran Output
-fourcos22.4 Functions and Variables for Fourier series
-fourexpand22.4 Functions and Variables for Fourier series
-fourier22.4 Functions and Variables for Fourier series
-fourier_elim79.1 Functions and Variables for to_poly_solve
-fourint22.4 Functions and Variables for Fourier series
-fourintcos22.4 Functions and Variables for Fourier series
-fourintsin22.4 Functions and Variables for Fourier series
-foursimp22.4 Functions and Variables for Fourier series
-foursin22.4 Functions and Variables for Fourier series
+fourcos22.4 Functions and Variables for Fourier series
+fourexpand22.4 Functions and Variables for Fourier series
+fourier22.4 Functions and Variables for Fourier series
+fourier_elim79.1 Functions and Variables for to_poly_solve
+fourint22.4 Functions and Variables for Fourier series
+fourintcos22.4 Functions and Variables for Fourier series
+fourintsin22.4 Functions and Variables for Fourier series
+foursimp22.4 Functions and Variables for Fourier series
+foursin22.4 Functions and Variables for Fourier series
 fourth5.4.2 Functions and Variables for Lists
-fposition78.2 Functions and Variables for input and output
 fposition78.2 Functions and Variables for input and output
+fposition78.2 Functions and Variables for input and output
 fpprec5.1.2 Functions and Variables for Numbers
 fpprintprec5.1.2 Functions and Variables for Numbers
-frame_bracket26.2.4 Frame fields
+frame_bracket26.2.4 Frame fields
 freeof6.5 Functions and Variables for Expressions
-freshline78.2 Functions and Variables for input and output
 freshline78.2 Functions and Variables for input and output
-fresnel_c15.6 Error Function
-fresnel_s15.6 Error Function
-from_adjacency_matrix56.2.1 Building graphs
-frucht_graph56.2.1 Building graphs
-full_listify35.2 Functions and Variables for Sets
-fullmap36.4 Functions and Variables for Function Definition
-fullmapl36.4 Functions and Variables for Function Definition
+freshline78.2 Functions and Variables for input and output
+fresnel_c15.6 Error Function
+fresnel_s15.6 Error Function
+from_adjacency_matrix56.2.1 Building graphs
+frucht_graph56.2.1 Building graphs
+full_listify35.2 Functions and Variables for Sets
+fullmap36.4 Functions and Variables for Function Definition
+fullmapl36.4 Functions and Variables for Function Definition
 fullratsimp14.2 Functions and Variables for Polynomials
 fullratsubst14.2 Functions and Variables for Polynomials
-fullsetify35.2 Functions and Variables for Sets
-funcsolve20.1 Functions and Variables for Equations
-functions36.4 Functions and Variables for Function Definition
-fundamental_dimensions51.3 Functions and Variables for ezunits
-fundamental_units51.3 Functions and Variables for ezunits
+fullsetify35.2 Functions and Variables for Sets
+funcsolve20.1 Functions and Variables for Equations
+functions36.4 Functions and Variables for Function Definition
+fundamental_dimensions51.3 Functions and Variables for ezunits
 fundamental_units51.3 Functions and Variables for ezunits
-fundef36.4 Functions and Variables for Function Definition
-funmake36.4 Functions and Variables for Function Definition
-funp22.4 Functions and Variables for Fourier series
+fundamental_units51.3 Functions and Variables for ezunits
+fundef36.4 Functions and Variables for Function Definition
+funmake36.4 Functions and Variables for Function Definition
 funp22.4 Functions and Variables for Fourier series
-fv53.2 Functions and Variables for finance
+funp22.4 Functions and Variables for Fourier series
+fv53.2 Functions and Variables for finance
  

 
 
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-  This document was generated by Robert on August, 12 2012 using texi2html 1.76.
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diff -Nru maxima-5.28.0/doc/info/maxima_88.html maxima-5.29.1/doc/info/maxima_88.html
--- maxima-5.28.0/doc/info/maxima_88.html	2012-08-12 21:24:39.000000000 +0000
+++ maxima-5.29.1/doc/info/maxima_88.html	2012-12-10 20:35:58.000000000 +0000
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-
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-Maxima 5.28.0 Manual: A. Function and Variable Index: G
+Maxima 5.29.1 Manual: A. Function and Variable Index: G
 
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 G
 gamma15.4 Gamma and factorial Functions
-gamma_expand15.4 Gamma and factorial Functions
-gamma_incomplete15.4 Gamma and factorial Functions
-gamma_incomplete_generalized15.4 Gamma and factorial Functions
-gamma_incomplete_regularized15.4 Gamma and factorial Functions
-gammalim15.4 Gamma and factorial Functions
-gauss_a44.2 Functions and Variables for contrib_ode
-gauss_b44.2 Functions and Variables for contrib_ode
-gaussprob74.4 Package functs
+gamma_expand15.4 Gamma and factorial Functions
+gamma_greek15.4 Gamma and factorial Functions
+gamma_incomplete15.4 Gamma and factorial Functions
+gamma_incomplete_generalized15.4 Gamma and factorial Functions
+gamma_incomplete_regularized15.4 Gamma and factorial Functions
+gammalim15.4 Gamma and factorial Functions
+gauss_a44.2 Functions and Variables for contrib_ode
+gauss_b44.2 Functions and Variables for contrib_ode
+gaussprob74.4 Package functs
 gcd14.2 Functions and Variables for Polynomials
 gcdex14.2 Functions and Variables for Polynomials
 gcdex14.2 Functions and Variables for Polynomials
-gcdivide74.4 Package functs
-gcfac74.7 Package scifac
+gcdivide74.4 Package functs
+gcfac74.7 Package scifac
 gcfactor14.2 Functions and Variables for Polynomials
-gd74.4 Package functs
-gdet26.2.9 Variables used by ctensor
-gen_laguerre70.2 Functions and Variables for orthogonal polynomials
-generalized_lambert_w15.10 Functions and Variables for Special Functions
+gd74.4 Package functs
+gdet26.2.9 Variables used by ctensor
+gen_laguerre70.2 Functions and Variables for orthogonal polynomials
+generalized_lambert_w15.10 Functions and Variables for Special Functions
 genfact10.3 Combinatorial Functions
-genindex33.3 Functions and Variables for Miscellaneous Options
-genmatrix23.2 Functions and Variables for Matrices and Linear Algebra
+genindex33.3 Functions and Variables for Miscellaneous Options
 genmatrix23.2 Functions and Variables for Matrices and Linear Algebra
 genmatrix23.2 Functions and Variables for Matrices and Linear Algebra
-gensumnum33.3 Functions and Variables for Miscellaneous Options
-gensym33.3 Functions and Variables for Miscellaneous Options
+genmatrix23.2 Functions and Variables for Matrices and Linear Algebra
+gensumnum33.3 Functions and Variables for Miscellaneous Options
 gensym33.3 Functions and Variables for Miscellaneous Options
-geo_amortization53.2 Functions and Variables for finance
-geo_annuity_fv53.2 Functions and Variables for finance
-geo_annuity_pv53.2 Functions and Variables for finance
-geomap48.4.2 Graphic objects
+gensym33.3 Functions and Variables for Miscellaneous Options
+geo_amortization53.2 Functions and Variables for finance
+geo_annuity_fv53.2 Functions and Variables for finance
+geo_annuity_pv53.2 Functions and Variables for finance
 geomap48.4.2 Graphic objects
-geometric74.4 Package functs
-geometric_mean45.3 Functions and Variables for descriptive statistics
+geomap48.4.2 Graphic objects
+geometric74.4 Package functs
 geometric_mean45.3 Functions and Variables for descriptive statistics
-geosum74.4 Package functs
+geometric_mean45.3 Functions and Variables for descriptive statistics
+geosum74.4 Package functs
 get11.2 Functions and Variables for Properties
-get_edge_weight56.2.2 Graph properties
 get_edge_weight56.2.2 Graph properties
-get_lu_factors63.2 Functions and Variables for linearalgebra
-get_pixel48.3 Functions and Variables for pictures
+get_edge_weight56.2.2 Graph properties
+get_lu_factors63.2 Functions and Variables for linearalgebra
+get_pixel48.3 Functions and Variables for pictures
 get_plot_option12.3 Functions and Variables for Plotting
 get_tex_environment13.4 Functions and Variables for TeX Output
 get_tex_environment_default13.4 Functions and Variables for TeX Output
-get_vertex_label56.2.2 Graph properties
+get_vertex_label56.2.2 Graph properties
 gfactor14.2 Functions and Variables for Polynomials
 gfactorsum14.2 Functions and Variables for Polynomials
-ggf55.1 Functions and Variables for ggf
-GGFCFMAX55.1 Functions and Variables for ggf
-GGFINFINITY55.1 Functions and Variables for ggf
-girth56.2.2 Graph properties
-global_variances45.3 Functions and Variables for descriptive statistics
+ggf55.1 Functions and Variables for ggf
+GGFCFMAX55.1 Functions and Variables for ggf
+GGFINFINITY55.1 Functions and Variables for ggf
+girth56.2.2 Graph properties
 global_variances45.3 Functions and Variables for descriptive statistics
-globalsolve20.1 Functions and Variables for Equations
+global_variances45.3 Functions and Variables for descriptive statistics
+globalsolve20.1 Functions and Variables for Equations
 gnuplot_close12.6 Gnuplot_pipes Format Functions
 gnuplot_curve_styles12.5 Gnuplot Options
 gnuplot_curve_titles12.5 Gnuplot Options
 gnuplot_default_term_command12.5 Gnuplot Options
 gnuplot_dumb_term_command12.5 Gnuplot Options
-gnuplot_file_name48.2.3 Graphics options
+gnuplot_file_name48.2.3 Graphics options
 gnuplot_out_file12.5 Gnuplot Options
 gnuplot_pm3d12.5 Gnuplot Options
 gnuplot_preamble12.5 Gnuplot Options
@@ -335,39 +336,39 @@
 gnuplot_restart12.6 Gnuplot_pipes Format Functions
 gnuplot_start12.6 Gnuplot_pipes Format Functions
 gnuplot_term12.5 Gnuplot Options
-go37.4 Functions and Variables for Program Flow
-Gosper81.2 Functions and Variables for zeilberger
-Gosper_in_Zeilberger81.3 General global variables
-GosperSum81.2 Functions and Variables for zeilberger
-gr2d48.2.1 Scenes
-gr3d48.2.1 Scenes
-gradef18.1 Functions and Variables for Differentiation
+go37.4 Functions and Variables for Program Flow
+Gosper81.2 Functions and Variables for zeilberger
+Gosper_in_Zeilberger81.3 General global variables
+GosperSum81.2 Functions and Variables for zeilberger
+gr2d48.2.1 Scenes
+gr3d48.2.1 Scenes
 gradef18.1 Functions and Variables for Differentiation
-gradefs18.1 Functions and Variables for Differentiation
-gramschmidt23.2 Functions and Variables for Matrices and Linear Algebra
+gradef18.1 Functions and Variables for Differentiation
+gradefs18.1 Functions and Variables for Differentiation
 gramschmidt23.2 Functions and Variables for Matrices and Linear Algebra
-graph6_decode56.2.4 Reading and writing to files
-graph6_encode56.2.4 Reading and writing to files
-graph6_export56.2.4 Reading and writing to files
-graph6_import56.2.4 Reading and writing to files
-graph_center56.2.2 Graph properties
-graph_charpoly56.2.2 Graph properties
-graph_eigenvalues56.2.2 Graph properties
-graph_flow53.2 Functions and Variables for finance
-graph_order56.2.2 Graph properties
-graph_periphery56.2.2 Graph properties
-graph_product56.2.1 Building graphs
-graph_size56.2.2 Graph properties
-graph_union56.2.1 Building graphs
-great_rhombicosidodecahedron_graph56.2.1 Building graphs
-great_rhombicuboctahedron_graph56.2.1 Building graphs
+gramschmidt23.2 Functions and Variables for Matrices and Linear Algebra
+graph6_decode56.2.4 Reading and writing to files
+graph6_encode56.2.4 Reading and writing to files
+graph6_export56.2.4 Reading and writing to files
+graph6_import56.2.4 Reading and writing to files
+graph_center56.2.2 Graph properties
+graph_charpoly56.2.2 Graph properties
+graph_eigenvalues56.2.2 Graph properties
+graph_flow53.2 Functions and Variables for finance
+graph_order56.2.2 Graph properties
+graph_periphery56.2.2 Graph properties
+graph_product56.2.1 Building graphs
+graph_size56.2.2 Graph properties
+graph_union56.2.1 Building graphs
+great_rhombicosidodecahedron_graph56.2.1 Building graphs
+great_rhombicuboctahedron_graph56.2.1 Building graphs
 grid12.4 Plotting Options
-grid48.2.3 Graphics options
-grid_graph56.2.1 Building graphs
+grid48.2.3 Graphics options
+grid_graph56.2.1 Building graphs
 grind4.3 Functions and Variables for Display
 grind4.3 Functions and Variables for Display
-grobner_basis24.2 Functions and Variables for Affine
-grotzch_graph56.2.1 Building graphs
+grobner_basis24.2 Functions and Variables for Affine
+grotzch_graph56.2.1 Building graphs
  

 
 
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-  This document was generated by Robert on August, 12 2012 using texi2html 1.76.
+  This document was generated by Robert on December, 10 2012 using texi2html 1.76.
  
  

 
diff -Nru maxima-5.28.0/doc/info/maxima_89.html maxima-5.29.1/doc/info/maxima_89.html
--- maxima-5.28.0/doc/info/maxima_89.html	2012-08-12 21:24:39.000000000 +0000
+++ maxima-5.29.1/doc/info/maxima_89.html	2012-12-10 20:35:58.000000000 +0000
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-
+
 
 
-Maxima 5.28.0 Manual: A. Function and Variable Index: H -- I
+Maxima 5.29.1 Manual: A. Function and Variable Index: H -- I
 
-
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+
 
 
 
@@ -266,103 +266,103 @@
  

 H
 halfangles10.5.2 Functions and Variables for Trigonometric
-hamilton_cycle56.2.2 Graph properties
-hamilton_path56.2.2 Graph properties
-hankel63.2 Functions and Variables for linearalgebra
+hamilton_cycle56.2.2 Graph properties
+hamilton_path56.2.2 Graph properties
 hankel63.2 Functions and Variables for linearalgebra
+hankel63.2 Functions and Variables for linearalgebra
 hankel_115.2 Bessel Functions
 hankel_215.2 Bessel Functions
-harmonic74.4 Package functs
-harmonic_mean45.3 Functions and Variables for descriptive statistics
+harmonic74.4 Package functs
 harmonic_mean45.3 Functions and Variables for descriptive statistics
-hav74.4 Package functs
-head_angle48.2.3 Graphics options
-head_angle56.2.5 Visualization
-head_both48.2.3 Graphics options
-head_length48.2.3 Graphics options
-head_length56.2.5 Visualization
-head_type48.2.3 Graphics options
-heawood_graph56.2.1 Building graphs
-hermite70.2 Functions and Variables for orthogonal polynomials
-hessian63.2 Functions and Variables for linearalgebra
-hgfred15.10 Functions and Variables for Special Functions
-hilbert_matrix63.2 Functions and Variables for linearalgebra
-hilbertmap54.5 Definitions for Peano maps
+harmonic_mean45.3 Functions and Variables for descriptive statistics
+hav74.4 Package functs
+head_angle48.2.3 Graphics options
+head_angle56.2.5 Visualization
+head_both48.2.3 Graphics options
+head_length48.2.3 Graphics options
+head_length56.2.5 Visualization
+head_type48.2.3 Graphics options
+heawood_graph56.2.1 Building graphs
+hermite70.2 Functions and Variables for orthogonal polynomials
+hessian63.2 Functions and Variables for linearalgebra
+hgfred15.10 Functions and Variables for Special Functions
+hilbert_matrix63.2 Functions and Variables for linearalgebra
+hilbertmap54.5 Definitions for Peano maps
 hipow14.2 Functions and Variables for Polynomials
-histogram45.4 Functions and Variables for statistical graphs
 histogram45.4 Functions and Variables for statistical graphs
 histogram45.4 Functions and Variables for statistical graphs
 histogram45.4 Functions and Variables for statistical graphs
 histogram45.4 Functions and Variables for statistical graphs
 histogram45.4 Functions and Variables for statistical graphs
-histogram_description45.4 Functions and Variables for statistical graphs
-hodge25.2.7 Exterior algebra
-horner22.2 Functions and Variables for fast Fourier transform
+histogram45.4 Functions and Variables for statistical graphs
+histogram_description45.4 Functions and Variables for statistical graphs
+hodge25.2.7 Exterior algebra
 horner22.2 Functions and Variables for fast Fourier transform
-hypergeometric15.8 Hypergeometric Functions
-hypergeometric_representation15.6 Error Function
+horner22.2 Functions and Variables for fast Fourier transform
+hypergeometric15.8 Hypergeometric Functions
+hypergeometric_representation15.6 Error Function
  

 I
 ibase4.3 Functions and Variables for Display
-ic121.2 Functions and Variables for Differential Equations
-ic221.2 Functions and Variables for Differential Equations
-ic_convert25.2.9 Interfacing with ctensor
-icc125.2.5 Moving frames
-icc225.2.5 Moving frames
-ichr125.2.4 Tensors in curved spaces
-ichr225.2.4 Tensors in curved spaces
-icosahedron_graph56.2.1 Building graphs
-icosidodecahedron_graph56.2.1 Building graphs
-icounter25.2.1 Managing indexed objects
-icurvature25.2.4 Tensors in curved spaces
-ident23.2 Functions and Variables for Matrices and Linear Algebra
-identfor63.2 Functions and Variables for linearalgebra
+ic121.2 Functions and Variables for Differential Equations
+ic221.2 Functions and Variables for Differential Equations
+ic_convert25.2.9 Interfacing with ctensor
+icc125.2.5 Moving frames
+icc225.2.5 Moving frames
+ichr125.2.4 Tensors in curved spaces
+ichr225.2.4 Tensors in curved spaces
+icosahedron_graph56.2.1 Building graphs
+icosidodecahedron_graph56.2.1 Building graphs
+icounter25.2.1 Managing indexed objects
+icurvature25.2.4 Tensors in curved spaces
+ident23.2 Functions and Variables for Matrices and Linear Algebra
 identfor63.2 Functions and Variables for linearalgebra
-identity35.2 Functions and Variables for Sets
-idiff25.2.3 Indicial tensor calculus
-idim25.2.4 Tensors in curved spaces
-idummy25.2.1 Managing indexed objects
-idummyx25.2.1 Managing indexed objects
-ieqn20.1 Functions and Variables for Equations
-ieqnprint20.1 Functions and Variables for Equations
-if37.4 Functions and Variables for Program Flow
-ifactors29.1 Functions and Variables for Number Theory
-ifb25.2.5 Moving frames
-ifc125.2.5 Moving frames
-ifc225.2.5 Moving frames
-ifg25.2.5 Moving frames
-ifgi25.2.5 Moving frames
-ifr25.2.5 Moving frames
-iframe_bracket_form25.2.5 Moving frames
-iframes25.2.5 Moving frames
-ifri25.2.5 Moving frames
-ifs50.2 Functions and Variables for dynamics
-igcdex29.1 Functions and Variables for Number Theory
-igeodesic_coords25.2.4 Tensors in curved spaces
-igeowedge_flag25.2.7 Exterior algebra
-ikt125.2.6 Torsion and nonmetricity
-ikt225.2.6 Torsion and nonmetricity
-ilt19.2 Functions and Variables for Integration
-image48.2.4 Graphics objects
+identfor63.2 Functions and Variables for linearalgebra
+identity35.2 Functions and Variables for Sets
+idiff25.2.3 Indicial tensor calculus
+idim25.2.4 Tensors in curved spaces
+idummy25.2.1 Managing indexed objects
+idummyx25.2.1 Managing indexed objects
+ieqn20.1 Functions and Variables for Equations
+ieqnprint20.1 Functions and Variables for Equations
+if37.4 Functions and Variables for Program Flow
+ifactors29.1 Functions and Variables for Number Theory
+ifb25.2.5 Moving frames
+ifc125.2.5 Moving frames
+ifc225.2.5 Moving frames
+ifg25.2.5 Moving frames
+ifgi25.2.5 Moving frames
+ifr25.2.5 Moving frames
+iframe_bracket_form25.2.5 Moving frames
+iframes25.2.5 Moving frames
+ifri25.2.5 Moving frames
+ifs50.2 Functions and Variables for dynamics
+igcdex29.1 Functions and Variables for Number Theory
+igeodesic_coords25.2.4 Tensors in curved spaces
+igeowedge_flag25.2.7 Exterior algebra
+ikt125.2.6 Torsion and nonmetricity
+ikt225.2.6 Torsion and nonmetricity
+ilt19.2 Functions and Variables for Integration
+image48.2.4 Graphics objects
 imaginary11.2 Functions and Variables for Properties
 imagpart10.2 Functions for Complex Numbers
-imetric25.2.4 Tensors in curved spaces
 imetric25.2.4 Tensors in curved spaces
-implicit48.2.4 Graphics objects
+imetric25.2.4 Tensors in curved spaces
 implicit48.2.4 Graphics objects
-implicit_derivative58.1 Functions and Variables for impdiff
+implicit48.2.4 Graphics objects
+implicit_derivative58.1 Functions and Variables for impdiff
 implicit_plot12.3 Functions and Variables for Plotting
 implicit_plot12.3 Functions and Variables for Plotting
-in_neighbors56.2.2 Graph properties
+in_neighbors56.2.2 Graph properties
 inchar4.2 Functions and Variables for Command Line
 increasing11.2 Functions and Variables for Properties
 ind5.3.1 Functions and Variables for Constants
-indexed_tensor25.2.1 Managing indexed objects
-indices25.2.1 Managing indexed objects
-induced_subgraph56.2.1 Building graphs
+indexed_tensor25.2.1 Managing indexed objects
+indices25.2.1 Managing indexed objects
+induced_subgraph56.2.1 Building graphs
 inf5.3.1 Functions and Variables for Constants
-inference_result76.2 Functions and Variables for inference_result
-inferencep76.2 Functions and Variables for inference_result
+inference_result76.2 Functions and Variables for inference_result
+inferencep76.2 Functions and Variables for inference_result
 infeval8.1 Functions and Variables for Evaluation
 infinity5.3.1 Functions and Variables for Constants
 infix7.7 User defined operators
@@ -370,76 +370,76 @@
 infix7.7 User defined operators
 inflag6.5 Functions and Variables for Expressions
 infolists4.2 Functions and Variables for Command Line
-init_atensor27.2 Functions and Variables for atensor
 init_atensor27.2 Functions and Variables for atensor
-init_ctensor26.2.1 Initialization and setup
-inm25.2.6 Torsion and nonmetricity
-inmc125.2.6 Torsion and nonmetricity
-inmc225.2.6 Torsion and nonmetricity
-innerproduct23.2 Functions and Variables for Matrices and Linear Algebra
+init_atensor27.2 Functions and Variables for atensor
+init_ctensor26.2.1 Initialization and setup
+inm25.2.6 Torsion and nonmetricity
+inmc125.2.6 Torsion and nonmetricity
+inmc225.2.6 Torsion and nonmetricity
+innerproduct23.2 Functions and Variables for Matrices and Linear Algebra
 inpart6.5 Functions and Variables for Expressions
-inprod23.2 Functions and Variables for Matrices and Linear Algebra
-inrt29.1 Functions and Variables for Number Theory
-intanalysis19.2 Functions and Variables for Integration
+inprod23.2 Functions and Variables for Matrices and Linear Algebra
+inrt29.1 Functions and Variables for Number Theory
+intanalysis19.2 Functions and Variables for Integration
 integer11.2 Functions and Variables for Properties
-integer_partitions35.2 Functions and Variables for Sets
 integer_partitions35.2 Functions and Variables for Sets
+integer_partitions35.2 Functions and Variables for Sets
 integerp5.1.2 Functions and Variables for Numbers
 integervalued11.2 Functions and Variables for Properties
-integrate19.2 Functions and Variables for Integration
 integrate19.2 Functions and Variables for Integration
-integrate_use_rootsof19.2 Functions and Variables for Integration
-integration_constant19.2 Functions and Variables for Integration
-integration_constant_counter19.2 Functions and Variables for Integration
-intersect35.2 Functions and Variables for Sets
-intersection35.2 Functions and Variables for Sets
-intervalp70.2 Functions and Variables for orthogonal polynomials
+integrate19.2 Functions and Variables for Integration
+integrate_use_rootsof19.2 Functions and Variables for Integration
+integration_constant19.2 Functions and Variables for Integration
+integration_constant_counter19.2 Functions and Variables for Integration
+intersect35.2 Functions and Variables for Sets
+intersection35.2 Functions and Variables for Sets
+intervalp70.2 Functions and Variables for orthogonal polynomials
 intfaclim14.2 Functions and Variables for Polynomials
-intopois28.4 Poisson series
-intosum28.1 Sums and Products
-inv_mod29.1 Functions and Variables for Number Theory
-invariant126.2.7 Miscellaneous features
-invariant226.2.7 Miscellaneous features
-inverse_fft22.2 Functions and Variables for fast Fourier transform
-inverse_jacobi_cd16.2 Functions and Variables for Elliptic Functions
-inverse_jacobi_cn16.2 Functions and Variables for Elliptic Functions
-inverse_jacobi_cs16.2 Functions and Variables for Elliptic Functions
-inverse_jacobi_dc16.2 Functions and Variables for Elliptic Functions
-inverse_jacobi_dn16.2 Functions and Variables for Elliptic Functions
-inverse_jacobi_ds16.2 Functions and Variables for Elliptic Functions
-inverse_jacobi_nc16.2 Functions and Variables for Elliptic Functions
-inverse_jacobi_nd16.2 Functions and Variables for Elliptic Functions
-inverse_jacobi_ns16.2 Functions and Variables for Elliptic Functions
-inverse_jacobi_sc16.2 Functions and Variables for Elliptic Functions
-inverse_jacobi_sd16.2 Functions and Variables for Elliptic Functions
-inverse_jacobi_sn16.2 Functions and Variables for Elliptic Functions
-invert23.2 Functions and Variables for Matrices and Linear Algebra
-invert_by_lu63.2 Functions and Variables for linearalgebra
-ip_grid48.2.3 Graphics options
-ip_grid_in48.2.3 Graphics options
-irr53.2 Functions and Variables for finance
+intopois28.4 Poisson series
+intosum28.1 Sums and Products
+inv_mod29.1 Functions and Variables for Number Theory
+invariant126.2.7 Miscellaneous features
+invariant226.2.7 Miscellaneous features
+inverse_fft22.2 Functions and Variables for fast Fourier transform
+inverse_jacobi_cd16.2 Functions and Variables for Elliptic Functions
+inverse_jacobi_cn16.2 Functions and Variables for Elliptic Functions
+inverse_jacobi_cs16.2 Functions and Variables for Elliptic Functions
+inverse_jacobi_dc16.2 Functions and Variables for Elliptic Functions
+inverse_jacobi_dn16.2 Functions and Variables for Elliptic Functions
+inverse_jacobi_ds16.2 Functions and Variables for Elliptic Functions
+inverse_jacobi_nc16.2 Functions and Variables for Elliptic Functions
+inverse_jacobi_nd16.2 Functions and Variables for Elliptic Functions
+inverse_jacobi_ns16.2 Functions and Variables for Elliptic Functions
+inverse_jacobi_sc16.2 Functions and Variables for Elliptic Functions
+inverse_jacobi_sd16.2 Functions and Variables for Elliptic Functions
+inverse_jacobi_sn16.2 Functions and Variables for Elliptic Functions
+invert23.2 Functions and Variables for Matrices and Linear Algebra
+invert_by_lu63.2 Functions and Variables for linearalgebra
+ip_grid48.2.3 Graphics options
+ip_grid_in48.2.3 Graphics options
+irr53.2 Functions and Variables for finance
 irrational11.2 Functions and Variables for Properties
 is11.3 Functions and Variables for Facts
-is_biconnected56.2.2 Graph properties
-is_bipartite56.2.2 Graph properties
-is_connected56.2.2 Graph properties
-is_digraph56.2.2 Graph properties
-is_edge_in_graph56.2.2 Graph properties
-is_graph56.2.2 Graph properties
-is_graph_or_digraph56.2.2 Graph properties
-is_isomorphic56.2.2 Graph properties
-is_planar56.2.2 Graph properties
-is_sconnected56.2.2 Graph properties
-is_tree56.2.2 Graph properties
-is_vertex_in_graph56.2.2 Graph properties
-ishow25.2.1 Managing indexed objects
+is_biconnected56.2.2 Graph properties
+is_bipartite56.2.2 Graph properties
+is_connected56.2.2 Graph properties
+is_digraph56.2.2 Graph properties
+is_edge_in_graph56.2.2 Graph properties
+is_graph56.2.2 Graph properties
+is_graph_or_digraph56.2.2 Graph properties
+is_isomorphic56.2.2 Graph properties
+is_planar56.2.2 Graph properties
+is_sconnected56.2.2 Graph properties
+is_tree56.2.2 Graph properties
+is_vertex_in_graph56.2.2 Graph properties
+ishow25.2.1 Managing indexed objects
 isolate6.5 Functions and Variables for Expressions
 isolate_wrt_times6.5 Functions and Variables for Expressions
-isomorphism56.2.2 Graph properties
-isqrt29.1 Functions and Variables for Number Theory
-isreal_p79.1 Functions and Variables for to_poly_solve
-items_inference76.2 Functions and Variables for inference_result
-itr25.2.6 Torsion and nonmetricity
+isomorphism56.2.2 Graph properties
+isqrt29.1 Functions and Variables for Number Theory
+isreal_p79.1 Functions and Variables for to_poly_solve
+items_inference76.2 Functions and Variables for inference_result
+itr25.2.6 Torsion and nonmetricity
  

 
 
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diff -Nru maxima-5.28.0/doc/info/maxima_9.html maxima-5.29.1/doc/info/maxima_9.html
--- maxima-5.28.0/doc/info/maxima_9.html	2012-08-12 21:24:45.000000000 +0000
+++ maxima-5.29.1/doc/info/maxima_9.html	2012-12-10 20:36:03.000000000 +0000
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-Maxima 5.28.0 Manual: 9. Simplification
+Maxima 5.29.1 Manual: 9. Simplification
 
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diff -Nru maxima-5.28.0/doc/info/maxima_90.html maxima-5.29.1/doc/info/maxima_90.html
--- maxima-5.28.0/doc/info/maxima_90.html	2012-08-12 21:24:39.000000000 +0000
+++ maxima-5.29.1/doc/info/maxima_90.html	2012-12-10 20:35:58.000000000 +0000
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-Maxima 5.28.0 Manual: A. Function and Variable Index: J -- L
+Maxima 5.29.1 Manual: A. Function and Variable Index: J -- L
 
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@@ -265,34 +265,34 @@
 Index Entry Section
  

 J
-jacobi29.1 Functions and Variables for Number Theory
-jacobi_cd16.2 Functions and Variables for Elliptic Functions
-jacobi_cn16.2 Functions and Variables for Elliptic Functions
-jacobi_cs16.2 Functions and Variables for Elliptic Functions
-jacobi_dc16.2 Functions and Variables for Elliptic Functions
-jacobi_dn16.2 Functions and Variables for Elliptic Functions
-jacobi_ds16.2 Functions and Variables for Elliptic Functions
-jacobi_nc16.2 Functions and Variables for Elliptic Functions
-jacobi_nd16.2 Functions and Variables for Elliptic Functions
-jacobi_ns16.2 Functions and Variables for Elliptic Functions
-jacobi_p70.2 Functions and Variables for orthogonal polynomials
-jacobi_sc16.2 Functions and Variables for Elliptic Functions
-jacobi_sd16.2 Functions and Variables for Elliptic Functions
-jacobi_sn16.2 Functions and Variables for Elliptic Functions
-jacobian63.2 Functions and Variables for linearalgebra
-JF46.1 Functions and Variables for diag
+jacobi29.1 Functions and Variables for Number Theory
+jacobi_cd16.2 Functions and Variables for Elliptic Functions
+jacobi_cn16.2 Functions and Variables for Elliptic Functions
+jacobi_cs16.2 Functions and Variables for Elliptic Functions
+jacobi_dc16.2 Functions and Variables for Elliptic Functions
+jacobi_dn16.2 Functions and Variables for Elliptic Functions
+jacobi_ds16.2 Functions and Variables for Elliptic Functions
+jacobi_nc16.2 Functions and Variables for Elliptic Functions
+jacobi_nd16.2 Functions and Variables for Elliptic Functions
+jacobi_ns16.2 Functions and Variables for Elliptic Functions
+jacobi_p70.2 Functions and Variables for orthogonal polynomials
+jacobi_sc16.2 Functions and Variables for Elliptic Functions
+jacobi_sd16.2 Functions and Variables for Elliptic Functions
+jacobi_sn16.2 Functions and Variables for Elliptic Functions
+jacobian63.2 Functions and Variables for linearalgebra
+JF46.1 Functions and Variables for diag
 join5.4.2 Functions and Variables for Lists
-jordan46.1 Functions and Variables for diag
-julia50.2 Functions and Variables for dynamics
-julia_parameter54.3 Definitions for complex fractals
-julia_set54.3 Definitions for complex fractals
-julia_sin54.3 Definitions for complex fractals
+jordan46.1 Functions and Variables for diag
+julia50.2 Functions and Variables for dynamics
+julia_parameter54.3 Definitions for complex fractals
+julia_set54.3 Definitions for complex fractals
+julia_sin54.3 Definitions for complex fractals
  

 K
-kdels25.2.1 Managing indexed objects
-kdelta25.2.1 Managing indexed objects
+kdels25.2.1 Managing indexed objects
+kdelta25.2.1 Managing indexed objects
 keepfloat14.2 Functions and Variables for Polynomials
-key48.2.3 Graphics options
+key48.2.3 Graphics options
 kill4.2 Functions and Variables for Command Line
 kill4.2 Functions and Variables for Command Line
 kill4.2 Functions and Variables for Command Line
@@ -302,182 +302,182 @@
 kill4.2 Functions and Variables for Command Line
 kill4.2 Functions and Variables for Command Line
 killcontext11.3 Functions and Variables for Facts
-kinvariant26.2.9 Variables used by ctensor
-kostka30.2.4 Partitions
-kron_delta35.2 Functions and Variables for Sets
-kronecker_product63.2 Functions and Variables for linearalgebra
-kt26.2.9 Variables used by ctensor
-kummer_m44.2 Functions and Variables for contrib_ode
-kummer_u44.2 Functions and Variables for contrib_ode
-kurtosis45.3 Functions and Variables for descriptive statistics
+kinvariant26.2.9 Variables used by ctensor
+kostka30.2.4 Partitions
+kron_delta35.2 Functions and Variables for Sets
+kronecker_product63.2 Functions and Variables for linearalgebra
+kt26.2.9 Variables used by ctensor
+kummer_m44.2 Functions and Variables for contrib_ode
+kummer_u44.2 Functions and Variables for contrib_ode
 kurtosis45.3 Functions and Variables for descriptive statistics
-kurtosis_bernoulli47.3 Functions and Variables for discrete distributions
-kurtosis_beta47.2 Functions and Variables for continuous distributions
-kurtosis_binomial47.3 Functions and Variables for discrete distributions
-kurtosis_chi247.2 Functions and Variables for continuous distributions
-kurtosis_continuous_uniform47.2 Functions and Variables for continuous distributions
-kurtosis_discrete_uniform47.3 Functions and Variables for discrete distributions
-kurtosis_exp47.2 Functions and Variables for continuous distributions
-kurtosis_f47.2 Functions and Variables for continuous distributions
-kurtosis_gamma47.2 Functions and Variables for continuous distributions
-kurtosis_general_finite_discrete47.3 Functions and Variables for discrete distributions
-kurtosis_geometric47.3 Functions and Variables for discrete distributions
-kurtosis_gumbel47.2 Functions and Variables for continuous distributions
-kurtosis_hypergeometric47.3 Functions and Variables for discrete distributions
-kurtosis_laplace47.2 Functions and Variables for continuous distributions
-kurtosis_logistic47.2 Functions and Variables for continuous distributions
-kurtosis_lognormal47.2 Functions and Variables for continuous distributions
-kurtosis_negative_binomial47.3 Functions and Variables for discrete distributions
-kurtosis_noncentral_chi247.2 Functions and Variables for continuous distributions
-kurtosis_noncentral_student_t47.2 Functions and Variables for continuous distributions
-kurtosis_normal47.2 Functions and Variables for continuous distributions
-kurtosis_pareto47.2 Functions and Variables for continuous distributions
-kurtosis_poisson47.3 Functions and Variables for discrete distributions
-kurtosis_rayleigh47.2 Functions and Variables for continuous distributions
-kurtosis_student_t47.2 Functions and Variables for continuous distributions
-kurtosis_weibull47.2 Functions and Variables for continuous distributions
+kurtosis45.3 Functions and Variables for descriptive statistics
+kurtosis_bernoulli47.3 Functions and Variables for discrete distributions
+kurtosis_beta47.2 Functions and Variables for continuous distributions
+kurtosis_binomial47.3 Functions and Variables for discrete distributions
+kurtosis_chi247.2 Functions and Variables for continuous distributions
+kurtosis_continuous_uniform47.2 Functions and Variables for continuous distributions
+kurtosis_discrete_uniform47.3 Functions and Variables for discrete distributions
+kurtosis_exp47.2 Functions and Variables for continuous distributions
+kurtosis_f47.2 Functions and Variables for continuous distributions
+kurtosis_gamma47.2 Functions and Variables for continuous distributions
+kurtosis_general_finite_discrete47.3 Functions and Variables for discrete distributions
+kurtosis_geometric47.3 Functions and Variables for discrete distributions
+kurtosis_gumbel47.2 Functions and Variables for continuous distributions
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+kurtosis_laplace47.2 Functions and Variables for continuous distributions
+kurtosis_logistic47.2 Functions and Variables for continuous distributions
+kurtosis_lognormal47.2 Functions and Variables for continuous distributions
+kurtosis_negative_binomial47.3 Functions and Variables for discrete distributions
+kurtosis_noncentral_chi247.2 Functions and Variables for continuous distributions
+kurtosis_noncentral_student_t47.2 Functions and Variables for continuous distributions
+kurtosis_normal47.2 Functions and Variables for continuous distributions
+kurtosis_pareto47.2 Functions and Variables for continuous distributions
+kurtosis_poisson47.3 Functions and Variables for discrete distributions
+kurtosis_rayleigh47.2 Functions and Variables for continuous distributions
+kurtosis_student_t47.2 Functions and Variables for continuous distributions
+kurtosis_weibull47.2 Functions and Variables for continuous distributions
  

 L
-label48.2.4 Graphics objects
 label48.2.4 Graphics objects
-label_alignment48.2.3 Graphics options
-label_alignment56.2.5 Visualization
-label_orientation48.2.3 Graphics options
+label48.2.4 Graphics objects
+label_alignment48.2.3 Graphics options
+label_alignment56.2.5 Visualization
+label_orientation48.2.3 Graphics options
 labels4.2 Functions and Variables for Command Line
 labels4.2 Functions and Variables for Command Line
-lagrange59.2 Functions and Variables for interpol
 lagrange59.2 Functions and Variables for interpol
-laguerre70.2 Functions and Variables for orthogonal polynomials
-lambda36.4 Functions and Variables for Function Definition
+lagrange59.2 Functions and Variables for interpol
+laguerre70.2 Functions and Variables for orthogonal polynomials
 lambda36.4 Functions and Variables for Function Definition
 lambda36.4 Functions and Variables for Function Definition
-lambert_w15.10 Functions and Variables for Special Functions
-laplace18.1 Functions and Variables for Differentiation
-laplacian_matrix56.2.2 Graph properties
+lambda36.4 Functions and Variables for Function Definition
+lambert_w15.10 Functions and Variables for Special Functions
+laplace18.1 Functions and Variables for Differentiation
+laplacian_matrix56.2.2 Graph properties
 lassociative9.1 Functions and Variables for Simplification
 last5.4.2 Functions and Variables for Lists
-lbfgs61.2 Functions and Variables for lbfgs
 lbfgs61.2 Functions and Variables for lbfgs
-lbfgs_ncorrections61.2 Functions and Variables for lbfgs
-lbfgs_nfeval_max61.2 Functions and Variables for lbfgs
-lc2kdt25.2.1 Managing indexed objects
-lc_l25.2.1 Managing indexed objects
-lc_u25.2.1 Managing indexed objects
-lcharp78.3 Functions and Variables for characters
-lcm29.1 Functions and Variables for Number Theory
-ldefint19.2 Functions and Variables for Integration
+lbfgs61.2 Functions and Variables for lbfgs
+lbfgs_ncorrections61.2 Functions and Variables for lbfgs
+lbfgs_nfeval_max61.2 Functions and Variables for lbfgs
+lc2kdt25.2.1 Managing indexed objects
+lc_l25.2.1 Managing indexed objects
+lc_u25.2.1 Managing indexed objects
+lcharp78.3 Functions and Variables for characters
+lcm29.1 Functions and Variables for Number Theory
+ldefint19.2 Functions and Variables for Integration
 ldisp4.3 Functions and Variables for Display
 ldisplay4.3 Functions and Variables for Display
 leftjust4.3 Functions and Variables for Display
 legend12.4 Plotting Options
 legend12.4 Plotting Options
-legendre_p70.2 Functions and Variables for orthogonal polynomials
-legendre_q70.2 Functions and Variables for orthogonal polynomials
-leinstein26.2.2 The tensors of curved space
+legendre_p70.2 Functions and Variables for orthogonal polynomials
+legendre_q70.2 Functions and Variables for orthogonal polynomials
+leinstein26.2.2 The tensors of curved space
 length5.4.2 Functions and Variables for Lists
-let34.2 Functions and Variables for Rules and Patterns
 let34.2 Functions and Variables for Rules and Patterns
-let_rule_packages34.2 Functions and Variables for Rules and Patterns
-letrat34.2 Functions and Variables for Rules and Patterns
-letrules34.2 Functions and Variables for Rules and Patterns
+let34.2 Functions and Variables for Rules and Patterns
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 letrules34.2 Functions and Variables for Rules and Patterns
-letsimp34.2 Functions and Variables for Rules and Patterns
+letrules34.2 Functions and Variables for Rules and Patterns
 letsimp34.2 Functions and Variables for Rules and Patterns
 letsimp34.2 Functions and Variables for Rules and Patterns
-levi_civita25.2.1 Managing indexed objects
-lfg26.2.9 Variables used by ctensor
+letsimp34.2 Functions and Variables for Rules and Patterns
+levi_civita25.2.1 Managing indexed objects
+lfg26.2.9 Variables used by ctensor
 lfreeof6.5 Functions and Variables for Expressions
-lg26.2.9 Variables used by ctensor
-lgtreillis30.2.4 Partitions
-lhospitallim17.1 Functions and Variables for Limits
-lhs20.1 Functions and Variables for Equations
+lg26.2.9 Variables used by ctensor
+lgtreillis30.2.4 Partitions
+lhospitallim17.1 Functions and Variables for Limits
+lhs20.1 Functions and Variables for Equations
 li10.4 Root, Exponential and Logarithmic Functions
-liediff25.2.3 Indicial tensor calculus
-limit17.1 Functions and Variables for Limits
+liediff25.2.3 Indicial tensor calculus
 limit17.1 Functions and Variables for Limits
 limit17.1 Functions and Variables for Limits
-limsubst17.1 Functions and Variables for Limits
-Lindstedt62.1 Functions and Variables for lindstedt
-line_graph56.2.1 Building graphs
-line_type48.2.3 Graphics options
-line_width48.2.3 Graphics options
-linear74.4 Package functs
-linear_program73.2 Functions and Variables for simplex
-linear_regression76.3 Functions and Variables for stats
+limit17.1 Functions and Variables for Limits
+limsubst17.1 Functions and Variables for Limits
+Lindstedt62.1 Functions and Variables for lindstedt
+line_graph56.2.1 Building graphs
+line_type48.2.3 Graphics options
+line_width48.2.3 Graphics options
+linear74.4 Package functs
+linear_program73.2 Functions and Variables for simplex
 linear_regression76.3 Functions and Variables for stats
-linear_solver81.3 General global variables
-linearinterpol59.2 Functions and Variables for interpol
+linear_regression76.3 Functions and Variables for stats
+linear_solver81.3 General global variables
 linearinterpol59.2 Functions and Variables for interpol
+linearinterpol59.2 Functions and Variables for interpol
 linechar4.2 Functions and Variables for Command Line
 linel4.3 Functions and Variables for Display
 linenum4.2 Functions and Variables for Command Line
-linsolve20.1 Functions and Variables for Equations
-linsolve_params20.1 Functions and Variables for Equations
-linsolvewarn20.1 Functions and Variables for Equations
+linsolve20.1 Functions and Variables for Equations
+linsolve_params20.1 Functions and Variables for Equations
+linsolvewarn20.1 Functions and Variables for Equations
 lispdisp4.3 Functions and Variables for Display
-list_correlations45.3 Functions and Variables for descriptive statistics
 list_correlations45.3 Functions and Variables for descriptive statistics
-list_matrix_entries23.2 Functions and Variables for Matrices and Linear Algebra
-list_nc_monomials24.2 Functions and Variables for Affine
+list_correlations45.3 Functions and Variables for descriptive statistics
+list_matrix_entries23.2 Functions and Variables for Matrices and Linear Algebra
 list_nc_monomials24.2 Functions and Variables for Affine
+list_nc_monomials24.2 Functions and Variables for Affine
 listarith5.4.2 Functions and Variables for Lists
 listarray5.5.1 Functions and Variables for Arrays
 listconstvars6.5 Functions and Variables for Expressions
 listdummyvars6.5 Functions and Variables for Expressions
-listify35.2 Functions and Variables for Sets
-listoftens25.2.1 Managing indexed objects
+listify35.2 Functions and Variables for Sets
+listoftens25.2.1 Managing indexed objects
 listofvars6.5 Functions and Variables for Expressions
 listp5.4.2 Functions and Variables for Lists
-listp63.2 Functions and Variables for linearalgebra
 listp63.2 Functions and Variables for linearalgebra
+listp63.2 Functions and Variables for linearalgebra
 lmax10.1 Functions for Numbers
 lmin10.1 Functions for Numbers
-lmxchar23.2 Functions and Variables for Matrices and Linear Algebra
+lmxchar23.2 Functions and Variables for Matrices and Linear Algebra
 load13.3 Functions and Variables for File Input and Output
 load_pathname13.3 Functions and Variables for File Input and Output
 loadfile13.3 Functions and Variables for File Input and Output
 loadprint13.3 Functions and Variables for File Input and Output
-local36.4 Functions and Variables for Function Definition
-locate_matrix_entry63.2 Functions and Variables for linearalgebra
+local36.4 Functions and Variables for Function Definition
+locate_matrix_entry63.2 Functions and Variables for linearalgebra
 log10.4 Root, Exponential and Logarithmic Functions
 log_gamma15.4 Gamma and factorial Functions
 logabs10.4 Root, Exponential and Logarithmic Functions
-logand74.4 Package functs
+logand74.4 Package functs
 logarc10.4 Root, Exponential and Logarithmic Functions
 logarc10.4 Root, Exponential and Logarithmic Functions
-logcb48.2.3 Graphics options
+logcb48.2.3 Graphics options
 logconcoeffp10.4 Root, Exponential and Logarithmic Functions
 logcontract10.4 Root, Exponential and Logarithmic Functions
 logexpand10.4 Root, Exponential and Logarithmic Functions
 lognegint10.4 Root, Exponential and Logarithmic Functions
-logor74.4 Package functs
+logor74.4 Package functs
 logsimp10.4 Root, Exponential and Logarithmic Functions
 logx12.4 Plotting Options
-logx48.2.3 Graphics options
-logxor74.4 Package functs
+logx48.2.3 Graphics options
+logxor74.4 Package functs
 logy12.4 Plotting Options
-logy48.2.3 Graphics options
-logz48.2.3 Graphics options
+logy48.2.3 Graphics options
+logz48.2.3 Graphics options
 lopow14.2 Functions and Variables for Polynomials
-lorentz_gauge25.2.4 Tensors in curved spaces
-lowercasep78.3 Functions and Variables for characters
+lorentz_gauge25.2.4 Tensors in curved spaces
+lowercasep78.3 Functions and Variables for characters
 lpart6.5 Functions and Variables for Expressions
 lratsubst14.2 Functions and Variables for Polynomials
-lreduce35.2 Functions and Variables for Sets
 lreduce35.2 Functions and Variables for Sets
-lriem26.2.9 Variables used by ctensor
-lriemann26.2.2 The tensors of curved space
-lsquares_estimates64.2 Functions and Variables for lsquares
+lreduce35.2 Functions and Variables for Sets
+lriem26.2.9 Variables used by ctensor
+lriemann26.2.2 The tensors of curved space
 lsquares_estimates64.2 Functions and Variables for lsquares
-lsquares_estimates_approximate64.2 Functions and Variables for lsquares
-lsquares_estimates_exact64.2 Functions and Variables for lsquares
-lsquares_mse64.2 Functions and Variables for lsquares
-lsquares_residual_mse64.2 Functions and Variables for lsquares
-lsquares_residuals64.2 Functions and Variables for lsquares
-lsum28.1 Sums and Products
-ltreillis30.2.4 Partitions
-lu_backsub63.2 Functions and Variables for linearalgebra
-lu_factor63.2 Functions and Variables for linearalgebra
+lsquares_estimates64.2 Functions and Variables for lsquares
+lsquares_estimates_approximate64.2 Functions and Variables for lsquares
+lsquares_estimates_exact64.2 Functions and Variables for lsquares
+lsquares_mse64.2 Functions and Variables for lsquares
+lsquares_residual_mse64.2 Functions and Variables for lsquares
+lsquares_residuals64.2 Functions and Variables for lsquares
+lsum28.1 Sums and Products
+ltreillis30.2.4 Partitions
+lu_backsub63.2 Functions and Variables for linearalgebra
+lu_factor63.2 Functions and Variables for linearalgebra
  

 
 
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-Maxima 5.28.0 Manual: A. Function and Variable Index: M
+Maxima 5.29.1 Manual: A. Function and Variable Index: M
 
-
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@@ -266,169 +266,169 @@
  

 M
 m1pbranch5.1.2 Functions and Variables for Numbers
-macroexpand36.3 Macros
-macroexpand136.3 Macros
-macroexpansion36.4 Functions and Variables for Function Definition
-macros36.3 Macros
+macroexpand36.3 Macros
+macroexpand136.3 Macros
+macroexpansion36.4 Functions and Variables for Function Definition
+macros36.3 Macros
 mainvar6.5 Functions and Variables for Expressions
 make_array5.5.1 Functions and Variables for Arrays
-make_graph56.2.1 Building graphs
 make_graph56.2.1 Building graphs
-make_level_picture48.3 Functions and Variables for pictures
+make_graph56.2.1 Building graphs
 make_level_picture48.3 Functions and Variables for pictures
-make_poly_continent48.4.1 Variables and Functions
+make_level_picture48.3 Functions and Variables for pictures
 make_poly_continent48.4.1 Variables and Functions
-make_poly_country48.4.1 Variables and Functions
-make_polygon48.4.1 Variables and Functions
+make_poly_continent48.4.1 Variables and Functions
+make_poly_country48.4.1 Variables and Functions
+make_polygon48.4.1 Variables and Functions
 make_random_state10.6 Random Numbers
 make_random_state10.6 Random Numbers
 make_random_state10.6 Random Numbers
 make_random_state10.6 Random Numbers
-make_rgb_picture48.3 Functions and Variables for pictures
+make_rgb_picture48.3 Functions and Variables for pictures
 make_transform12.3 Functions and Variables for Plotting
-makebox25.2.3 Indicial tensor calculus
-makefact15.4 Gamma and factorial Functions
-makegamma15.4 Gamma and factorial Functions
+makebox25.2.3 Indicial tensor calculus
+makefact15.4 Gamma and factorial Functions
+makegamma15.4 Gamma and factorial Functions
 makelist5.4.2 Functions and Variables for Lists
 makelist5.4.2 Functions and Variables for Lists
 makelist5.4.2 Functions and Variables for Lists
 makelist5.4.2 Functions and Variables for Lists
 makelist5.4.2 Functions and Variables for Lists
 makelist5.4.2 Functions and Variables for Lists
-makeOrders66.1 Functions and Variables for makeOrders
-makeset35.2 Functions and Variables for Sets
-mandelbrot50.2 Functions and Variables for dynamics
-mandelbrot_set54.3 Definitions for complex fractals
+makeOrders66.1 Functions and Variables for makeOrders
+makeset35.2 Functions and Variables for Sets
+mandelbrot50.2 Functions and Variables for dynamics
+mandelbrot_set54.3 Definitions for complex fractals
 manual_demo3.2 Functions and Variables for Help
-map37.4 Functions and Variables for Program Flow
-mapatom37.4 Functions and Variables for Program Flow
-maperror37.4 Functions and Variables for Program Flow
-maplist37.4 Functions and Variables for Program Flow
-mapprint37.4 Functions and Variables for Program Flow
-mat_cond63.2 Functions and Variables for linearalgebra
+map37.4 Functions and Variables for Program Flow
+mapatom37.4 Functions and Variables for Program Flow
+maperror37.4 Functions and Variables for Program Flow
+maplist37.4 Functions and Variables for Program Flow
+mapprint37.4 Functions and Variables for Program Flow
 mat_cond63.2 Functions and Variables for linearalgebra
-mat_fullunblocker63.2 Functions and Variables for linearalgebra
-mat_function46.1 Functions and Variables for diag
-mat_norm63.2 Functions and Variables for linearalgebra
+mat_cond63.2 Functions and Variables for linearalgebra
+mat_fullunblocker63.2 Functions and Variables for linearalgebra
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 mat_norm63.2 Functions and Variables for linearalgebra
 mat_norm63.2 Functions and Variables for linearalgebra
-mat_trace63.2 Functions and Variables for linearalgebra
-mat_unblocker63.2 Functions and Variables for linearalgebra
-matchdeclare34.2 Functions and Variables for Rules and Patterns
+mat_norm63.2 Functions and Variables for linearalgebra
+mat_trace63.2 Functions and Variables for linearalgebra
+mat_unblocker63.2 Functions and Variables for linearalgebra
+matchdeclare34.2 Functions and Variables for Rules and Patterns
 matchfix7.7 User defined operators
 matchfix7.7 User defined operators
-matrix23.2 Functions and Variables for Matrices and Linear Algebra
-matrix_element_add23.2 Functions and Variables for Matrices and Linear Algebra
-matrix_element_mult23.2 Functions and Variables for Matrices and Linear Algebra
-matrix_element_transpose23.2 Functions and Variables for Matrices and Linear Algebra
-matrix_size63.2 Functions and Variables for linearalgebra
-matrixmap23.2 Functions and Variables for Matrices and Linear Algebra
-matrixp23.2 Functions and Variables for Matrices and Linear Algebra
-matrixp63.2 Functions and Variables for linearalgebra
+matrix23.2 Functions and Variables for Matrices and Linear Algebra
+matrix_element_add23.2 Functions and Variables for Matrices and Linear Algebra
+matrix_element_mult23.2 Functions and Variables for Matrices and Linear Algebra
+matrix_element_transpose23.2 Functions and Variables for Matrices and Linear Algebra
+matrix_size63.2 Functions and Variables for linearalgebra
+matrixmap23.2 Functions and Variables for Matrices and Linear Algebra
+matrixp23.2 Functions and Variables for Matrices and Linear Algebra
 matrixp63.2 Functions and Variables for linearalgebra
-mattrace23.2 Functions and Variables for Matrices and Linear Algebra
+matrixp63.2 Functions and Variables for linearalgebra
+mattrace23.2 Functions and Variables for Matrices and Linear Algebra
 max10.1 Functions for Numbers
-max_clique56.2.2 Graph properties
-max_degree56.2.2 Graph properties
-max_flow56.2.2 Graph properties
-max_independent_set56.2.2 Graph properties
-max_matching56.2.2 Graph properties
-MAX_ORD81.3 General global variables
-maxapplydepth34.2 Functions and Variables for Rules and Patterns
-maxapplyheight34.2 Functions and Variables for Rules and Patterns
-maxima_tempdir32.3 Functions and Variables for Runtime Environment
-maxima_userdir32.3 Functions and Variables for Runtime Environment
-maximize_lp73.2 Functions and Variables for simplex
+max_clique56.2.2 Graph properties
+max_degree56.2.2 Graph properties
+max_flow56.2.2 Graph properties
+max_independent_set56.2.2 Graph properties
+max_matching56.2.2 Graph properties
+MAX_ORD81.3 General global variables
+maxapplydepth34.2 Functions and Variables for Rules and Patterns
+maxapplyheight34.2 Functions and Variables for Rules and Patterns
+maxima_tempdir32.3 Functions and Variables for Runtime Environment
+maxima_userdir32.3 Functions and Variables for Runtime Environment
+maximize_lp73.2 Functions and Variables for simplex
 maxnegex9.1 Functions and Variables for Simplification
 maxposex9.1 Functions and Variables for Simplification
-maxpsifracdenom15.4 Gamma and factorial Functions
-maxpsifracnum15.4 Gamma and factorial Functions
-maxpsinegint15.4 Gamma and factorial Functions
-maxpsiposint15.4 Gamma and factorial Functions
-maxtayorder28.3 Functions and Variables for Series
+maxpsifracdenom15.4 Gamma and factorial Functions
+maxpsifracnum15.4 Gamma and factorial Functions
+maxpsinegint15.4 Gamma and factorial Functions
+maxpsiposint15.4 Gamma and factorial Functions
+maxtayorder28.3 Functions and Variables for Series
 maybe11.3 Functions and Variables for Facts
-mean45.3 Functions and Variables for descriptive statistics
 mean45.3 Functions and Variables for descriptive statistics
-mean_bernoulli47.3 Functions and Variables for discrete distributions
-mean_beta47.2 Functions and Variables for continuous distributions
-mean_binomial47.3 Functions and Variables for discrete distributions
-mean_chi247.2 Functions and Variables for continuous distributions
-mean_continuous_uniform47.2 Functions and Variables for continuous distributions
-mean_deviation45.3 Functions and Variables for descriptive statistics
+mean45.3 Functions and Variables for descriptive statistics
+mean_bernoulli47.3 Functions and Variables for discrete distributions
+mean_beta47.2 Functions and Variables for continuous distributions
+mean_binomial47.3 Functions and Variables for discrete distributions
+mean_chi247.2 Functions and Variables for continuous distributions
+mean_continuous_uniform47.2 Functions and Variables for continuous distributions
 mean_deviation45.3 Functions and Variables for descriptive statistics
-mean_discrete_uniform47.3 Functions and Variables for discrete distributions
-mean_exp47.2 Functions and Variables for continuous distributions
-mean_f47.2 Functions and Variables for continuous distributions
-mean_gamma47.2 Functions and Variables for continuous distributions
-mean_general_finite_discrete47.3 Functions and Variables for discrete distributions
-mean_geometric47.3 Functions and Variables for discrete distributions
-mean_gumbel47.2 Functions and Variables for continuous distributions
-mean_hypergeometric47.3 Functions and Variables for discrete distributions
-mean_laplace47.2 Functions and Variables for continuous distributions
-mean_logistic47.2 Functions and Variables for continuous distributions
-mean_lognormal47.2 Functions and Variables for continuous distributions
-mean_negative_binomial47.3 Functions and Variables for discrete distributions
-mean_noncentral_chi247.2 Functions and Variables for continuous distributions
-mean_noncentral_student_t47.2 Functions and Variables for continuous distributions
-mean_normal47.2 Functions and Variables for continuous distributions
-mean_pareto47.2 Functions and Variables for continuous distributions
-mean_poisson47.3 Functions and Variables for discrete distributions
-mean_rayleigh47.2 Functions and Variables for continuous distributions
-mean_student_t47.2 Functions and Variables for continuous distributions
-mean_weibull47.2 Functions and Variables for continuous distributions
-median45.3 Functions and Variables for descriptive statistics
+mean_deviation45.3 Functions and Variables for descriptive statistics
+mean_discrete_uniform47.3 Functions and Variables for discrete distributions
+mean_exp47.2 Functions and Variables for continuous distributions
+mean_f47.2 Functions and Variables for continuous distributions
+mean_gamma47.2 Functions and Variables for continuous distributions
+mean_general_finite_discrete47.3 Functions and Variables for discrete distributions
+mean_geometric47.3 Functions and Variables for discrete distributions
+mean_gumbel47.2 Functions and Variables for continuous distributions
+mean_hypergeometric47.3 Functions and Variables for discrete distributions
+mean_laplace47.2 Functions and Variables for continuous distributions
+mean_logistic47.2 Functions and Variables for continuous distributions
+mean_lognormal47.2 Functions and Variables for continuous distributions
+mean_negative_binomial47.3 Functions and Variables for discrete distributions
+mean_noncentral_chi247.2 Functions and Variables for continuous distributions
+mean_noncentral_student_t47.2 Functions and Variables for continuous distributions
+mean_normal47.2 Functions and Variables for continuous distributions
+mean_pareto47.2 Functions and Variables for continuous distributions
+mean_poisson47.3 Functions and Variables for discrete distributions
+mean_rayleigh47.2 Functions and Variables for continuous distributions
+mean_student_t47.2 Functions and Variables for continuous distributions
+mean_weibull47.2 Functions and Variables for continuous distributions
 median45.3 Functions and Variables for descriptive statistics
-median_deviation45.3 Functions and Variables for descriptive statistics
+median45.3 Functions and Variables for descriptive statistics
 median_deviation45.3 Functions and Variables for descriptive statistics
+median_deviation45.3 Functions and Variables for descriptive statistics
 member5.4.2 Functions and Variables for Lists
-mesh48.2.4 Graphics objects
+mesh48.2.4 Graphics objects
 mesh_lines_color12.4 Plotting Options
-method44.2 Functions and Variables for contrib_ode
-metricexpandall80.2 Functions and Variables for Units
+method44.2 Functions and Variables for contrib_ode
+metricexpandall80.2 Functions and Variables for Units
 min10.1 Functions for Numbers
-min_degree56.2.2 Graph properties
-min_edge_cut56.2.2 Graph properties
-min_vertex_cover56.2.2 Graph properties
-min_vertex_cut56.2.2 Graph properties
+min_degree56.2.2 Graph properties
+min_edge_cut56.2.2 Graph properties
+min_vertex_cover56.2.2 Graph properties
+min_vertex_cut56.2.2 Graph properties
 minf5.3.1 Functions and Variables for Constants
 minfactorial10.3 Combinatorial Functions
-minimalPoly46.1 Functions and Variables for diag
-minimize_lp73.2 Functions and Variables for simplex
-minimum_spanning_tree56.2.2 Graph properties
-minor23.2 Functions and Variables for Matrices and Linear Algebra
-minpack_lsquares65.2 Functions and Variables for minpack
-minpack_solve65.2 Functions and Variables for minpack
-mnewton67.2 Functions and Variables for mnewton
-mod29.1 Functions and Variables for Number Theory
-mod_big_prime81.4 Variables related to the modular test
-mod_test81.4 Variables related to the modular test
-mod_threshold81.4 Variables related to the modular test
-mode_check_errorp36.4 Functions and Variables for Function Definition
-mode_check_warnp36.4 Functions and Variables for Function Definition
-mode_checkp36.4 Functions and Variables for Function Definition
-mode_declare36.4 Functions and Variables for Function Definition
-mode_identity36.4 Functions and Variables for Function Definition
-ModeMatrix46.1 Functions and Variables for diag
-modular_linear_solver81.4 Variables related to the modular test
+minimalPoly46.1 Functions and Variables for diag
+minimize_lp73.2 Functions and Variables for simplex
+minimum_spanning_tree56.2.2 Graph properties
+minor23.2 Functions and Variables for Matrices and Linear Algebra
+minpack_lsquares65.2 Functions and Variables for minpack
+minpack_solve65.2 Functions and Variables for minpack
+mnewton67.2 Functions and Variables for mnewton
+mod29.1 Functions and Variables for Number Theory
+mod_big_prime81.4 Variables related to the modular test
+mod_test81.4 Variables related to the modular test
+mod_threshold81.4 Variables related to the modular test
+mode_check_errorp36.4 Functions and Variables for Function Definition
+mode_check_warnp36.4 Functions and Variables for Function Definition
+mode_checkp36.4 Functions and Variables for Function Definition
+mode_declare36.4 Functions and Variables for Function Definition
+mode_identity36.4 Functions and Variables for Function Definition
+ModeMatrix46.1 Functions and Variables for diag
+modular_linear_solver81.4 Variables related to the modular test
 modulus14.2 Functions and Variables for Polynomials
-moebius35.2 Functions and Variables for Sets
-mon2schur30.2.1 Changing bases
-mono24.2 Functions and Variables for Affine
-monomial_dimensions24.2 Functions and Variables for Affine
-multi_elem30.2.1 Changing bases
-multi_orbit30.2.3 Groups and orbits
-multi_pui30.2.1 Changing bases
-multibernstein_poly41.1 Functions and Variables for Bernstein
-multinomial30.2.7 Miscellaneous
-multinomial_coeff35.2 Functions and Variables for Sets
+moebius35.2 Functions and Variables for Sets
+mon2schur30.2.1 Changing bases
+mono24.2 Functions and Variables for Affine
+monomial_dimensions24.2 Functions and Variables for Affine
+multi_elem30.2.1 Changing bases
+multi_orbit30.2.3 Groups and orbits
+multi_pui30.2.1 Changing bases
+multibernstein_poly41.1 Functions and Variables for Bernstein
+multinomial30.2.7 Miscellaneous
 multinomial_coeff35.2 Functions and Variables for Sets
+multinomial_coeff35.2 Functions and Variables for Sets
 multiplicative9.1 Functions and Variables for Simplification
-multiplicities20.1 Functions and Variables for Equations
-multiplot_mode48.2.2 Functions
-multsym30.2.3 Groups and orbits
+multiplicities20.1 Functions and Variables for Equations
+multiplot_mode48.2.2 Functions
+multsym30.2.3 Groups and orbits
 multthru9.1 Functions and Variables for Simplification
 multthru9.1 Functions and Variables for Simplification
-mycielski_graph56.2.1 Building graphs
+mycielski_graph56.2.1 Building graphs
 myoptions4.2 Functions and Variables for Command Line
  

 
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-  This document was generated by Robert on August, 12 2012 using texi2html 1.76.
+  This document was generated by Robert on December, 10 2012 using texi2html 1.76.
  
  

 
diff -Nru maxima-5.28.0/doc/info/maxima_92.html maxima-5.29.1/doc/info/maxima_92.html
--- maxima-5.28.0/doc/info/maxima_92.html	2012-08-12 21:24:39.000000000 +0000
+++ maxima-5.29.1/doc/info/maxima_92.html	2012-12-10 20:35:58.000000000 +0000
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-
+
 
 
-Maxima 5.28.0 Manual: A. Function and Variable Index: N -- O
+Maxima 5.29.1 Manual: A. Function and Variable Index: N -- O
 
-
-
+
+
 
 
 
@@ -267,123 +267,123 @@
 N
 nary7.7 User defined operators
 nary7.7 User defined operators
-natural_unit51.3 Functions and Variables for ezunits
-nc_degree24.2 Functions and Variables for Affine
+natural_unit51.3 Functions and Variables for ezunits
+nc_degree24.2 Functions and Variables for Affine
 ncexpt4.3 Functions and Variables for Display
-ncharpoly23.2 Functions and Variables for Matrices and Linear Algebra
-negative_picture48.3 Functions and Variables for pictures
+ncharpoly23.2 Functions and Variables for Matrices and Linear Algebra
+negative_picture48.3 Functions and Variables for pictures
 negdistrib9.1 Functions and Variables for Simplification
 negsumdispflag4.3 Functions and Variables for Display
-neighbors56.2.2 Graph properties
+neighbors56.2.2 Graph properties
 new5.6.2 Functions and Variables for Structures
 new5.6.2 Functions and Variables for Structures
-new_graph56.2.1 Building graphs
-new_variable79.1 Functions and Variables for to_poly_solve
+new_graph56.2.1 Building graphs
+new_variable79.1 Functions and Variables for to_poly_solve
 newcontext11.3 Functions and Variables for Facts
-newdet23.2 Functions and Variables for Matrices and Linear Algebra
-newline78.2 Functions and Variables for input and output
+newdet23.2 Functions and Variables for Matrices and Linear Algebra
 newline78.2 Functions and Variables for input and output
-newton22.2 Functions and Variables for fast Fourier transform
-newtonepsilon67.2 Functions and Variables for mnewton
-newtonmaxiter67.2 Functions and Variables for mnewton
-next_prime29.1 Functions and Variables for Number Theory
-nextlayerfactor74.3 Package facexp
-nicedummies79.1 Functions and Variables for to_poly_solve
-niceindices28.3 Functions and Variables for Series
-niceindicespref28.3 Functions and Variables for Series
+newline78.2 Functions and Variables for input and output
+newton22.2 Functions and Variables for fast Fourier transform
+newtonepsilon67.2 Functions and Variables for mnewton
+newtonmaxiter67.2 Functions and Variables for mnewton
+next_prime29.1 Functions and Variables for Number Theory
+nextlayerfactor74.3 Package facexp
+nicedummies79.1 Functions and Variables for to_poly_solve
+niceindices28.3 Functions and Variables for Series
+niceindicespref28.3 Functions and Variables for Series
 ninth5.4.2 Functions and Variables for Lists
-nm26.2.9 Variables used by ctensor
-nmc26.2.9 Variables used by ctensor
+nm26.2.9 Variables used by ctensor
+nmc26.2.9 Variables used by ctensor
 noeval8.1 Functions and Variables for Evaluation
 nofix7.7 User defined operators
 nofix7.7 User defined operators
 nolabels4.2 Functions and Variables for Command Line
 nonarray11.2 Functions and Variables for Properties
-noncentral_moment45.3 Functions and Variables for descriptive statistics
 noncentral_moment45.3 Functions and Variables for descriptive statistics
-nonegative_lp73.2 Functions and Variables for simplex
+noncentral_moment45.3 Functions and Variables for descriptive statistics
+nonegative_lp73.2 Functions and Variables for simplex
 noninteger11.2 Functions and Variables for Properties
-nonmetricity26.2.6 Torsion and nonmetricity
+nonmetricity26.2.6 Torsion and nonmetricity
 nonnegintegerp5.1.2 Functions and Variables for Numbers
 nonscalar11.2 Functions and Variables for Properties
 nonscalarp11.2 Functions and Variables for Properties
-nonzeroandfreeof74.4 Package functs
+nonzeroandfreeof74.4 Package functs
 not7.4 Logical operators
 notequal11.4 Functions and Variables for Predicates
 noun6.5 Functions and Variables for Expressions
 noundisp6.5 Functions and Variables for Expressions
 nounify6.5 Functions and Variables for Expressions
 nouns8.1 Functions and Variables for Evaluation
-np26.2.9 Variables used by ctensor
-npi26.2.9 Variables used by ctensor
-nptetrad26.2.5 Algebraic classification
-npv53.2 Functions and Variables for finance
-nroots20.1 Functions and Variables for Equations
+np26.2.9 Variables used by ctensor
+npi26.2.9 Variables used by ctensor
+nptetrad26.2.5 Algebraic classification
+npv53.2 Functions and Variables for finance
+nroots20.1 Functions and Variables for Equations
 nterms6.5 Functions and Variables for Expressions
-ntermst26.2.8 Utility functions
-nthroot20.1 Functions and Variables for Equations
+ntermst26.2.8 Utility functions
+nthroot20.1 Functions and Variables for Equations
 nticks12.4 Plotting Options
-nticks48.2.3 Graphics options
+nticks48.2.3 Graphics options
 ntrig10.5.2 Functions and Variables for Trigonometric
-nullity63.2 Functions and Variables for linearalgebra
-nullspace63.2 Functions and Variables for linearalgebra
+nullity63.2 Functions and Variables for linearalgebra
+nullspace63.2 Functions and Variables for linearalgebra
 num14.2 Functions and Variables for Polynomials
-num_distinct_partitions35.2 Functions and Variables for Sets
 num_distinct_partitions35.2 Functions and Variables for Sets
-num_partitions35.2 Functions and Variables for Sets
+num_distinct_partitions35.2 Functions and Variables for Sets
 num_partitions35.2 Functions and Variables for Sets
-numbered_boundaries48.4.1 Variables and Functions
+num_partitions35.2 Functions and Variables for Sets
+numbered_boundaries48.4.1 Variables and Functions
 numberp5.1.2 Functions and Variables for Numbers
 numer5.1.2 Functions and Variables for Numbers
 numer_pbranch5.1.2 Functions and Variables for Numbers
 numerval5.1.2 Functions and Variables for Numbers
-numfactor15.4 Gamma and factorial Functions
-nusum28.3 Functions and Variables for Series
-nzeta15.10 Functions and Variables for Special Functions
-nzetai15.10 Functions and Variables for Special Functions
-nzetar15.10 Functions and Variables for Special Functions
+numfactor15.4 Gamma and factorial Functions
+nusum28.3 Functions and Variables for Series
+nzeta15.10 Functions and Variables for Special Functions
+nzetai15.10 Functions and Variables for Special Functions
+nzetar15.10 Functions and Variables for Special Functions
  

 O
 obase4.3 Functions and Variables for Display
 odd11.2 Functions and Variables for Properties
-odd_girth56.2.2 Graph properties
+odd_girth56.2.2 Graph properties
 oddfun9.1 Functions and Variables for Simplification
 oddp5.1.2 Functions and Variables for Numbers
-ode221.2 Functions and Variables for Differential Equations
-ode_check44.2 Functions and Variables for contrib_ode
-odelin44.2 Functions and Variables for contrib_ode
+ode221.2 Functions and Variables for Differential Equations
+ode_check44.2 Functions and Variables for contrib_ode
+odelin44.2 Functions and Variables for contrib_ode
 op6.5 Functions and Variables for Expressions
-opena78.2 Functions and Variables for input and output
-opena_binary68.3 Functions and Variables for binary input and output
-openr78.2 Functions and Variables for input and output
-openr_binary68.3 Functions and Variables for binary input and output
-openw78.2 Functions and Variables for input and output
-openw_binary68.3 Functions and Variables for binary input and output
+opena78.2 Functions and Variables for input and output
+opena_binary68.3 Functions and Variables for binary input and output
+openr78.2 Functions and Variables for input and output
+openr_binary68.3 Functions and Variables for binary input and output
+openw78.2 Functions and Variables for input and output
+openw_binary68.3 Functions and Variables for binary input and output
 operatorp6.5 Functions and Variables for Expressions
 operatorp6.5 Functions and Variables for Expressions
 opproperties9.1 Functions and Variables for Simplification
-opsubst69.1 Functions and Variables for opsubst
 opsubst69.1 Functions and Variables for opsubst
 opsubst69.1 Functions and Variables for opsubst
+opsubst69.1 Functions and Variables for opsubst
 optimize6.5 Functions and Variables for Expressions
 optimprefix6.5 Functions and Variables for Expressions
 optionset4.2 Functions and Variables for Command Line
 or7.4 Logical operators
-orbit30.2.3 Groups and orbits
-orbits50.2 Functions and Variables for dynamics
+orbit30.2.3 Groups and orbits
+orbits50.2 Functions and Variables for dynamics
 ordergreat6.5 Functions and Variables for Expressions
 ordergreatp6.5 Functions and Variables for Expressions
 orderless6.5 Functions and Variables for Expressions
 orderlessp6.5 Functions and Variables for Expressions
-orthogonal_complement63.2 Functions and Variables for linearalgebra
-orthopoly_recur70.2 Functions and Variables for orthogonal polynomials
-orthopoly_returns_intervals70.2 Functions and Variables for orthogonal polynomials
-orthopoly_weight70.2 Functions and Variables for orthogonal polynomials
-out_neighbors56.2.2 Graph properties
+orthogonal_complement63.2 Functions and Variables for linearalgebra
+orthopoly_recur70.2 Functions and Variables for orthogonal polynomials
+orthopoly_returns_intervals70.2 Functions and Variables for orthogonal polynomials
+orthopoly_weight70.2 Functions and Variables for orthogonal polynomials
+out_neighbors56.2.2 Graph properties
 outative9.1 Functions and Variables for Simplification
 outchar4.2 Functions and Variables for Command Line
-outermap37.4 Functions and Variables for Program Flow
-outofpois28.4 Poisson series
+outermap37.4 Functions and Variables for Program Flow
+outofpois28.4 Poisson series
  

 
 
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@@ -504,7 +504,7 @@
 

 

  
-  This document was generated by Robert on August, 12 2012 using texi2html 1.76.
+  This document was generated by Robert on December, 10 2012 using texi2html 1.76.
  
  

 
diff -Nru maxima-5.28.0/doc/info/maxima_93.html maxima-5.29.1/doc/info/maxima_93.html
--- maxima-5.28.0/doc/info/maxima_93.html	2012-08-12 21:24:40.000000000 +0000
+++ maxima-5.29.1/doc/info/maxima_93.html	2012-12-10 20:35:58.000000000 +0000
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-Maxima 5.28.0 Manual: A. Function and Variable Index: P
+Maxima 5.29.1 Manual: A. Function and Variable Index: P
 
-
-
+
+
 
 
 
@@ -265,80 +265,80 @@
 Index Entry Section
  

 P
-packagefile33.3 Functions and Variables for Miscellaneous Options
-pade28.3 Functions and Variables for Series
+packagefile33.3 Functions and Variables for Miscellaneous Options
+pade28.3 Functions and Variables for Series
 palette12.4 Plotting Options
 palette12.4 Plotting Options
-palette48.2.3 Graphics options
-parabolic_cylinder_d15.9 Parabolic Cylinder Functions
-parametric48.2.4 Graphics objects
+palette48.2.3 Graphics options
+parabolic_cylinder_d15.9 Parabolic Cylinder Functions
 parametric48.2.4 Graphics objects
-parametric_surface48.2.4 Graphics objects
-parg79.1 Functions and Variables for to_poly_solve
-parGosper81.2 Functions and Variables for zeilberger
-parse_string78.4 Functions and Variables for strings
+parametric48.2.4 Graphics objects
+parametric_surface48.2.4 Graphics objects
+parg79.1 Functions and Variables for to_poly_solve
+parGosper81.2 Functions and Variables for zeilberger
+parse_string78.4 Functions and Variables for strings
 part6.5 Functions and Variables for Expressions
-part2cont30.2.2 Changing representations
-partfrac29.1 Functions and Variables for Number Theory
+part2cont30.2.2 Changing representations
+partfrac29.1 Functions and Variables for Number Theory
 partition6.5 Functions and Variables for Expressions
-partition_set35.2 Functions and Variables for Sets
-partpol30.2.2 Changing representations
+partition_set35.2 Functions and Variables for Sets
+partpol30.2.2 Changing representations
 partswitch6.5 Functions and Variables for Expressions
-path_digraph56.2.1 Building graphs
-path_graph56.2.1 Building graphs
+path_digraph56.2.1 Building graphs
+path_graph56.2.1 Building graphs
 pathname_directory13.3 Functions and Variables for File Input and Output
 pathname_name13.3 Functions and Variables for File Input and Output
 pathname_type13.3 Functions and Variables for File Input and Output
-pdf_bernoulli47.3 Functions and Variables for discrete distributions
-pdf_beta47.2 Functions and Variables for continuous distributions
-pdf_binomial47.3 Functions and Variables for discrete distributions
-pdf_cauchy47.2 Functions and Variables for continuous distributions
-pdf_chi247.2 Functions and Variables for continuous distributions
-pdf_continuous_uniform47.2 Functions and Variables for continuous distributions
-pdf_discrete_uniform47.3 Functions and Variables for discrete distributions
-pdf_exp47.2 Functions and Variables for continuous distributions
-pdf_f47.2 Functions and Variables for continuous distributions
-pdf_gamma47.2 Functions and Variables for continuous distributions
-pdf_general_finite_discrete47.3 Functions and Variables for discrete distributions
-pdf_geometric47.3 Functions and Variables for discrete distributions
-pdf_gumbel47.2 Functions and Variables for continuous distributions
-pdf_hypergeometric47.3 Functions and Variables for discrete distributions
-pdf_laplace47.2 Functions and Variables for continuous distributions
-pdf_logistic47.2 Functions and Variables for continuous distributions
-pdf_lognormal47.2 Functions and Variables for continuous distributions
-pdf_negative_binomial47.3 Functions and Variables for discrete distributions
-pdf_noncentral_chi247.2 Functions and Variables for continuous distributions
-pdf_noncentral_student_t47.2 Functions and Variables for continuous distributions
-pdf_normal47.2 Functions and Variables for continuous distributions
-pdf_pareto47.2 Functions and Variables for continuous distributions
-pdf_poisson47.3 Functions and Variables for discrete distributions
-pdf_rank_sum76.4 Functions and Variables for special distributions
-pdf_rayleigh47.2 Functions and Variables for continuous distributions
-pdf_signed_rank76.4 Functions and Variables for special distributions
-pdf_student_t47.2 Functions and Variables for continuous distributions
-pdf_weibull47.2 Functions and Variables for continuous distributions
-pearson_skewness45.3 Functions and Variables for descriptive statistics
+pdf_bernoulli47.3 Functions and Variables for discrete distributions
+pdf_beta47.2 Functions and Variables for continuous distributions
+pdf_binomial47.3 Functions and Variables for discrete distributions
+pdf_cauchy47.2 Functions and Variables for continuous distributions
+pdf_chi247.2 Functions and Variables for continuous distributions
+pdf_continuous_uniform47.2 Functions and Variables for continuous distributions
+pdf_discrete_uniform47.3 Functions and Variables for discrete distributions
+pdf_exp47.2 Functions and Variables for continuous distributions
+pdf_f47.2 Functions and Variables for continuous distributions
+pdf_gamma47.2 Functions and Variables for continuous distributions
+pdf_general_finite_discrete47.3 Functions and Variables for discrete distributions
+pdf_geometric47.3 Functions and Variables for discrete distributions
+pdf_gumbel47.2 Functions and Variables for continuous distributions
+pdf_hypergeometric47.3 Functions and Variables for discrete distributions
+pdf_laplace47.2 Functions and Variables for continuous distributions
+pdf_logistic47.2 Functions and Variables for continuous distributions
+pdf_lognormal47.2 Functions and Variables for continuous distributions
+pdf_negative_binomial47.3 Functions and Variables for discrete distributions
+pdf_noncentral_chi247.2 Functions and Variables for continuous distributions
+pdf_noncentral_student_t47.2 Functions and Variables for continuous distributions
+pdf_normal47.2 Functions and Variables for continuous distributions
+pdf_pareto47.2 Functions and Variables for continuous distributions
+pdf_poisson47.3 Functions and Variables for discrete distributions
+pdf_rank_sum76.4 Functions and Variables for special distributions
+pdf_rayleigh47.2 Functions and Variables for continuous distributions
+pdf_signed_rank76.4 Functions and Variables for special distributions
+pdf_student_t47.2 Functions and Variables for continuous distributions
+pdf_weibull47.2 Functions and Variables for continuous distributions
 pearson_skewness45.3 Functions and Variables for descriptive statistics
-permanent23.2 Functions and Variables for Matrices and Linear Algebra
-permut30.2.7 Miscellaneous
-permutation74.4 Package functs
-permutations35.2 Functions and Variables for Sets
-petersen_graph56.2.1 Building graphs
+pearson_skewness45.3 Functions and Variables for descriptive statistics
+permanent23.2 Functions and Variables for Matrices and Linear Algebra
+permut30.2.7 Miscellaneous
+permutation74.4 Package functs
+permutations35.2 Functions and Variables for Sets
 petersen_graph56.2.1 Building graphs
-petrov26.2.5 Algebraic classification
+petersen_graph56.2.1 Building graphs
+petrov26.2.5 Algebraic classification
 pfeformat4.3 Functions and Variables for Display
 pickapart6.5 Functions and Variables for Expressions
-picture_equalp48.3 Functions and Variables for pictures
-picturep48.3 Functions and Variables for pictures
+picture_equalp48.3 Functions and Variables for pictures
+picturep48.3 Functions and Variables for pictures
 piece6.5 Functions and Variables for Expressions
-piechart45.4 Functions and Variables for statistical graphs
 piechart45.4 Functions and Variables for statistical graphs
 piechart45.4 Functions and Variables for statistical graphs
 piechart45.4 Functions and Variables for statistical graphs
 piechart45.4 Functions and Variables for statistical graphs
 piechart45.4 Functions and Variables for statistical graphs
-piechart_description45.4 Functions and Variables for statistical graphs
-planar_embedding56.2.2 Graph properties
+piechart45.4 Functions and Variables for statistical graphs
+piechart_description45.4 Functions and Variables for statistical graphs
+planar_embedding56.2.2 Graph properties
 playback4.2 Functions and Variables for Command Line
 playback4.2 Functions and Variables for Command Line
 playback4.2 Functions and Variables for Command Line
@@ -356,19 +356,18 @@
 plot_format12.4 Plotting Options
 plot_options12.3 Functions and Variables for Plotting
 plot_realpart12.4 Plotting Options
-plotdf71.2 Functions and Variables for plotdf
 plotdf71.2 Functions and Variables for plotdf
 plotdf71.2 Functions and Variables for plotdf
 plotdf71.2 Functions and Variables for plotdf
-plsquares64.2 Functions and Variables for lsquares
+plotdf71.2 Functions and Variables for plotdf
 plsquares64.2 Functions and Variables for lsquares
 plsquares64.2 Functions and Variables for lsquares
-pochhammer70.2 Functions and Variables for orthogonal polynomials
-pochhammer_max_index70.2 Functions and Variables for orthogonal polynomials
-point_size48.2.3 Graphics options
+plsquares64.2 Functions and Variables for lsquares
+pochhammer70.2 Functions and Variables for orthogonal polynomials
+pochhammer_max_index70.2 Functions and Variables for orthogonal polynomials
+point_size48.2.3 Graphics options
 point_type12.4 Plotting Options
-point_type48.2.3 Graphics options
-points48.2.4 Graphics objects
+point_type48.2.3 Graphics options
 points48.2.4 Graphics objects
 points48.2.4 Graphics objects
 points48.2.4 Graphics objects
@@ -379,131 +378,132 @@
 points48.2.4 Graphics objects
 points48.2.4 Graphics objects
 points48.2.4 Graphics objects
-points_joined48.2.3 Graphics options
-poisdiff28.4 Poisson series
-poisexpt28.4 Poisson series
-poisint28.4 Poisson series
-poislim28.4 Poisson series
-poismap28.4 Poisson series
-poisplus28.4 Poisson series
-poissimp28.4 Poisson series
-poisson28.4 Poisson series
-poissubst28.4 Poisson series
-poistimes28.4 Poisson series
-poistrim28.4 Poisson series
-polar48.2.4 Graphics objects
+points48.2.4 Graphics objects
+points_joined48.2.3 Graphics options
+poisdiff28.4 Poisson series
+poisexpt28.4 Poisson series
+poisint28.4 Poisson series
+poislim28.4 Poisson series
+poismap28.4 Poisson series
+poisplus28.4 Poisson series
+poissimp28.4 Poisson series
+poisson28.4 Poisson series
+poissubst28.4 Poisson series
+poistimes28.4 Poisson series
+poistrim28.4 Poisson series
+polar48.2.4 Graphics objects
 polar_to_xy12.3 Functions and Variables for Plotting
 polarform10.2 Functions for Complex Numbers
-polartorect22.2 Functions and Variables for fast Fourier transform
-poly_add57.2.2 Simple operators in grobner
-poly_buchberger57.2.3 Other functions in grobner
-poly_buchberger_criterion57.2.3 Other functions in grobner
-poly_coefficient_ring57.2.1 Global switches for grobner
-poly_colon_ideal57.2.4 Standard postprocessing of Groebner Bases
-poly_content57.2.3 Other functions in grobner
-poly_depends_p57.2.4 Standard postprocessing of Groebner Bases
-poly_elimination_ideal57.2.4 Standard postprocessing of Groebner Bases
-poly_elimination_order57.2.1 Global switches for grobner
-poly_exact_divide57.2.3 Other functions in grobner
-poly_expand57.2.3 Other functions in grobner
-poly_expt57.2.3 Other functions in grobner
-poly_gcd57.2.4 Standard postprocessing of Groebner Bases
-poly_grobner57.2.4 Standard postprocessing of Groebner Bases
-poly_grobner_algorithm57.2.1 Global switches for grobner
-poly_grobner_debug57.2.1 Global switches for grobner
-poly_grobner_equal57.2.4 Standard postprocessing of Groebner Bases
-poly_grobner_member57.2.4 Standard postprocessing of Groebner Bases
-poly_grobner_subsetp57.2.4 Standard postprocessing of Groebner Bases
-poly_ideal_intersection57.2.4 Standard postprocessing of Groebner Bases
-poly_ideal_polysaturation57.2.4 Standard postprocessing of Groebner Bases
-poly_ideal_polysaturation157.2.4 Standard postprocessing of Groebner Bases
-poly_ideal_saturation57.2.4 Standard postprocessing of Groebner Bases
-poly_ideal_saturation157.2.4 Standard postprocessing of Groebner Bases
-poly_lcm57.2.4 Standard postprocessing of Groebner Bases
-poly_minimization57.2.4 Standard postprocessing of Groebner Bases
-poly_monomial_order57.2.1 Global switches for grobner
-poly_multiply57.2.2 Simple operators in grobner
-poly_normal_form57.2.3 Other functions in grobner
-poly_normalize57.2.2 Simple operators in grobner
-poly_normalize_list57.2.4 Standard postprocessing of Groebner Bases
-poly_polysaturation_extension57.2.4 Standard postprocessing of Groebner Bases
-poly_primary_elimination_order57.2.1 Global switches for grobner
-poly_primitive_part57.2.2 Simple operators in grobner
-poly_pseudo_divide57.2.3 Other functions in grobner
-poly_reduced_grobner57.2.4 Standard postprocessing of Groebner Bases
-poly_reduction57.2.4 Standard postprocessing of Groebner Bases
-poly_return_term_list57.2.1 Global switches for grobner
-poly_s_polynomial57.2.2 Simple operators in grobner
-poly_saturation_extension57.2.4 Standard postprocessing of Groebner Bases
-poly_secondary_elimination_order57.2.1 Global switches for grobner
-poly_subtract57.2.2 Simple operators in grobner
-poly_top_reduction_only57.2.1 Global switches for grobner
+polartorect22.2 Functions and Variables for fast Fourier transform
+poly_add57.2.2 Simple operators in grobner
+poly_buchberger57.2.3 Other functions in grobner
+poly_buchberger_criterion57.2.3 Other functions in grobner
+poly_coefficient_ring57.2.1 Global switches for grobner
+poly_colon_ideal57.2.4 Standard postprocessing of Groebner Bases
+poly_content57.2.3 Other functions in grobner
+poly_depends_p57.2.4 Standard postprocessing of Groebner Bases
+poly_elimination_ideal57.2.4 Standard postprocessing of Groebner Bases
+poly_elimination_order57.2.1 Global switches for grobner
+poly_exact_divide57.2.3 Other functions in grobner
+poly_expand57.2.3 Other functions in grobner
+poly_expt57.2.3 Other functions in grobner
+poly_gcd57.2.4 Standard postprocessing of Groebner Bases
+poly_grobner57.2.4 Standard postprocessing of Groebner Bases
+poly_grobner_algorithm57.2.1 Global switches for grobner
+poly_grobner_debug57.2.1 Global switches for grobner
+poly_grobner_equal57.2.4 Standard postprocessing of Groebner Bases
+poly_grobner_member57.2.4 Standard postprocessing of Groebner Bases
+poly_grobner_subsetp57.2.4 Standard postprocessing of Groebner Bases
+poly_ideal_intersection57.2.4 Standard postprocessing of Groebner Bases
+poly_ideal_polysaturation57.2.4 Standard postprocessing of Groebner Bases
+poly_ideal_polysaturation157.2.4 Standard postprocessing of Groebner Bases
+poly_ideal_saturation57.2.4 Standard postprocessing of Groebner Bases
+poly_ideal_saturation157.2.4 Standard postprocessing of Groebner Bases
+poly_lcm57.2.4 Standard postprocessing of Groebner Bases
+poly_minimization57.2.4 Standard postprocessing of Groebner Bases
+poly_monomial_order57.2.1 Global switches for grobner
+poly_multiply57.2.2 Simple operators in grobner
+poly_normal_form57.2.3 Other functions in grobner
+poly_normalize57.2.2 Simple operators in grobner
+poly_normalize_list57.2.4 Standard postprocessing of Groebner Bases
+poly_polysaturation_extension57.2.4 Standard postprocessing of Groebner Bases
+poly_primary_elimination_order57.2.1 Global switches for grobner
+poly_primitive_part57.2.2 Simple operators in grobner
+poly_pseudo_divide57.2.3 Other functions in grobner
+poly_reduced_grobner57.2.4 Standard postprocessing of Groebner Bases
+poly_reduction57.2.4 Standard postprocessing of Groebner Bases
+poly_return_term_list57.2.1 Global switches for grobner
+poly_s_polynomial57.2.2 Simple operators in grobner
+poly_saturation_extension57.2.4 Standard postprocessing of Groebner Bases
+poly_secondary_elimination_order57.2.1 Global switches for grobner
+poly_subtract57.2.2 Simple operators in grobner
+poly_top_reduction_only57.2.1 Global switches for grobner
 polydecomp14.2 Functions and Variables for Polynomials
-polyfactor20.1 Functions and Variables for Equations
-polygon48.2.4 Graphics objects
+polyfactor20.1 Functions and Variables for Equations
 polygon48.2.4 Graphics objects
+polygon48.2.4 Graphics objects
 polymod14.2 Functions and Variables for Polynomials
 polymod14.2 Functions and Variables for Polynomials
-polynome2ele30.2.5 Polynomials and their roots
-polynomialp63.2 Functions and Variables for linearalgebra
+polynome2ele30.2.5 Polynomials and their roots
 polynomialp63.2 Functions and Variables for linearalgebra
 polynomialp63.2 Functions and Variables for linearalgebra
-polytocompanion63.2 Functions and Variables for linearalgebra
+polynomialp63.2 Functions and Variables for linearalgebra
+polytocompanion63.2 Functions and Variables for linearalgebra
 pop5.4.2 Functions and Variables for Lists
 posfun11.2 Functions and Variables for Properties
 postfix7.7 User defined operators
 postfix7.7 User defined operators
-potential19.2 Functions and Variables for Integration
-power_mod29.1 Functions and Variables for Number Theory
+potential19.2 Functions and Variables for Integration
+power_mod29.1 Functions and Variables for Number Theory
 powerdisp4.3 Functions and Variables for Display
 powers14.2 Functions and Variables for Polynomials
-powerseries28.3 Functions and Variables for Series
-powerset35.2 Functions and Variables for Sets
+powerseries28.3 Functions and Variables for Series
 powerset35.2 Functions and Variables for Sets
+powerset35.2 Functions and Variables for Sets
 pred8.1 Functions and Variables for Evaluation
-prederror37.4 Functions and Variables for Program Flow
+prederror37.4 Functions and Variables for Program Flow
 prefix7.7 User defined operators
 prefix7.7 User defined operators
-prev_prime29.1 Functions and Variables for Number Theory
-primep29.1 Functions and Variables for Number Theory
-primep_number_of_tests29.1 Functions and Variables for Number Theory
-principal_components45.3 Functions and Variables for descriptive statistics
+prev_prime29.1 Functions and Variables for Number Theory
+primep29.1 Functions and Variables for Number Theory
+primep_number_of_tests29.1 Functions and Variables for Number Theory
 principal_components45.3 Functions and Variables for descriptive statistics
+principal_components45.3 Functions and Variables for descriptive statistics
 print4.3 Functions and Variables for Display
-print_graph56.2.2 Graph properties
-printf78.2 Functions and Variables for input and output
+print_graph56.2.2 Graph properties
 printf78.2 Functions and Variables for input and output
+printf78.2 Functions and Variables for input and output
 printfile13.3 Functions and Variables for File Input and Output
-printpois28.4 Poisson series
+printpois28.4 Poisson series
 printprops11.2 Functions and Variables for Properties
 printprops11.2 Functions and Variables for Properties
 printprops11.2 Functions and Variables for Properties
-prodrac30.2.5 Polynomials and their roots
-product28.1 Sums and Products
-product_use_gamma75.2 Functions and Variables for solve_rec
-program56.2.5 Visualization
-programmode20.1 Functions and Variables for Equations
+prodrac30.2.5 Polynomials and their roots
+product28.1 Sums and Products
+product_use_gamma75.2 Functions and Variables for solve_rec
+program56.2.5 Visualization
+programmode20.1 Functions and Variables for Equations
 prompt4.2 Functions and Variables for Command Line
 properties11.2 Functions and Variables for Properties
-proportional_axes48.2.3 Graphics options
+proportional_axes48.2.3 Graphics options
 props11.2 Functions and Variables for Properties
 propvars11.2 Functions and Variables for Properties
-psexpand28.3 Functions and Variables for Series
+psexpand28.3 Functions and Variables for Series
 psfile12.4 Plotting Options
-psi15.4 Gamma and factorial Functions
-psi26.2.5 Algebraic classification
+psi15.4 Gamma and factorial Functions
+psi26.2.5 Algebraic classification
 psubst6.5 Functions and Variables for Expressions
 psubst6.5 Functions and Variables for Expressions
-ptriangularize63.2 Functions and Variables for linearalgebra
-pui30.2.1 Changing bases
-pui2comp30.2.1 Changing bases
-pui2ele30.2.1 Changing bases
-pui2polynome30.2.5 Polynomials and their roots
-pui_direct30.2.3 Groups and orbits
-puireduc30.2.1 Changing bases
+ptriangularize63.2 Functions and Variables for linearalgebra
+pui30.2.1 Changing bases
+pui2comp30.2.1 Changing bases
+pui2ele30.2.1 Changing bases
+pui2polynome30.2.5 Polynomials and their roots
+pui_direct30.2.3 Groups and orbits
+puireduc30.2.1 Changing bases
 push5.4.2 Functions and Variables for Lists
 put11.2 Functions and Variables for Properties
-pv53.2 Functions and Variables for finance
+pv53.2 Functions and Variables for finance
  

 
 
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-  This document was generated by Robert on August, 12 2012 using texi2html 1.76.
+  This document was generated by Robert on December, 10 2012 using texi2html 1.76.
  
  

 
diff -Nru maxima-5.28.0/doc/info/maxima_94.html maxima-5.29.1/doc/info/maxima_94.html
--- maxima-5.28.0/doc/info/maxima_94.html	2012-08-12 21:24:40.000000000 +0000
+++ maxima-5.29.1/doc/info/maxima_94.html	2012-12-10 20:35:58.000000000 +0000
@@ -1,6 +1,6 @@
 
 
-
+
 
 
-Maxima 5.28.0 Manual: A. Function and Variable Index: Q -- R
+Maxima 5.29.1 Manual: A. Function and Variable Index: Q -- R
 
-
-
+
+
 
 
 
@@ -266,160 +266,160 @@
  

 Q
 qput11.2 Functions and Variables for Properties
-qrange45.3 Functions and Variables for descriptive statistics
 qrange45.3 Functions and Variables for descriptive statistics
-qty51.3 Functions and Variables for ezunits
-quad_control19.4 Functions and Variables for QUADPACK
-quad_qag19.4 Functions and Variables for QUADPACK
+qrange45.3 Functions and Variables for descriptive statistics
+qty51.3 Functions and Variables for ezunits
+quad_control19.4 Functions and Variables for QUADPACK
 quad_qag19.4 Functions and Variables for QUADPACK
-quad_qagi19.4 Functions and Variables for QUADPACK
+quad_qag19.4 Functions and Variables for QUADPACK
 quad_qagi19.4 Functions and Variables for QUADPACK
-quad_qagp19.4 Functions and Variables for QUADPACK
+quad_qagi19.4 Functions and Variables for QUADPACK
 quad_qagp19.4 Functions and Variables for QUADPACK
-quad_qags19.4 Functions and Variables for QUADPACK
+quad_qagp19.4 Functions and Variables for QUADPACK
 quad_qags19.4 Functions and Variables for QUADPACK
-quad_qawc19.4 Functions and Variables for QUADPACK
+quad_qags19.4 Functions and Variables for QUADPACK
 quad_qawc19.4 Functions and Variables for QUADPACK
-quad_qawf19.4 Functions and Variables for QUADPACK
+quad_qawc19.4 Functions and Variables for QUADPACK
 quad_qawf19.4 Functions and Variables for QUADPACK
-quad_qawo19.4 Functions and Variables for QUADPACK
+quad_qawf19.4 Functions and Variables for QUADPACK
 quad_qawo19.4 Functions and Variables for QUADPACK
-quad_qaws19.4 Functions and Variables for QUADPACK
+quad_qawo19.4 Functions and Variables for QUADPACK
 quad_qaws19.4 Functions and Variables for QUADPACK
-quadrilateral48.2.4 Graphics objects
-quantile45.3 Functions and Variables for descriptive statistics
+quad_qaws19.4 Functions and Variables for QUADPACK
+quadrilateral48.2.4 Graphics objects
 quantile45.3 Functions and Variables for descriptive statistics
-quantile_bernoulli47.3 Functions and Variables for discrete distributions
-quantile_beta47.2 Functions and Variables for continuous distributions
-quantile_binomial47.3 Functions and Variables for discrete distributions
-quantile_cauchy47.2 Functions and Variables for continuous distributions
-quantile_chi247.2 Functions and Variables for continuous distributions
-quantile_continuous_uniform47.2 Functions and Variables for continuous distributions
-quantile_discrete_uniform47.3 Functions and Variables for discrete distributions
-quantile_exp47.2 Functions and Variables for continuous distributions
-quantile_f47.2 Functions and Variables for continuous distributions
-quantile_gamma47.2 Functions and Variables for continuous distributions
-quantile_general_finite_discrete47.3 Functions and Variables for discrete distributions
-quantile_geometric47.3 Functions and Variables for discrete distributions
-quantile_gumbel47.2 Functions and Variables for continuous distributions
-quantile_hypergeometric47.3 Functions and Variables for discrete distributions
-quantile_laplace47.2 Functions and Variables for continuous distributions
-quantile_logistic47.2 Functions and Variables for continuous distributions
-quantile_lognormal47.2 Functions and Variables for continuous distributions
-quantile_negative_binomial47.3 Functions and Variables for discrete distributions
-quantile_noncentral_chi247.2 Functions and Variables for continuous distributions
-quantile_noncentral_student_t47.2 Functions and Variables for continuous distributions
-quantile_normal47.2 Functions and Variables for continuous distributions
-quantile_pareto47.2 Functions and Variables for continuous distributions
-quantile_poisson47.3 Functions and Variables for discrete distributions
-quantile_rayleigh47.2 Functions and Variables for continuous distributions
-quantile_student_t47.2 Functions and Variables for continuous distributions
-quantile_weibull47.2 Functions and Variables for continuous distributions
-quartile_skewness45.3 Functions and Variables for descriptive statistics
+quantile45.3 Functions and Variables for descriptive statistics
+quantile_bernoulli47.3 Functions and Variables for discrete distributions
+quantile_beta47.2 Functions and Variables for continuous distributions
+quantile_binomial47.3 Functions and Variables for discrete distributions
+quantile_cauchy47.2 Functions and Variables for continuous distributions
+quantile_chi247.2 Functions and Variables for continuous distributions
+quantile_continuous_uniform47.2 Functions and Variables for continuous distributions
+quantile_discrete_uniform47.3 Functions and Variables for discrete distributions
+quantile_exp47.2 Functions and Variables for continuous distributions
+quantile_f47.2 Functions and Variables for continuous distributions
+quantile_gamma47.2 Functions and Variables for continuous distributions
+quantile_general_finite_discrete47.3 Functions and Variables for discrete distributions
+quantile_geometric47.3 Functions and Variables for discrete distributions
+quantile_gumbel47.2 Functions and Variables for continuous distributions
+quantile_hypergeometric47.3 Functions and Variables for discrete distributions
+quantile_laplace47.2 Functions and Variables for continuous distributions
+quantile_logistic47.2 Functions and Variables for continuous distributions
+quantile_lognormal47.2 Functions and Variables for continuous distributions
+quantile_negative_binomial47.3 Functions and Variables for discrete distributions
+quantile_noncentral_chi247.2 Functions and Variables for continuous distributions
+quantile_noncentral_student_t47.2 Functions and Variables for continuous distributions
+quantile_normal47.2 Functions and Variables for continuous distributions
+quantile_pareto47.2 Functions and Variables for continuous distributions
+quantile_poisson47.3 Functions and Variables for discrete distributions
+quantile_rayleigh47.2 Functions and Variables for continuous distributions
+quantile_student_t47.2 Functions and Variables for continuous distributions
+quantile_weibull47.2 Functions and Variables for continuous distributions
 quartile_skewness45.3 Functions and Variables for descriptive statistics
+quartile_skewness45.3 Functions and Variables for descriptive statistics
 quit4.2 Functions and Variables for Command Line
-qunit29.1 Functions and Variables for Number Theory
+qunit29.1 Functions and Variables for Number Theory
 quotient14.2 Functions and Variables for Polynomials
 quotient14.2 Functions and Variables for Polynomials
  

 R
 radcan9.1 Functions and Variables for Simplification
 radexpand9.1 Functions and Variables for Simplification
-radius56.2.2 Graph properties
+radius56.2.2 Graph properties
 radsubstflag14.2 Functions and Variables for Polynomials
 random10.6 Random Numbers
-random_bernoulli47.3 Functions and Variables for discrete distributions
 random_bernoulli47.3 Functions and Variables for discrete distributions
-random_beta47.2 Functions and Variables for continuous distributions
+random_bernoulli47.3 Functions and Variables for discrete distributions
 random_beta47.2 Functions and Variables for continuous distributions
-random_binomial47.3 Functions and Variables for discrete distributions
+random_beta47.2 Functions and Variables for continuous distributions
 random_binomial47.3 Functions and Variables for discrete distributions
-random_bipartite_graph56.2.1 Building graphs
-random_cauchy47.2 Functions and Variables for continuous distributions
+random_binomial47.3 Functions and Variables for discrete distributions
+random_bipartite_graph56.2.1 Building graphs
 random_cauchy47.2 Functions and Variables for continuous distributions
-random_chi247.2 Functions and Variables for continuous distributions
+random_cauchy47.2 Functions and Variables for continuous distributions
 random_chi247.2 Functions and Variables for continuous distributions
-random_continuous_uniform47.2 Functions and Variables for continuous distributions
+random_chi247.2 Functions and Variables for continuous distributions
 random_continuous_uniform47.2 Functions and Variables for continuous distributions
-random_digraph56.2.1 Building graphs
-random_discrete_uniform47.3 Functions and Variables for discrete distributions
+random_continuous_uniform47.2 Functions and Variables for continuous distributions
+random_digraph56.2.1 Building graphs
 random_discrete_uniform47.3 Functions and Variables for discrete distributions
-random_exp47.2 Functions and Variables for continuous distributions
+random_discrete_uniform47.3 Functions and Variables for discrete distributions
 random_exp47.2 Functions and Variables for continuous distributions
-random_f47.2 Functions and Variables for continuous distributions
+random_exp47.2 Functions and Variables for continuous distributions
 random_f47.2 Functions and Variables for continuous distributions
-random_gamma47.2 Functions and Variables for continuous distributions
+random_f47.2 Functions and Variables for continuous distributions
 random_gamma47.2 Functions and Variables for continuous distributions
-random_general_finite_discrete47.3 Functions and Variables for discrete distributions
+random_gamma47.2 Functions and Variables for continuous distributions
 random_general_finite_discrete47.3 Functions and Variables for discrete distributions
-random_geometric47.3 Functions and Variables for discrete distributions
+random_general_finite_discrete47.3 Functions and Variables for discrete distributions
 random_geometric47.3 Functions and Variables for discrete distributions
-random_graph56.2.1 Building graphs
-random_graph156.2.1 Building graphs
-random_gumbel47.2 Functions and Variables for continuous distributions
+random_geometric47.3 Functions and Variables for discrete distributions
+random_graph56.2.1 Building graphs
+random_graph156.2.1 Building graphs
 random_gumbel47.2 Functions and Variables for continuous distributions
-random_hypergeometric47.3 Functions and Variables for discrete distributions
+random_gumbel47.2 Functions and Variables for continuous distributions
 random_hypergeometric47.3 Functions and Variables for discrete distributions
-random_laplace47.2 Functions and Variables for continuous distributions
+random_hypergeometric47.3 Functions and Variables for discrete distributions
 random_laplace47.2 Functions and Variables for continuous distributions
-random_logistic47.2 Functions and Variables for continuous distributions
+random_laplace47.2 Functions and Variables for continuous distributions
 random_logistic47.2 Functions and Variables for continuous distributions
-random_lognormal47.2 Functions and Variables for continuous distributions
+random_logistic47.2 Functions and Variables for continuous distributions
 random_lognormal47.2 Functions and Variables for continuous distributions
-random_negative_binomial47.3 Functions and Variables for discrete distributions
+random_lognormal47.2 Functions and Variables for continuous distributions
 random_negative_binomial47.3 Functions and Variables for discrete distributions
-random_network56.2.1 Building graphs
-random_noncentral_chi247.2 Functions and Variables for continuous distributions
+random_negative_binomial47.3 Functions and Variables for discrete distributions
+random_network56.2.1 Building graphs
 random_noncentral_chi247.2 Functions and Variables for continuous distributions
-random_noncentral_student_t47.2 Functions and Variables for continuous distributions
+random_noncentral_chi247.2 Functions and Variables for continuous distributions
 random_noncentral_student_t47.2 Functions and Variables for continuous distributions
-random_normal47.2 Functions and Variables for continuous distributions
+random_noncentral_student_t47.2 Functions and Variables for continuous distributions
 random_normal47.2 Functions and Variables for continuous distributions
-random_pareto47.2 Functions and Variables for continuous distributions
+random_normal47.2 Functions and Variables for continuous distributions
 random_pareto47.2 Functions and Variables for continuous distributions
-random_permutation35.2 Functions and Variables for Sets
-random_poisson47.3 Functions and Variables for discrete distributions
+random_pareto47.2 Functions and Variables for continuous distributions
+random_permutation35.2 Functions and Variables for Sets
 random_poisson47.3 Functions and Variables for discrete distributions
-random_rayleigh47.2 Functions and Variables for continuous distributions
+random_poisson47.3 Functions and Variables for discrete distributions
 random_rayleigh47.2 Functions and Variables for continuous distributions
-random_regular_graph56.2.1 Building graphs
+random_rayleigh47.2 Functions and Variables for continuous distributions
 random_regular_graph56.2.1 Building graphs
-random_student_t47.2 Functions and Variables for continuous distributions
+random_regular_graph56.2.1 Building graphs
 random_student_t47.2 Functions and Variables for continuous distributions
-random_tournament56.2.1 Building graphs
-random_tree56.2.1 Building graphs
-random_weibull47.2 Functions and Variables for continuous distributions
+random_student_t47.2 Functions and Variables for continuous distributions
+random_tournament56.2.1 Building graphs
+random_tree56.2.1 Building graphs
 random_weibull47.2 Functions and Variables for continuous distributions
-range45.3 Functions and Variables for descriptive statistics
+random_weibull47.2 Functions and Variables for continuous distributions
 range45.3 Functions and Variables for descriptive statistics
-rank23.2 Functions and Variables for Matrices and Linear Algebra
-rank63.2 Functions and Variables for linearalgebra
+range45.3 Functions and Variables for descriptive statistics
+rank23.2 Functions and Variables for Matrices and Linear Algebra
+rank63.2 Functions and Variables for linearalgebra
 rassociative9.1 Functions and Variables for Simplification
 rat14.2 Functions and Variables for Polynomials
 rat14.2 Functions and Variables for Polynomials
 ratalgdenom14.2 Functions and Variables for Polynomials
-ratchristof26.2.9 Variables used by ctensor
+ratchristof26.2.9 Variables used by ctensor
 ratcoef14.2 Functions and Variables for Polynomials
 ratcoef14.2 Functions and Variables for Polynomials
 ratdenom14.2 Functions and Variables for Polynomials
 ratdenomdivide14.2 Functions and Variables for Polynomials
 ratdiff14.2 Functions and Variables for Polynomials
 ratdisrep14.2 Functions and Variables for Polynomials
-rateinstein26.2.9 Variables used by ctensor
+rateinstein26.2.9 Variables used by ctensor
 ratepsilon5.1.2 Functions and Variables for Numbers
 ratexpand14.2 Functions and Variables for Polynomials
 ratexpand14.2 Functions and Variables for Polynomials
 ratfac14.2 Functions and Variables for Polynomials
-ratinterpol59.2 Functions and Variables for interpol
 ratinterpol59.2 Functions and Variables for interpol
-rational74.4 Package functs
+ratinterpol59.2 Functions and Variables for interpol
+rational74.4 Package functs
 rationalize5.1.2 Functions and Variables for Numbers
-ratmx23.2 Functions and Variables for Matrices and Linear Algebra
+ratmx23.2 Functions and Variables for Matrices and Linear Algebra
 ratnumer14.2 Functions and Variables for Polynomials
 ratnump5.1.2 Functions and Variables for Numbers
 ratp14.2 Functions and Variables for Polynomials
 ratprint14.2 Functions and Variables for Polynomials
-ratriemann26.2.9 Variables used by ctensor
+ratriemann26.2.9 Variables used by ctensor
 ratsimp14.2 Functions and Variables for Polynomials
 ratsimp14.2 Functions and Variables for Polynomials
 ratsimpexpons14.2 Functions and Variables for Polynomials
@@ -431,51 +431,51 @@
 ratweight14.2 Functions and Variables for Polynomials
 ratweight14.2 Functions and Variables for Polynomials
 ratweights14.2 Functions and Variables for Polynomials
-ratweyl26.2.9 Variables used by ctensor
+ratweyl26.2.9 Variables used by ctensor
 ratwtlvl14.2 Functions and Variables for Polynomials
 read4.2 Functions and Variables for Command Line
-read_array68.2 Functions and Variables for plain-text input and output
 read_array68.2 Functions and Variables for plain-text input and output
-read_binary_array68.3 Functions and Variables for binary input and output
-read_binary_list68.3 Functions and Variables for binary input and output
+read_array68.2 Functions and Variables for plain-text input and output
+read_binary_array68.3 Functions and Variables for binary input and output
 read_binary_list68.3 Functions and Variables for binary input and output
-read_binary_matrix68.3 Functions and Variables for binary input and output
-read_hashed_array68.2 Functions and Variables for plain-text input and output
+read_binary_list68.3 Functions and Variables for binary input and output
+read_binary_matrix68.3 Functions and Variables for binary input and output
 read_hashed_array68.2 Functions and Variables for plain-text input and output
-read_list68.2 Functions and Variables for plain-text input and output
+read_hashed_array68.2 Functions and Variables for plain-text input and output
 read_list68.2 Functions and Variables for plain-text input and output
 read_list68.2 Functions and Variables for plain-text input and output
 read_list68.2 Functions and Variables for plain-text input and output
-read_matrix68.2 Functions and Variables for plain-text input and output
+read_list68.2 Functions and Variables for plain-text input and output
 read_matrix68.2 Functions and Variables for plain-text input and output
 read_matrix68.2 Functions and Variables for plain-text input and output
 read_matrix68.2 Functions and Variables for plain-text input and output
-read_nested_list68.2 Functions and Variables for plain-text input and output
+read_matrix68.2 Functions and Variables for plain-text input and output
 read_nested_list68.2 Functions and Variables for plain-text input and output
-read_xpm48.3 Functions and Variables for pictures
-readline78.2 Functions and Variables for input and output
+read_nested_list68.2 Functions and Variables for plain-text input and output
+read_xpm48.3 Functions and Variables for pictures
+readline78.2 Functions and Variables for input and output
 readonly4.2 Functions and Variables for Command Line
 real11.2 Functions and Variables for Properties
-real_imagpart_to_conjugate79.1 Functions and Variables for to_poly_solve
-realonly20.1 Functions and Variables for Equations
+real_imagpart_to_conjugate79.1 Functions and Variables for to_poly_solve
+realonly20.1 Functions and Variables for Equations
 realpart10.2 Functions for Complex Numbers
-realroots20.1 Functions and Variables for Equations
 realroots20.1 Functions and Variables for Equations
 realroots20.1 Functions and Variables for Equations
 realroots20.1 Functions and Variables for Equations
+realroots20.1 Functions and Variables for Equations
 rearray5.5.1 Functions and Variables for Arrays
-rectangle48.2.4 Graphics objects
+rectangle48.2.4 Graphics objects
 rectform10.2 Functions for Complex Numbers
-rectform_log_if_constant79.1 Functions and Variables for to_poly_solve
-recttopolar22.2 Functions and Variables for fast Fourier transform
-rediff25.2.3 Indicial tensor calculus
-redraw56.2.5 Visualization
-reduce_consts74.6 Package rducon
-reduce_order75.2 Functions and Variables for solve_rec
-refcheck38.3 Functions and Variables for Debugging
-region48.2.4 Graphics objects
-region_boundaries48.4.1 Variables and Functions
-region_boundaries_plus48.4.1 Variables and Functions
+rectform_log_if_constant79.1 Functions and Variables for to_poly_solve
+recttopolar22.2 Functions and Variables for fast Fourier transform
+rediff25.2.3 Indicial tensor calculus
+redraw56.2.5 Visualization
+reduce_consts74.6 Package rducon
+reduce_order75.2 Functions and Variables for solve_rec
+refcheck38.3 Functions and Variables for Debugging
+region48.2.4 Graphics objects
+region_boundaries48.4.1 Variables and Functions
+region_boundaries_plus48.4.1 Variables and Functions
 rem11.2 Functions and Variables for Properties
 remainder14.2 Functions and Variables for Polynomials
 remainder14.2 Functions and Variables for Polynomials
@@ -484,87 +484,87 @@
 rembox6.5 Functions and Variables for Expressions
 rembox6.5 Functions and Variables for Expressions
 rembox6.5 Functions and Variables for Expressions
-remcomps25.2.1 Managing indexed objects
-remcon25.2.1 Managing indexed objects
+remcomps25.2.1 Managing indexed objects
 remcon25.2.1 Managing indexed objects
-remcoord25.2.3 Indicial tensor calculus
+remcon25.2.1 Managing indexed objects
 remcoord25.2.3 Indicial tensor calculus
-remfun22.4 Functions and Variables for Fourier series
+remcoord25.2.3 Indicial tensor calculus
 remfun22.4 Functions and Variables for Fourier series
-remfunction36.4 Functions and Variables for Function Definition
+remfun22.4 Functions and Variables for Fourier series
 remfunction36.4 Functions and Variables for Function Definition
-remlet34.2 Functions and Variables for Rules and Patterns
+remfunction36.4 Functions and Variables for Function Definition
 remlet34.2 Functions and Variables for Rules and Patterns
 remlet34.2 Functions and Variables for Rules and Patterns
 remlet34.2 Functions and Variables for Rules and Patterns
+remlet34.2 Functions and Variables for Rules and Patterns
 remove11.2 Functions and Variables for Properties
 remove11.2 Functions and Variables for Properties
 remove11.2 Functions and Variables for Properties
 remove11.2 Functions and Variables for Properties
 remove11.2 Functions and Variables for Properties
-remove_constvalue51.3 Functions and Variables for ezunits
-remove_dimensions51.3 Functions and Variables for ezunits
-remove_edge56.2.3 Modifying graphs
-remove_fundamental_dimensions51.3 Functions and Variables for ezunits
-remove_fundamental_units51.3 Functions and Variables for ezunits
-remove_vertex56.2.3 Modifying graphs
-rempart74.4 Package functs
-remrule34.2 Functions and Variables for Rules and Patterns
+remove_constvalue51.3 Functions and Variables for ezunits
+remove_dimensions51.3 Functions and Variables for ezunits
+remove_edge56.2.3 Modifying graphs
+remove_fundamental_dimensions51.3 Functions and Variables for ezunits
+remove_fundamental_units51.3 Functions and Variables for ezunits
+remove_vertex56.2.3 Modifying graphs
+rempart74.4 Package functs
 remrule34.2 Functions and Variables for Rules and Patterns
-remsym25.2.2 Tensor symmetries
-remvalue33.3 Functions and Variables for Miscellaneous Options
+remrule34.2 Functions and Variables for Rules and Patterns
+remsym25.2.2 Tensor symmetries
 remvalue33.3 Functions and Variables for Miscellaneous Options
-rename25.2.1 Managing indexed objects
+remvalue33.3 Functions and Variables for Miscellaneous Options
 rename25.2.1 Managing indexed objects
+rename25.2.1 Managing indexed objects
 reset4.2 Functions and Variables for Command Line
-residue19.2 Functions and Variables for Integration
-resolvante30.2.6 Resolvents
-resolvante_alternee130.2.6 Resolvents
-resolvante_bipartite30.2.6 Resolvents
-resolvante_diedrale30.2.6 Resolvents
-resolvante_klein30.2.6 Resolvents
-resolvante_klein330.2.6 Resolvents
-resolvante_produit_sym30.2.6 Resolvents
-resolvante_unitaire30.2.6 Resolvents
-resolvante_vierer30.2.6 Resolvents
+residue19.2 Functions and Variables for Integration
+resolvante30.2.6 Resolvents
+resolvante_alternee130.2.6 Resolvents
+resolvante_bipartite30.2.6 Resolvents
+resolvante_diedrale30.2.6 Resolvents
+resolvante_klein30.2.6 Resolvents
+resolvante_klein330.2.6 Resolvents
+resolvante_produit_sym30.2.6 Resolvents
+resolvante_unitaire30.2.6 Resolvents
+resolvante_vierer30.2.6 Resolvents
 rest5.4.2 Functions and Variables for Lists
 rest5.4.2 Functions and Variables for Lists
 resultant14.2 Functions and Variables for Polynomials
-return37.4 Functions and Variables for Program Flow
+return37.4 Functions and Variables for Program Flow
 reveal6.5 Functions and Variables for Expressions
 reverse5.4.2 Functions and Variables for Lists
-revert28.3 Functions and Variables for Series
-revert228.3 Functions and Variables for Series
-rgb2level48.3 Functions and Variables for pictures
-rhs20.1 Functions and Variables for Equations
-ric26.2.9 Variables used by ctensor
-ricci26.2.2 The tensors of curved space
-riem26.2.9 Variables used by ctensor
-riemann26.2.2 The tensors of curved space
-rinvariant26.2.2 The tensors of curved space
-risch19.2 Functions and Variables for Integration
-rk50.2 Functions and Variables for dynamics
+revert28.3 Functions and Variables for Series
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+riem26.2.9 Variables used by ctensor
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+rinvariant26.2.2 The tensors of curved space
+risch19.2 Functions and Variables for Integration
 rk50.2 Functions and Variables for dynamics
-rmxchar23.2 Functions and Variables for Matrices and Linear Algebra
-rncombine33.3 Functions and Variables for Miscellaneous Options
-romberg72.1 Functions and Variables for romberg
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 romberg72.1 Functions and Variables for romberg
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 room32.3 Functions and Variables for Runtime Environment
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 round10.1 Functions for Numbers
-row23.2 Functions and Variables for Matrices and Linear Algebra
-rowop63.2 Functions and Variables for linearalgebra
-rowswap63.2 Functions and Variables for linearalgebra
-rreduce35.2 Functions and Variables for Sets
+row23.2 Functions and Variables for Matrices and Linear Algebra
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 rreduce35.2 Functions and Variables for Sets
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 run_testsuite2.1 Functions and Variables for Bug Detection and Reporting
 run_viewer12.4 Plotting Options
  

@@ -687,7 +687,7 @@
 
 

  
-  This document was generated by Robert on August, 12 2012 using texi2html 1.76.
+  This document was generated by Robert on December, 10 2012 using texi2html 1.76.
  
  

 
diff -Nru maxima-5.28.0/doc/info/maxima_95.html maxima-5.29.1/doc/info/maxima_95.html
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+++ maxima-5.29.1/doc/info/maxima_95.html	2012-12-10 20:35:58.000000000 +0000
@@ -1,6 +1,6 @@
 
 
-
+
 
 
-Maxima 5.28.0 Manual: A. Function and Variable Index: S
+Maxima 5.29.1 Manual: A. Function and Variable Index: S
 
-
-
+
+
 
 
 
@@ -271,254 +271,254 @@
 save13.3 Functions and Variables for File Input and Output
 save13.3 Functions and Variables for File Input and Output
 save13.3 Functions and Variables for File Input and Output
-savedef36.4 Functions and Variables for Function Definition
+savedef36.4 Functions and Variables for Function Definition
 savefactors14.2 Functions and Variables for Polynomials
-saving53.2 Functions and Variables for finance
+saving53.2 Functions and Variables for finance
 scalar11.2 Functions and Variables for Properties
-scalarmatrixp23.2 Functions and Variables for Matrices and Linear Algebra
+scalarmatrixp23.2 Functions and Variables for Matrices and Linear Algebra
 scalarp11.2 Functions and Variables for Properties
 scaled_bessel_i15.2 Bessel Functions
 scaled_bessel_i015.2 Bessel Functions
 scaled_bessel_i115.2 Bessel Functions
-scalefactors23.2 Functions and Variables for Matrices and Linear Algebra
-scanmap37.4 Functions and Variables for Program Flow
+scalefactors23.2 Functions and Variables for Matrices and Linear Algebra
 scanmap37.4 Functions and Variables for Program Flow
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 scatterplot45.4 Functions and Variables for statistical graphs
 scatterplot45.4 Functions and Variables for statistical graphs
 scatterplot45.4 Functions and Variables for statistical graphs
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-schur2comp30.2.1 Changing bases
+scatterplot45.4 Functions and Variables for statistical graphs
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 sconcat5.2.2 Functions and Variables for Strings
-scopy78.4 Functions and Variables for strings
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 scsimp9.1 Functions and Variables for Simplification
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-sdowncase78.4 Functions and Variables for strings
+scurvature26.2.2 The tensors of curved space
 sdowncase78.4 Functions and Variables for strings
 sdowncase78.4 Functions and Variables for strings
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 sec10.5.2 Functions and Variables for Trigonometric
 sech10.5.2 Functions and Variables for Trigonometric
 second5.4.2 Functions and Variables for Lists
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-set_edge_weight56.2.2 Graph properties
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 set_random_state10.6 Random Numbers
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 set_tex_environment_default13.4 Functions and Variables for TeX Output
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 set_up_dot_simplifications24.2 Functions and Variables for Affine
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 seventh5.4.2 Functions and Variables for Lists
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 showratvars14.2 Functions and Variables for Polynomials
 showtime4.2 Functions and Variables for Command Line
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 sign11.3 Functions and Variables for Facts
 signum10.1 Functions for Numbers
-similaritytransform23.2 Functions and Variables for Matrices and Linear Algebra
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 simp9.1 Functions and Variables for Simplification
-simp_inequality79.1 Functions and Variables for to_poly_solve
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 simplode78.4 Functions and Variables for strings
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 simpmetderiv25.2.3 Indicial tensor calculus
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 sin10.5.2 Functions and Variables for Trigonometric
 sinh10.5.2 Functions and Variables for Trigonometric
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 sixth5.4.2 Functions and Variables for Lists
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 skewness45.3 Functions and Variables for descriptive statistics
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-skewness_lognormal47.2 Functions and Variables for continuous distributions
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-skewness_weibull47.2 Functions and Variables for continuous distributions
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+skewness_weibull47.2 Functions and Variables for continuous distributions
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+small_rhombicuboctahedron_graph56.2.1 Building graphs
 smax45.3 Functions and Variables for descriptive statistics
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 smin45.3 Functions and Variables for descriptive statistics
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 smismatch78.4 Functions and Variables for strings
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-snub_dodecahedron_graph56.2.1 Building graphs
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 solve20.1 Functions and Variables for Equations
 solve20.1 Functions and Variables for Equations
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 some35.2 Functions and Variables for Sets
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 sort5.4.2 Functions and Variables for Lists
 sort5.4.2 Functions and Variables for Lists
-space78.3 Functions and Variables for characters
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-spherical48.2.4 Graphics objects
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+sparse23.2 Functions and Variables for Matrices and Linear Algebra
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+spherical_bessel_y70.2 Functions and Variables for orthogonal polynomials
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+spherical_hankel270.2 Functions and Variables for orthogonal polynomials
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 spherical_to_xyz12.3 Functions and Variables for Plotting
-splice36.3 Macros
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 split78.4 Functions and Variables for strings
 split78.4 Functions and Variables for strings
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-spring_embedding_depth56.2.5 Visualization
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 sqfr14.2 Functions and Variables for Polynomials
 sqrt10.4 Root, Exponential and Logarithmic Functions
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 ssubst78.4 Functions and Variables for strings
 ssubst78.4 Functions and Variables for strings
 ssubst78.4 Functions and Variables for strings
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 ssubstfirst78.4 Functions and Variables for strings
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 standardize45.2 Functions and Variables for data manipulation
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 stardisp4.3 Functions and Variables for Display
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 status32.3 Functions and Variables for Runtime Environment
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 std45.3 Functions and Variables for descriptive statistics
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 std145.3 Functions and Variables for descriptive statistics
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-std_beta47.2 Functions and Variables for continuous distributions
-std_binomial47.3 Functions and Variables for discrete distributions
-std_chi247.2 Functions and Variables for continuous distributions
-std_continuous_uniform47.2 Functions and Variables for continuous distributions
-std_discrete_uniform47.3 Functions and Variables for discrete distributions
-std_exp47.2 Functions and Variables for continuous distributions
-std_f47.2 Functions and Variables for continuous distributions
-std_gamma47.2 Functions and Variables for continuous distributions
-std_general_finite_discrete47.3 Functions and Variables for discrete distributions
-std_geometric47.3 Functions and Variables for discrete distributions
-std_gumbel47.2 Functions and Variables for continuous distributions
-std_hypergeometric47.3 Functions and Variables for discrete distributions
-std_laplace47.2 Functions and Variables for continuous distributions
-std_logistic47.2 Functions and Variables for continuous distributions
-std_lognormal47.2 Functions and Variables for continuous distributions
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-std_noncentral_chi247.2 Functions and Variables for continuous distributions
-std_noncentral_student_t47.2 Functions and Variables for continuous distributions
-std_normal47.2 Functions and Variables for continuous distributions
-std_pareto47.2 Functions and Variables for continuous distributions
-std_poisson47.3 Functions and Variables for discrete distributions
-std_rayleigh47.2 Functions and Variables for continuous distributions
-std_student_t47.2 Functions and Variables for continuous distributions
-std_weibull47.2 Functions and Variables for continuous distributions
-stemplot45.4 Functions and Variables for statistical graphs
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-stirling77.1 Functions and Variables for stirling
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 stirling77.1 Functions and Variables for stirling
-stirling135.2 Functions and Variables for Sets
-stirling235.2 Functions and Variables for Sets
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-striml78.4 Functions and Variables for strings
-strimr78.4 Functions and Variables for strings
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 string5.2.2 Functions and Variables for Strings
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 stringout13.3 Functions and Variables for File Input and Output
@@ -526,50 +526,50 @@
 stringout13.3 Functions and Variables for File Input and Output
 stringout13.3 Functions and Variables for File Input and Output
 stringout13.3 Functions and Variables for File Input and Output
-stringp78.4 Functions and Variables for strings
-strong_components56.2.2 Graph properties
+stringp78.4 Functions and Variables for strings
+strong_components56.2.2 Graph properties
 structures5.6.2 Functions and Variables for Structures
-struve_h15.7 Struve Functions
-struve_l15.7 Struve Functions
+struve_h15.7 Struve Functions
+struve_l15.7 Struve Functions
 style12.4 Plotting Options
 style12.4 Plotting Options
 sublis6.5 Functions and Variables for Expressions
 sublis_apply_lambda6.5 Functions and Variables for Expressions
 sublist5.4.2 Functions and Variables for Lists
 sublist_indices5.4.2 Functions and Variables for Lists
-submatrix23.2 Functions and Variables for Matrices and Linear Algebra
 submatrix23.2 Functions and Variables for Matrices and Linear Algebra
 submatrix23.2 Functions and Variables for Matrices and Linear Algebra
+submatrix23.2 Functions and Variables for Matrices and Linear Algebra
 subnumsimp6.5 Functions and Variables for Expressions
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 subsample45.2 Functions and Variables for data manipulation
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 subst6.5 Functions and Variables for Expressions
-subst_parallel79.1 Functions and Variables for to_poly_solve
+subst_parallel79.1 Functions and Variables for to_poly_solve
 substinpart6.5 Functions and Variables for Expressions
 substpart6.5 Functions and Variables for Expressions
-substring78.4 Functions and Variables for strings
 substring78.4 Functions and Variables for strings
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 subvar5.5.1 Functions and Variables for Arrays
 subvarp5.5.1 Functions and Variables for Arrays
-sum28.1 Sums and Products
-sumcontract28.1 Sums and Products
-sumexpand28.1 Sums and Products
-summand_to_rec75.2 Functions and Variables for solve_rec
+sum28.1 Sums and Products
+sumcontract28.1 Sums and Products
+sumexpand28.1 Sums and Products
 summand_to_rec75.2 Functions and Variables for solve_rec
+summand_to_rec75.2 Functions and Variables for solve_rec
 sumsplitfact10.3 Combinatorial Functions
-supcase78.4 Functions and Variables for strings
 supcase78.4 Functions and Variables for strings
 supcase78.4 Functions and Variables for strings
+supcase78.4 Functions and Variables for strings
 supcontext11.3 Functions and Variables for Facts
 supcontext11.3 Functions and Variables for Facts
-surface_hide48.2.3 Graphics options
+surface_hide48.2.3 Graphics options
 symbolp6.5 Functions and Variables for Expressions
-symmdifference35.2 Functions and Variables for Sets
+symmdifference35.2 Functions and Variables for Sets
 symmetric9.1 Functions and Variables for Simplification
-symmetricp26.2.8 Utility functions
-system32.3 Functions and Variables for Runtime Environment
+symmetricp26.2.8 Utility functions
+system32.3 Functions and Variables for Runtime Environment
  

 
 
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@@ -690,7 +690,7 @@
 

 

  
-  This document was generated by Robert on August, 12 2012 using texi2html 1.76.
+  This document was generated by Robert on December, 10 2012 using texi2html 1.76.
  
  

 
diff -Nru maxima-5.28.0/doc/info/maxima_96.html maxima-5.29.1/doc/info/maxima_96.html
--- maxima-5.28.0/doc/info/maxima_96.html	2012-08-12 21:24:40.000000000 +0000
+++ maxima-5.29.1/doc/info/maxima_96.html	2012-12-10 20:35:58.000000000 +0000
@@ -1,6 +1,6 @@
 
 
-
+
 
 
-Maxima 5.28.0 Manual: A. Function and Variable Index: T
+Maxima 5.29.1 Manual: A. Function and Variable Index: T
 
-
-
+
+
 
 
 
@@ -266,58 +266,58 @@
  

 T
 t12.4 Plotting Options
-tab78.3 Functions and Variables for characters
-take_channel48.3 Functions and Variables for pictures
-take_inference76.2 Functions and Variables for inference_result
+tab78.3 Functions and Variables for characters
+take_channel48.3 Functions and Variables for pictures
 take_inference76.2 Functions and Variables for inference_result
 take_inference76.2 Functions and Variables for inference_result
+take_inference76.2 Functions and Variables for inference_result
 tan10.5.2 Functions and Variables for Trigonometric
 tanh10.5.2 Functions and Variables for Trigonometric
-taylor28.3 Functions and Variables for Series
 taylor28.3 Functions and Variables for Series
 taylor28.3 Functions and Variables for Series
 taylor28.3 Functions and Variables for Series
 taylor28.3 Functions and Variables for Series
-taylor_logexpand28.3 Functions and Variables for Series
-taylor_order_coefficients28.3 Functions and Variables for Series
-taylor_simplifier28.3 Functions and Variables for Series
-taylor_truncate_polynomials28.3 Functions and Variables for Series
-taylordepth28.3 Functions and Variables for Series
-taylorinfo28.3 Functions and Variables for Series
-taylorp28.3 Functions and Variables for Series
-taytorat28.3 Functions and Variables for Series
-tcl_output33.3 Functions and Variables for Miscellaneous Options
+taylor28.3 Functions and Variables for Series
+taylor_logexpand28.3 Functions and Variables for Series
+taylor_order_coefficients28.3 Functions and Variables for Series
+taylor_simplifier28.3 Functions and Variables for Series
+taylor_truncate_polynomials28.3 Functions and Variables for Series
+taylordepth28.3 Functions and Variables for Series
+taylorinfo28.3 Functions and Variables for Series
+taylorp28.3 Functions and Variables for Series
+taytorat28.3 Functions and Variables for Series
 tcl_output33.3 Functions and Variables for Miscellaneous Options
 tcl_output33.3 Functions and Variables for Miscellaneous Options
-tcontract30.2.2 Changing representations
+tcl_output33.3 Functions and Variables for Miscellaneous Options
+tcontract30.2.2 Changing representations
 tellrat14.2 Functions and Variables for Polynomials
 tellrat14.2 Functions and Variables for Polynomials
-tellsimp34.2 Functions and Variables for Rules and Patterns
-tellsimpafter34.2 Functions and Variables for Rules and Patterns
-tensorkill26.2.9 Variables used by ctensor
-tentex25.2.8 Exporting TeX expressions
+tellsimp34.2 Functions and Variables for Rules and Patterns
+tellsimpafter34.2 Functions and Variables for Rules and Patterns
+tensorkill26.2.9 Variables used by ctensor
+tentex25.2.8 Exporting TeX expressions
 tenth5.4.2 Functions and Variables for Lists
-terminal48.2.3 Graphics options
-terminal56.2.5 Visualization
-test_mean76.3 Functions and Variables for stats
+terminal48.2.3 Graphics options
+terminal56.2.5 Visualization
 test_mean76.3 Functions and Variables for stats
-test_means_difference76.3 Functions and Variables for stats
+test_mean76.3 Functions and Variables for stats
 test_means_difference76.3 Functions and Variables for stats
-test_normality76.3 Functions and Variables for stats
-test_proportion76.3 Functions and Variables for stats
+test_means_difference76.3 Functions and Variables for stats
+test_normality76.3 Functions and Variables for stats
 test_proportion76.3 Functions and Variables for stats
-test_proportions_difference76.3 Functions and Variables for stats
+test_proportion76.3 Functions and Variables for stats
 test_proportions_difference76.3 Functions and Variables for stats
-test_rank_sum76.3 Functions and Variables for stats
+test_proportions_difference76.3 Functions and Variables for stats
 test_rank_sum76.3 Functions and Variables for stats
-test_sign76.3 Functions and Variables for stats
+test_rank_sum76.3 Functions and Variables for stats
 test_sign76.3 Functions and Variables for stats
-test_signed_rank76.3 Functions and Variables for stats
+test_sign76.3 Functions and Variables for stats
 test_signed_rank76.3 Functions and Variables for stats
-test_variance76.3 Functions and Variables for stats
+test_signed_rank76.3 Functions and Variables for stats
 test_variance76.3 Functions and Variables for stats
-test_variance_ratio76.3 Functions and Variables for stats
+test_variance76.3 Functions and Variables for stats
 test_variance_ratio76.3 Functions and Variables for stats
+test_variance_ratio76.3 Functions and Variables for stats
 testsuite_files2.1 Functions and Variables for Bug Detection and Reporting
 tex13.4 Functions and Variables for TeX Output
 tex13.4 Functions and Variables for TeX Output
@@ -332,78 +332,78 @@
 texput13.4 Functions and Variables for TeX Output
 texput13.4 Functions and Variables for TeX Output
 third5.4.2 Functions and Variables for Lists
-throw37.4 Functions and Variables for Program Flow
-time32.3 Functions and Variables for Runtime Environment
-timedate32.3 Functions and Variables for Runtime Environment
+throw37.4 Functions and Variables for Program Flow
+time32.3 Functions and Variables for Runtime Environment
 timedate32.3 Functions and Variables for Runtime Environment
-timer38.3 Functions and Variables for Debugging
+timedate32.3 Functions and Variables for Runtime Environment
 timer38.3 Functions and Variables for Debugging
 timer38.3 Functions and Variables for Debugging
-timer_devalue38.3 Functions and Variables for Debugging
-timer_info38.3 Functions and Variables for Debugging
+timer38.3 Functions and Variables for Debugging
+timer_devalue38.3 Functions and Variables for Debugging
 timer_info38.3 Functions and Variables for Debugging
-title48.2.3 Graphics options
-tldefint19.2 Functions and Variables for Integration
-tlimit17.1 Functions and Variables for Limits
+timer_info38.3 Functions and Variables for Debugging
+title48.2.3 Graphics options
+tldefint19.2 Functions and Variables for Integration
 tlimit17.1 Functions and Variables for Limits
 tlimit17.1 Functions and Variables for Limits
-tlimswitch17.1 Functions and Variables for Limits
+tlimit17.1 Functions and Variables for Limits
+tlimswitch17.1 Functions and Variables for Limits
 to_lisp4.2 Functions and Variables for Command Line
-to_poly79.1 Functions and Variables for to_poly_solve
-to_poly_solve79.1 Functions and Variables for to_poly_solve
-todd_coxeter31.1 Functions and Variables for Groups
+to_poly79.1 Functions and Variables for to_poly_solve
+to_poly_solve79.1 Functions and Variables for to_poly_solve
 todd_coxeter31.1 Functions and Variables for Groups
-toeplitz63.2 Functions and Variables for linearalgebra
+todd_coxeter31.1 Functions and Variables for Groups
 toeplitz63.2 Functions and Variables for linearalgebra
-tokens78.4 Functions and Variables for strings
+toeplitz63.2 Functions and Variables for linearalgebra
 tokens78.4 Functions and Variables for strings
-topological_sort56.2.2 Graph properties
+tokens78.4 Functions and Variables for strings
+topological_sort56.2.2 Graph properties
 totaldisrep14.2 Functions and Variables for Polynomials
-totalfourier22.4 Functions and Variables for Fourier series
-totient29.1 Functions and Variables for Number Theory
-tpartpol30.2.2 Changing representations
-tr26.2.9 Variables used by ctensor
-tr_array_as_ref36.4 Functions and Variables for Function Definition
-tr_bound_function_applyp36.4 Functions and Variables for Function Definition
-tr_file_tty_messagesp36.4 Functions and Variables for Function Definition
-tr_float_can_branch_complex36.4 Functions and Variables for Function Definition
-tr_function_call_default36.4 Functions and Variables for Function Definition
-tr_numer36.4 Functions and Variables for Function Definition
-tr_optimize_max_loop36.4 Functions and Variables for Function Definition
-tr_semicompile36.4 Functions and Variables for Function Definition
-tr_state_vars36.4 Functions and Variables for Function Definition
-tr_warn_bad_function_calls36.4 Functions and Variables for Function Definition
-tr_warn_fexpr36.4 Functions and Variables for Function Definition
-tr_warn_meval36.4 Functions and Variables for Function Definition
-tr_warn_mode36.4 Functions and Variables for Function Definition
-tr_warn_undeclared36.4 Functions and Variables for Function Definition
-tr_warn_undefined_variable36.4 Functions and Variables for Function Definition
-tr_warnings_get36.4 Functions and Variables for Function Definition
-trace38.3 Functions and Variables for Debugging
+totalfourier22.4 Functions and Variables for Fourier series
+totient29.1 Functions and Variables for Number Theory
+tpartpol30.2.2 Changing representations
+tr26.2.9 Variables used by ctensor
+tr_array_as_ref36.4 Functions and Variables for Function Definition
+tr_bound_function_applyp36.4 Functions and Variables for Function Definition
+tr_file_tty_messagesp36.4 Functions and Variables for Function Definition
+tr_float_can_branch_complex36.4 Functions and Variables for Function Definition
+tr_function_call_default36.4 Functions and Variables for Function Definition
+tr_numer36.4 Functions and Variables for Function Definition
+tr_optimize_max_loop36.4 Functions and Variables for Function Definition
+tr_semicompile36.4 Functions and Variables for Function Definition
+tr_state_vars36.4 Functions and Variables for Function Definition
+tr_warn_bad_function_calls36.4 Functions and Variables for Function Definition
+tr_warn_fexpr36.4 Functions and Variables for Function Definition
+tr_warn_meval36.4 Functions and Variables for Function Definition
+tr_warn_mode36.4 Functions and Variables for Function Definition
+tr_warn_undeclared36.4 Functions and Variables for Function Definition
+tr_warn_undefined_variable36.4 Functions and Variables for Function Definition
+tr_warnings_get36.4 Functions and Variables for Function Definition
 trace38.3 Functions and Variables for Debugging
 trace38.3 Functions and Variables for Debugging
-trace_options38.3 Functions and Variables for Debugging
+trace38.3 Functions and Variables for Debugging
 trace_options38.3 Functions and Variables for Debugging
-tracematrix74.4 Package functs
-tranform_sample45.2 Functions and Variables for data manipulation
-transcompile36.4 Functions and Variables for Function Definition
-transform48.2.3 Graphics options
+trace_options38.3 Functions and Variables for Debugging
+tracematrix74.4 Package functs
+tranform_sample45.2 Functions and Variables for data manipulation
+transcompile36.4 Functions and Variables for Function Definition
+transform48.2.3 Graphics options
 transform_xy12.4 Plotting Options
-translate36.4 Functions and Variables for Function Definition
 translate36.4 Functions and Variables for Function Definition
 translate36.4 Functions and Variables for Function Definition
-translate_file36.4 Functions and Variables for Function Definition
+translate36.4 Functions and Variables for Function Definition
 translate_file36.4 Functions and Variables for Function Definition
-transparent48.2.3 Graphics options
-transpose23.2 Functions and Variables for Matrices and Linear Algebra
-transrun36.4 Functions and Variables for Function Definition
-tree_reduce35.2 Functions and Variables for Sets
+translate_file36.4 Functions and Variables for Function Definition
+transparent48.2.3 Graphics options
+transpose23.2 Functions and Variables for Matrices and Linear Algebra
+transrun36.4 Functions and Variables for Function Definition
 tree_reduce35.2 Functions and Variables for Sets
-treefale54.2 Definitions for IFS fractals
-treillis30.2.4 Partitions
-treinat30.2.4 Partitions
-triangle48.2.4 Graphics objects
-triangularize23.2 Functions and Variables for Matrices and Linear Algebra
+tree_reduce35.2 Functions and Variables for Sets
+treefale54.2 Definitions for IFS fractals
+treillis30.2.4 Partitions
+treinat30.2.4 Partitions
+triangle48.2.4 Graphics objects
+triangularize23.2 Functions and Variables for Matrices and Linear Algebra
 trigexpand10.5.2 Functions and Variables for Trigonometric
 trigexpandplus10.5.2 Functions and Variables for Trigonometric
 trigexpandtimes10.5.2 Functions and Variables for Trigonometric
@@ -413,17 +413,17 @@
 trigreduce10.5.2 Functions and Variables for Trigonometric
 trigsign10.5.2 Functions and Variables for Trigonometric
 trigsimp10.5.2 Functions and Variables for Trigonometric
-trivial_solutions81.3 General global variables
+trivial_solutions81.3 General global variables
 true5.3.1 Functions and Variables for Constants
-trunc28.3 Functions and Variables for Series
-truncated_cube_graph56.2.1 Building graphs
-truncated_dodecahedron_graph56.2.1 Building graphs
-truncated_icosahedron_graph56.2.1 Building graphs
-truncated_tetrahedron_graph56.2.1 Building graphs
+trunc28.3 Functions and Variables for Series
+truncated_cube_graph56.2.1 Building graphs
+truncated_dodecahedron_graph56.2.1 Building graphs
+truncated_icosahedron_graph56.2.1 Building graphs
+truncated_tetrahedron_graph56.2.1 Building graphs
 ttyoff4.3 Functions and Variables for Display
-tube48.2.4 Graphics objects
-tube_extremes48.2.3 Graphics options
-tutte_graph56.2.1 Building graphs
+tube48.2.4 Graphics objects
+tube_extremes48.2.3 Graphics options
+tutte_graph56.2.1 Building graphs
  

 
 
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-  This document was generated by Robert on August, 12 2012 using texi2html 1.76.
+  This document was generated by Robert on December, 10 2012 using texi2html 1.76.
  
  

 
diff -Nru maxima-5.28.0/doc/info/maxima_97.html maxima-5.29.1/doc/info/maxima_97.html
--- maxima-5.28.0/doc/info/maxima_97.html	2012-08-12 21:24:40.000000000 +0000
+++ maxima-5.29.1/doc/info/maxima_97.html	2012-12-10 20:35:58.000000000 +0000
@@ -1,6 +1,6 @@
 
 
-
+
 
 
-Maxima 5.28.0 Manual: A. Function and Variable Index: U -- W
+Maxima 5.29.1 Manual: A. Function and Variable Index: U -- W
 
-
-
+
+
 
 
 
@@ -265,111 +265,111 @@
 Index Entry Section
  

 U
-ueivects23.2 Functions and Variables for Matrices and Linear Algebra
-ufg26.2.9 Variables used by ctensor
-uforget80.2 Functions and Variables for Units
-ug26.2.9 Variables used by ctensor
-ultraspherical70.2 Functions and Variables for orthogonal polynomials
+ueivects23.2 Functions and Variables for Matrices and Linear Algebra
+ufg26.2.9 Variables used by ctensor
+uforget80.2 Functions and Variables for Units
+ug26.2.9 Variables used by ctensor
+ultraspherical70.2 Functions and Variables for orthogonal polynomials
 und5.3.1 Functions and Variables for Constants
-underlying_graph56.2.1 Building graphs
-undiff25.2.3 Indicial tensor calculus
-union35.2 Functions and Variables for Sets
+underlying_graph56.2.1 Building graphs
+undiff25.2.3 Indicial tensor calculus
+union35.2 Functions and Variables for Sets
 unique5.4.2 Functions and Variables for Lists
-unit_step70.2 Functions and Variables for orthogonal polynomials
-unit_vectors48.2.3 Graphics options
-uniteigenvectors23.2 Functions and Variables for Matrices and Linear Algebra
-unitp51.3 Functions and Variables for ezunits
-units51.3 Functions and Variables for ezunits
-unitvector23.2 Functions and Variables for Matrices and Linear Algebra
+unit_step70.2 Functions and Variables for orthogonal polynomials
+unit_vectors48.2.3 Graphics options
+uniteigenvectors23.2 Functions and Variables for Matrices and Linear Algebra
+unitp51.3 Functions and Variables for ezunits
+units51.3 Functions and Variables for ezunits
+unitvector23.2 Functions and Variables for Matrices and Linear Algebra
 unknown11.4 Functions and Variables for Predicates
-unless37.4 Functions and Variables for Program Flow
+unless37.4 Functions and Variables for Program Flow
 unorder6.5 Functions and Variables for Expressions
-unsum28.3 Functions and Variables for Series
+unsum28.3 Functions and Variables for Series
 untellrat14.2 Functions and Variables for Polynomials
-untimer38.3 Functions and Variables for Debugging
 untimer38.3 Functions and Variables for Debugging
-untrace38.3 Functions and Variables for Debugging
+untimer38.3 Functions and Variables for Debugging
 untrace38.3 Functions and Variables for Debugging
-uppercasep78.3 Functions and Variables for characters
-uric26.2.9 Variables used by ctensor
-uricci26.2.2 The tensors of curved space
-uriem26.2.9 Variables used by ctensor
-uriemann26.2.2 The tensors of curved space
+untrace38.3 Functions and Variables for Debugging
+uppercasep78.3 Functions and Variables for characters
+uric26.2.9 Variables used by ctensor
+uricci26.2.2 The tensors of curved space
+uriem26.2.9 Variables used by ctensor
+uriemann26.2.2 The tensors of curved space
 use_fast_arrays5.5.1 Functions and Variables for Arrays
-user_preamble48.2.3 Graphics options
-usersetunits80.2 Functions and Variables for Units
-uvect23.2 Functions and Variables for Matrices and Linear Algebra
+user_preamble48.2.3 Graphics options
+usersetunits80.2 Functions and Variables for Units
+uvect23.2 Functions and Variables for Matrices and Linear Algebra
  

 V
 values4.2 Functions and Variables for Command Line
-vandermonde_matrix63.2 Functions and Variables for linearalgebra
-var45.3 Functions and Variables for descriptive statistics
+vandermonde_matrix63.2 Functions and Variables for linearalgebra
 var45.3 Functions and Variables for descriptive statistics
-var145.3 Functions and Variables for descriptive statistics
+var45.3 Functions and Variables for descriptive statistics
 var145.3 Functions and Variables for descriptive statistics
-var_bernoulli47.3 Functions and Variables for discrete distributions
-var_beta47.2 Functions and Variables for continuous distributions
-var_binomial47.3 Functions and Variables for discrete distributions
-var_chi247.2 Functions and Variables for continuous distributions
-var_continuous_uniform47.2 Functions and Variables for continuous distributions
-var_discrete_uniform47.3 Functions and Variables for discrete distributions
-var_exp47.2 Functions and Variables for continuous distributions
-var_f47.2 Functions and Variables for continuous distributions
-var_gamma47.2 Functions and Variables for continuous distributions
-var_general_finite_discrete47.3 Functions and Variables for discrete distributions
-var_geometric47.3 Functions and Variables for discrete distributions
-var_gumbel47.2 Functions and Variables for continuous distributions
-var_hypergeometric47.3 Functions and Variables for discrete distributions
-var_laplace47.2 Functions and Variables for continuous distributions
-var_logistic47.2 Functions and Variables for continuous distributions
-var_lognormal47.2 Functions and Variables for continuous distributions
-var_negative_binomial47.3 Functions and Variables for discrete distributions
-var_noncentral_chi247.2 Functions and Variables for continuous distributions
-var_noncentral_student_t47.2 Functions and Variables for continuous distributions
-var_normal47.2 Functions and Variables for continuous distributions
-var_pareto47.2 Functions and Variables for continuous distributions
-var_poisson47.3 Functions and Variables for discrete distributions
-var_rayleigh47.2 Functions and Variables for continuous distributions
-var_student_t47.2 Functions and Variables for continuous distributions
-var_weibull47.2 Functions and Variables for continuous distributions
-vect_cross23.2 Functions and Variables for Matrices and Linear Algebra
-vector48.2.4 Graphics objects
+var145.3 Functions and Variables for descriptive statistics
+var_bernoulli47.3 Functions and Variables for discrete distributions
+var_beta47.2 Functions and Variables for continuous distributions
+var_binomial47.3 Functions and Variables for discrete distributions
+var_chi247.2 Functions and Variables for continuous distributions
+var_continuous_uniform47.2 Functions and Variables for continuous distributions
+var_discrete_uniform47.3 Functions and Variables for discrete distributions
+var_exp47.2 Functions and Variables for continuous distributions
+var_f47.2 Functions and Variables for continuous distributions
+var_gamma47.2 Functions and Variables for continuous distributions
+var_general_finite_discrete47.3 Functions and Variables for discrete distributions
+var_geometric47.3 Functions and Variables for discrete distributions
+var_gumbel47.2 Functions and Variables for continuous distributions
+var_hypergeometric47.3 Functions and Variables for discrete distributions
+var_laplace47.2 Functions and Variables for continuous distributions
+var_logistic47.2 Functions and Variables for continuous distributions
+var_lognormal47.2 Functions and Variables for continuous distributions
+var_negative_binomial47.3 Functions and Variables for discrete distributions
+var_noncentral_chi247.2 Functions and Variables for continuous distributions
+var_noncentral_student_t47.2 Functions and Variables for continuous distributions
+var_normal47.2 Functions and Variables for continuous distributions
+var_pareto47.2 Functions and Variables for continuous distributions
+var_poisson47.3 Functions and Variables for discrete distributions
+var_rayleigh47.2 Functions and Variables for continuous distributions
+var_student_t47.2 Functions and Variables for continuous distributions
+var_weibull47.2 Functions and Variables for continuous distributions
+vect_cross23.2 Functions and Variables for Matrices and Linear Algebra
 vector48.2.4 Graphics objects
-vectorpotential23.2 Functions and Variables for Matrices and Linear Algebra
-vectorsimp23.2 Functions and Variables for Matrices and Linear Algebra
+vector48.2.4 Graphics objects
+vectorpotential23.2 Functions and Variables for Matrices and Linear Algebra
+vectorsimp23.2 Functions and Variables for Matrices and Linear Algebra
 verbify6.5 Functions and Variables for Expressions
-verbose28.3 Functions and Variables for Series
-vers74.4 Package functs
-vertex_color56.2.5 Visualization
-vertex_coloring56.2.2 Graph properties
-vertex_connectivity56.2.2 Graph properties
-vertex_degree56.2.2 Graph properties
-vertex_distance56.2.2 Graph properties
-vertex_eccentricity56.2.2 Graph properties
-vertex_in_degree56.2.2 Graph properties
-vertex_out_degree56.2.2 Graph properties
-vertex_partition56.2.5 Visualization
-vertex_size56.2.5 Visualization
-vertex_type56.2.5 Visualization
-vertices56.2.2 Graph properties
-vertices_to_cycle56.2.5 Visualization
-vertices_to_path56.2.5 Visualization
-view48.2.3 Graphics options
+verbose28.3 Functions and Variables for Series
+vers74.4 Package functs
+vertex_color56.2.5 Visualization
+vertex_coloring56.2.2 Graph properties
+vertex_connectivity56.2.2 Graph properties
+vertex_degree56.2.2 Graph properties
+vertex_distance56.2.2 Graph properties
+vertex_eccentricity56.2.2 Graph properties
+vertex_in_degree56.2.2 Graph properties
+vertex_out_degree56.2.2 Graph properties
+vertex_partition56.2.5 Visualization
+vertex_size56.2.5 Visualization
+vertex_type56.2.5 Visualization
+vertices56.2.2 Graph properties
+vertices_to_cycle56.2.5 Visualization
+vertices_to_path56.2.5 Visualization
+view48.2.3 Graphics options
  

 W
-warnings81.3 General global variables
-weyl26.2.2 The tensors of curved space
-wheel_graph56.2.1 Building graphs
-while37.4 Functions and Variables for Program Flow
-wiener_index56.2.2 Graph properties
-wired_surface48.2.3 Graphics options
+warnings81.3 General global variables
+weyl26.2.2 The tensors of curved space
+wheel_graph56.2.1 Building graphs
+while37.4 Functions and Variables for Program Flow
+wiener_index56.2.2 Graph properties
+wired_surface48.2.3 Graphics options
 with_stdout13.3 Functions and Variables for File Input and Output
 with_stdout13.3 Functions and Variables for File Input and Output
-write_binary_data68.3 Functions and Variables for binary input and output
-write_data68.2 Functions and Variables for plain-text input and output
+write_binary_data68.3 Functions and Variables for binary input and output
 write_data68.2 Functions and Variables for plain-text input and output
+write_data68.2 Functions and Variables for plain-text input and output
 writefile13.3 Functions and Variables for File Input and Output
-wronskian74.4 Package functs
+wronskian74.4 Package functs
  

 
 
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-  This document was generated by Robert on August, 12 2012 using texi2html 1.76.
+  This document was generated by Robert on December, 10 2012 using texi2html 1.76.
  
  

 
diff -Nru maxima-5.28.0/doc/info/maxima_98.html maxima-5.29.1/doc/info/maxima_98.html
--- maxima-5.28.0/doc/info/maxima_98.html	2012-08-12 21:24:40.000000000 +0000
+++ maxima-5.29.1/doc/info/maxima_98.html	2012-12-10 20:35:58.000000000 +0000
@@ -1,6 +1,6 @@
 
 
-
+
 
 
-Maxima 5.28.0 Manual: A. Function and Variable Index: X -- Z
+Maxima 5.29.1 Manual: A. Function and Variable Index: X -- Z
 
-
-
+
+
 
 
 
@@ -266,85 +266,85 @@
  

 X
 x12.4 Plotting Options
-x_voxel48.2.3 Graphics options
-xaxis48.2.3 Graphics options
-xaxis_color48.2.3 Graphics options
-xaxis_secondary48.2.3 Graphics options
-xaxis_type48.2.3 Graphics options
-xaxis_width48.2.3 Graphics options
+x_voxel48.2.3 Graphics options
+xaxis48.2.3 Graphics options
+xaxis_color48.2.3 Graphics options
+xaxis_secondary48.2.3 Graphics options
+xaxis_type48.2.3 Graphics options
+xaxis_width48.2.3 Graphics options
 xlabel12.4 Plotting Options
-xlabel48.2.3 Graphics options
-xrange48.2.3 Graphics options
-xrange_secondary48.2.3 Graphics options
-xreduce35.2 Functions and Variables for Sets
+xlabel48.2.3 Graphics options
+xrange48.2.3 Graphics options
+xrange_secondary48.2.3 Graphics options
 xreduce35.2 Functions and Variables for Sets
+xreduce35.2 Functions and Variables for Sets
 xthru9.1 Functions and Variables for Simplification
-xtics48.2.3 Graphics options
-xtics_axis48.2.3 Graphics options
-xtics_rotate48.2.3 Graphics options
-xtics_rotate_secondary48.2.3 Graphics options
-xtics_secondary48.2.3 Graphics options
-xtics_secondary_axis48.2.3 Graphics options
-xu_grid48.2.3 Graphics options
-xy_file48.2.3 Graphics options
-xyplane48.2.3 Graphics options
+xtics48.2.3 Graphics options
+xtics_axis48.2.3 Graphics options
+xtics_rotate48.2.3 Graphics options
+xtics_rotate_secondary48.2.3 Graphics options
+xtics_secondary48.2.3 Graphics options
+xtics_secondary_axis48.2.3 Graphics options
+xu_grid48.2.3 Graphics options
+xy_file48.2.3 Graphics options
+xyplane48.2.3 Graphics options
  

 Y
 y12.4 Plotting Options
-y_voxel48.2.3 Graphics options
-yaxis48.2.3 Graphics options
-yaxis_color48.2.3 Graphics options
-yaxis_secondary48.2.3 Graphics options
-yaxis_type48.2.3 Graphics options
-yaxis_width48.2.3 Graphics options
+y_voxel48.2.3 Graphics options
+yaxis48.2.3 Graphics options
+yaxis_color48.2.3 Graphics options
+yaxis_secondary48.2.3 Graphics options
+yaxis_type48.2.3 Graphics options
+yaxis_width48.2.3 Graphics options
 ylabel12.4 Plotting Options
-ylabel48.2.3 Graphics options
-yrange48.2.3 Graphics options
-yrange_secondary48.2.3 Graphics options
-ytics48.2.3 Graphics options
-ytics_axis48.2.3 Graphics options
-ytics_rotate48.2.3 Graphics options
-ytics_rotate_secondary48.2.3 Graphics options
-ytics_secondary48.2.3 Graphics options
-ytics_secondary_axis48.2.3 Graphics options
-yv_grid48.2.3 Graphics options
+ylabel48.2.3 Graphics options
+yrange48.2.3 Graphics options
+yrange_secondary48.2.3 Graphics options
+ytics48.2.3 Graphics options
+ytics_axis48.2.3 Graphics options
+ytics_rotate48.2.3 Graphics options
+ytics_rotate_secondary48.2.3 Graphics options
+ytics_secondary48.2.3 Graphics options
+ytics_secondary_axis48.2.3 Graphics options
+yv_grid48.2.3 Graphics options
  

 Z
 z12.4 Plotting Options
-z_voxel48.2.3 Graphics options
-zaxis48.2.3 Graphics options
-zaxis_color48.2.3 Graphics options
-zaxis_type48.2.3 Graphics options
-zaxis_width48.2.3 Graphics options
-Zeilberger81.2 Functions and Variables for zeilberger
+z_voxel48.2.3 Graphics options
+zaxis48.2.3 Graphics options
+zaxis_color48.2.3 Graphics options
+zaxis_type48.2.3 Graphics options
+zaxis_width48.2.3 Graphics options
+Zeilberger81.2 Functions and Variables for zeilberger
 zeroa5.3.1 Functions and Variables for Constants
 zerob5.3.1 Functions and Variables for Constants
-zerobern29.1 Functions and Variables for Number Theory
+zerobern29.1 Functions and Variables for Number Theory
 zeroequiv11.4 Functions and Variables for Predicates
-zerofor63.2 Functions and Variables for linearalgebra
 zerofor63.2 Functions and Variables for linearalgebra
-zeromatrix23.2 Functions and Variables for Matrices and Linear Algebra
-zeromatrixp63.2 Functions and Variables for linearalgebra
-zeta29.1 Functions and Variables for Number Theory
-zeta%pi29.1 Functions and Variables for Number Theory
+zerofor63.2 Functions and Variables for linearalgebra
+zeromatrix23.2 Functions and Variables for Matrices and Linear Algebra
+zeromatrixp63.2 Functions and Variables for linearalgebra
+zeta29.1 Functions and Variables for Number Theory
+zeta%pi29.1 Functions and Variables for Number Theory
 zlabel12.4 Plotting Options
-zlabel48.2.3 Graphics options
-zlange60.2 Functions and Variables for lapack
-zn_log29.1 Functions and Variables for Number Theory
+zlabel48.2.3 Graphics options
+zlange60.2 Functions and Variables for lapack
 zn_log29.1 Functions and Variables for Number Theory
-zn_order29.1 Functions and Variables for Number Theory
+zn_log29.1 Functions and Variables for Number Theory
 zn_order29.1 Functions and Variables for Number Theory
-zn_primroot29.1 Functions and Variables for Number Theory
+zn_order29.1 Functions and Variables for Number Theory
 zn_primroot29.1 Functions and Variables for Number Theory
-zn_primroot_limit29.1 Functions and Variables for Number Theory
-zn_primroot_p29.1 Functions and Variables for Number Theory
+zn_primroot29.1 Functions and Variables for Number Theory
+zn_primroot_limit29.1 Functions and Variables for Number Theory
 zn_primroot_p29.1 Functions and Variables for Number Theory
-zn_primroot_pretest29.1 Functions and Variables for Number Theory
-zn_primroot_verbose29.1 Functions and Variables for Number Theory
-zrange48.2.3 Graphics options
-ztics48.2.3 Graphics options
-ztics_axis48.2.3 Graphics options
-ztics_rotate48.2.3 Graphics options
+zn_primroot_p29.1 Functions and Variables for Number Theory
+zn_primroot_pretest29.1 Functions and Variables for Number Theory
+zn_primroot_verbose29.1 Functions and Variables for Number Theory
+zrange48.2.3 Graphics options
+ztics48.2.3 Graphics options
+ztics_axis48.2.3 Graphics options
+ztics_rotate48.2.3 Graphics options
  

 
 
Jump to:   !
@@ -473,7 +473,7 @@
 

 

  
-  This document was generated by Robert on August, 12 2012 using texi2html 1.76.
+  This document was generated by Robert on December, 10 2012 using texi2html 1.76.
  
  

 
diff -Nru maxima-5.28.0/doc/info/maxima_99.html maxima-5.29.1/doc/info/maxima_99.html
--- maxima-5.28.0/doc/info/maxima_99.html	2012-08-12 21:24:43.000000000 +0000
+++ maxima-5.29.1/doc/info/maxima_99.html	2012-12-10 20:36:01.000000000 +0000
@@ -1,6 +1,6 @@
 
 
-
+
 
 
-Maxima 5.28.0 Manual: B. Documentation Categories
+Maxima 5.29.1 Manual: B. Documentation Categories
 
-
-
+
+
 
 
 
@@ -1611,6 +1611,8 @@
 ·
 gamma_expand
 ·
+gamma_greek
+·
 gamma_incomplete
 ·
 gamma_incomplete_generalized
@@ -7279,6 +7281,8 @@
 ·
 gamma
 ·
+gamma_greek
+·
 gamma_incomplete
 ·
 gamma_incomplete_generalized
@@ -7684,7 +7688,7 @@
 
 

  
-  This document was generated by Robert on August, 12 2012 using texi2html 1.76.
+  This document was generated by Robert on December, 10 2012 using texi2html 1.76.
  
  

 
diff -Nru maxima-5.28.0/doc/info/maxima_abt.html maxima-5.29.1/doc/info/maxima_abt.html
--- maxima-5.28.0/doc/info/maxima_abt.html	2012-08-12 21:24:43.000000000 +0000
+++ maxima-5.29.1/doc/info/maxima_abt.html	2012-12-10 20:36:01.000000000 +0000
@@ -1,6 +1,6 @@
 
 
-
+
 
 
-Maxima 5.28.0 Manual: About This Document
+Maxima 5.29.1 Manual: About This Document
 
-
-
+
+
 
 
 
@@ -150,7 +150,7 @@
 
 
About This Document

 

-  This document was generated by Robert on August, 12 2012 using texi2html 1.76.
+  This document was generated by Robert on December, 10 2012 using texi2html 1.76.
 

 

   The buttons in the navigation panels have the following meaning:
@@ -258,7 +258,7 @@
 
 

  
-  This document was generated by Robert on August, 12 2012 using texi2html 1.76.
+  This document was generated by Robert on December, 10 2012 using texi2html 1.76.
  
  

 
diff -Nru maxima-5.28.0/doc/info/maxima_fot.html maxima-5.29.1/doc/info/maxima_fot.html
--- maxima-5.28.0/doc/info/maxima_fot.html	2012-08-12 21:24:43.000000000 +0000
+++ maxima-5.29.1/doc/info/maxima_fot.html	2012-12-10 20:36:01.000000000 +0000
@@ -1,6 +1,6 @@
 
 
-
+
 
 
-Maxima 5.28.0 Manual: Footnotes
+Maxima 5.29.1 Manual: Footnotes
 
-
-
+
+
 
 
 
@@ -174,7 +174,7 @@
 
 

  
-  This document was generated by Robert on August, 12 2012 using texi2html 1.76.
+  This document was generated by Robert on December, 10 2012 using texi2html 1.76.
  
  

 
diff -Nru maxima-5.28.0/doc/info/maxima_ovr.html maxima-5.29.1/doc/info/maxima_ovr.html
--- maxima-5.28.0/doc/info/maxima_ovr.html	2012-08-12 21:24:43.000000000 +0000
+++ maxima-5.29.1/doc/info/maxima_ovr.html	2012-12-10 20:36:01.000000000 +0000
@@ -1,6 +1,6 @@
 
 
-
+
 
 
-Maxima 5.28.0 Manual: Short Table of Contents
+Maxima 5.29.1 Manual: Short Table of Contents
 
-
-
+
+
 
 
 
@@ -246,7 +246,7 @@
 
 

  
-  This document was generated by Robert on August, 12 2012 using texi2html 1.76.
+  This document was generated by Robert on December, 10 2012 using texi2html 1.76.
  
  

 
diff -Nru maxima-5.28.0/doc/info/maxima_toc.html maxima-5.29.1/doc/info/maxima_toc.html
--- maxima-5.28.0/doc/info/maxima_toc.html	2012-08-12 21:24:43.000000000 +0000
+++ maxima-5.29.1/doc/info/maxima_toc.html	2012-12-10 20:36:01.000000000 +0000
@@ -1,6 +1,6 @@
 
 
-
+
 
 
-Maxima 5.28.0 Manual: Table of Contents
+Maxima 5.29.1 Manual: Table of Contents
 
-
-
+
+
 
 
 
@@ -762,7 +762,7 @@
 
 

  
-  This document was generated by Robert on August, 12 2012 using texi2html 1.76.
+  This document was generated by Robert on December, 10 2012 using texi2html 1.76.
  
  

 
diff -Nru maxima-5.28.0/doc/info/orthopoly.texi maxima-5.29.1/doc/info/orthopoly.texi
--- maxima-5.28.0/doc/info/orthopoly.texi	2011-08-21 19:26:01.000000000 +0000
+++ maxima-5.29.1/doc/info/orthopoly.texi	2012-12-04 05:54:49.000000000 +0000
@@ -824,10 +824,10 @@
 @c ===end===
 @example
 (%i1) orthopoly_recur (legendre_p, [n, x]);
-                (2 n - 1) P     (x) x + (1 - n) P     (x)
-                           n - 1                 n - 2
-(%o1)   P (x) = -----------------------------------------
-         n                          n
+                    (2 n + 1) P (x) x - n P     (x)
+                               n           n - 1
+(%o1)   P     (x) = -------------------------------
+         n + 1                   n + 1
 @end example
 
 The second argument to @code{orthopoly_recur} must be a list with the 
diff -Nru maxima-5.28.0/doc/info/pt/Makefile.in maxima-5.29.1/doc/info/pt/Makefile.in
--- maxima-5.28.0/doc/info/pt/Makefile.in	2012-08-12 21:21:55.000000000 +0000
+++ maxima-5.29.1/doc/info/pt/Makefile.in	2012-12-10 20:34:29.000000000 +0000
@@ -199,6 +199,7 @@
 target_alias = @target_alias@
 top_builddir = @top_builddir@
 top_srcdir = @top_srcdir@
+win32 = @win32@
 MAKEINFOFLAGS = --enable-encoding
 lang = pt
 langsdir = /pt
@@ -736,9 +737,8 @@
 maxima.chm: maxima.html maxima.hhp contents.hhc index.hhk
 	$(MKDIR_P) chm
 	$(MKDIR_P) chm/figures
-	cp *.html chm
-	for hfile in chm/*.html ; do \
-	  sed -i -e 's|../figures|figures|g' $$hfile; \
+	for hfile in *.html ; do \
+	  sed -e 's|../figures|figures|g' < $$hfile > chm/$$hfile; \
 	done
 	cp maxima.hhp contents.hhc index.hhk chm
 	cp ../figures/*.gif chm/figures
diff -Nru maxima-5.28.0/doc/info/pt/maxima.html maxima-5.29.1/doc/info/pt/maxima.html
--- maxima-5.28.0/doc/info/pt/maxima.html	2011-12-10 23:13:17.000000000 +0000
+++ maxima-5.29.1/doc/info/pt/maxima.html	2012-12-03 15:40:47.000000000 +0000
@@ -1,6 +1,6 @@
 
 
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+
  | " rightarrow " texsym)
 (defprop | WHERE | "` bold where`" texsym)
  
-(defun tex-mlable (x l r)
+(defun tex-mlabel (x l r)
   (tex (caddr x)
        (append l
 	       (if (cadr x)
diff -Nru maxima-5.28.0/share/contrib/unit/unit-functions.lisp maxima-5.29.1/share/contrib/unit/unit-functions.lisp
--- maxima-5.28.0/share/contrib/unit/unit-functions.lisp	2012-08-05 03:45:13.000000000 +0000
+++ maxima-5.29.1/share/contrib/unit/unit-functions.lisp	2012-12-04 05:54:49.000000000 +0000
@@ -220,7 +220,6 @@
 	 (cond ((and (numberp form) (minusp form)) (list '(mminus) (- form)))
 	       ((eq t form) (if in-p t '$true))
 	       ((eq nil form) (if in-p nil '$false))
-	       ((and displayp (car (rassoc form aliaslist :test #'eq))))
 	       (t form)))
 	((atom (car form))
 	 form)
diff -Nru maxima-5.28.0/share/distrib/distrib.mac maxima-5.29.1/share/distrib/distrib.mac
--- maxima-5.28.0/share/distrib/distrib.mac	2012-04-29 20:56:49.000000000 +0000
+++ maxima-5.29.1/share/distrib/distrib.mac	2012-12-04 05:54:49.000000000 +0000
@@ -108,7 +108,7 @@
 control3(a,b):=
    if member(sign(a), ['nz,'neg,'zero]) or sign(b) = 'neg
       then -1
-      else if sign(a)='pos and member(sign(b), ['pos, 'zero])
+      else if sign(a)='pos and member(sign(b), ['pos, 'zero, 'pz])
               then 1
               else 0 $
 
@@ -144,6 +144,18 @@
               then -1
               else 0  $
 
+/* If 0 1) do(
       m: floor(0.5*(a+b)),
-      if beta_incomplete_regularized(n,m,p) < q
+      if beta_incomplete_regularized(n,m+1,p) < q
          then a: m
          else b: m ),
-   b-1 )$
+   b )$
 
-mean_negative_binomial(n,p):=block([cp:controlip(n,p)],
+mean_negative_binomial(n,p):=block([cp:controlposp(n,p)],
    if cp=-1 then error("Illegal parameter"),
    if cp=0 then return(funmake('mean_negative_binomial,[n,p])),
    n*(1-p)/p )$
 
-var_negative_binomial(n,p):=block([cp:controlip(n,p)],
+var_negative_binomial(n,p):=block([cp:controlposp(n,p)],
    if cp=-1 then error("Illegal parameter"),
    if cp=0 then return(funmake('var_negative_binomial,[n,p])),
    n*(1-p)/p^2 )$
 
-std_negative_binomial(n,p):=block([cp:controlip(n,p)],
+std_negative_binomial(n,p):=block([cp:controlposp(n,p)],
    if cp=-1 then error("Illegal parameter"),
    if cp=0 then return(funmake('std_negative_binomial,[n,p])),
    sqrt(n*(1-p))/p )$
 
-skewness_negative_binomial(n,p):=block([cp:controlip(n,p)],
+skewness_negative_binomial(n,p):=block([cp:controlposp(n,p)],
    if cp=-1 then error("Illegal parameter"),
    if cp=0 then return(funmake('skewness_negative_binomial,[n,p])),
    (2-p)/sqrt(n*(1-p)) )$
 
-kurtosis_negative_binomial(n,p):=block([cp:controlip(n,p)],
+kurtosis_negative_binomial(n,p):=block([cp:controlposp(n,p)],
    if cp=-1 then error("Illegal parameter"),
    if cp=0 then return(funmake('kurtosis_negative_binomial,[n,p])),
    (p*p+6-6*p)/(n*(1-p)) )$
 
-random_negative_binomial(n,p,[num]):=block([cp:controlip(n,p),cn,no,fp],
+random_negative_binomial(n,p,[num]):=block([cp:controlposp(n,p),cn,no,fp,fn],
    if length(num) = 0 then no: 0 else no: num[1],
    cn: controlib(no),
    if cp=-1 or cn=-1 then error("Illegal parameter"),
    if cp=0 or cn=0 then return(funmake('random_negative_binomial,append([n,p],num))),
    fp: float(p),
-   if integerp(n) and numberp(fp)
-      then return(?rndnegbinom(float(n),fp,no)),
+   fn: float(n),
+   if numberp(fn) and numberp(fp)
+      then return(?rndnegbinom(fn,fp,no)),
    funmake('random_negative_binomial,append([n,p],num)) )$
 
 
diff -Nru maxima-5.28.0/share/distrib/rtest_distrib.mac maxima-5.29.1/share/distrib/rtest_distrib.mac
--- maxima-5.28.0/share/distrib/rtest_distrib.mac	2012-04-29 20:56:49.000000000 +0000
+++ maxima-5.29.1/share/distrib/rtest_distrib.mac	2012-12-04 05:54:49.000000000 +0000
@@ -348,7 +348,7 @@
 9;
 
 quantile_negative_binomial(7/1000,2,1/17);
-0;
+1;
 
 random_negative_binomial(6,3/5,3);
 [5,8,9];
diff -Nru maxima-5.28.0/share/draw/draw.lisp maxima-5.29.1/share/draw/draw.lisp
--- maxima-5.28.0/share/draw/draw.lisp	2012-06-15 05:21:34.000000000 +0000
+++ maxima-5.29.1/share/draw/draw.lisp	2012-12-04 05:54:49.000000000 +0000
@@ -3001,7 +3001,7 @@
         datapath    ; path to data.gnuplot
         (ncols 1)
         nrows width height ; multiplot parameters
-        isanimatedgif is1stobj biglist grouplist largs)
+        isanimatedgif ismultipage is1stobj biglist grouplist largs)
 
     (setf largs (listify-arguments))
     (dolist (x largs)
@@ -3033,6 +3033,10 @@
               (merror "draw: item ~M is not recognized" x)))   )
     (setf isanimatedgif
           (equal (get-option '$terminal) '$animated_gif))
+    (setf ismultipage
+          (member (get-option '$terminal)
+                  '($multipage_pdf $multipage_pdfcairo $multipage_eps $multipage_eps_color)))
+
     (setf
        gfn (plot-temp-file (get-option '$gnuplot_file_name))
        dfn (plot-temp-file (get-option '$data_file_name)))
@@ -3065,22 +3069,32 @@
                            (round (first (get-option '$dimensions)))
                            (round (second (get-option '$dimensions)))
                            (get-option '$file_name) ) )
-        ($eps (format cmdstorage "set terminal postscript eps enhanced ~a size ~acm, ~acm~%set out '~a.eps'"
+        (($eps $multipage_eps) (format cmdstorage "set terminal postscript eps enhanced ~a size ~acm, ~acm~%set out '~a.eps'"
+                           (write-font-type)
+                           (/ (first (get-option '$dimensions)) 100.0)
+                           (/ (second (get-option '$dimensions)) 100.0)
+                           (get-option '$file_name)))
+        (($eps_color $multipage_eps_color) (format cmdstorage "set terminal postscript eps enhanced ~a color size ~acm, ~acm~%set out '~a.eps'"
                            (write-font-type)
                            (/ (first (get-option '$dimensions)) 100.0)
                            (/ (second (get-option '$dimensions)) 100.0)
                            (get-option '$file_name)))
-        ($eps_color (format cmdstorage "set terminal postscript eps enhanced ~a color size ~acm, ~acm~%set out '~a.eps'"
+        ($epslatex (format cmdstorage "set terminal epslatex ~a color size ~acm, ~acm~%set out '~a.tex'"
                            (write-font-type)
                            (/ (first (get-option '$dimensions)) 100.0)
                            (/ (second (get-option '$dimensions)) 100.0)
                            (get-option '$file_name)))
-        ($pdf (format cmdstorage "set terminal pdf enhanced ~a color size ~acm, ~acm~%set out '~a.pdf'"
+        ($epslatex_standalone (format cmdstorage "set terminal epslatex standalone ~a color size ~acm, ~acm~%set out '~a.tex'"
                            (write-font-type)
                            (/ (first (get-option '$dimensions)) 100.0)
                            (/ (second (get-option '$dimensions)) 100.0)
                            (get-option '$file_name)))
-        ($pdfcairo (format cmdstorage "set terminal pdfcairo enhanced ~a color size ~acm, ~acm~%set out '~a.pdf'"
+        (($pdf $multipage_pdf) (format cmdstorage "set terminal pdf enhanced ~a color size ~acm, ~acm~%set out '~a.pdf'"
+                           (write-font-type)
+                           (/ (first (get-option '$dimensions)) 100.0)
+                           (/ (second (get-option '$dimensions)) 100.0)
+                           (get-option '$file_name)))
+        (($pdfcairo $multipage_pdfcairo) (format cmdstorage "set terminal pdfcairo enhanced ~a color size ~acm, ~acm~%set out '~a.pdf'"
                            (write-font-type)
                            (/ (first (get-option '$dimensions)) 100.0)
                            (/ (second (get-option '$dimensions)) 100.0)
@@ -3116,6 +3130,11 @@
                            (write-font-type)
                            (round (first (get-option '$dimensions)))
                            (round (second (get-option '$dimensions)))))
+        ($x11 (format cmdstorage "set terminal x11 enhanced ~a ~a size ~a, ~a~%"
+                           *draw-terminal-number*
+                           (write-font-type)
+                           (round (first (get-option '$dimensions)))
+                           (round (second (get-option '$dimensions)))))
         (otherwise ; default screen output
           (cond
             (*windows-OS*  ; running on windows operating system
@@ -3131,7 +3150,7 @@
                            (round (second (get-option '$dimensions))))))) ))
 
     ; compute some parameters for multiplot
-    (when (not isanimatedgif)
+    (when (and (not isanimatedgif) (not ismultipage))
       (setf ncols (get-option '$columns))
       (setf nrows (ceiling (/ (length scenes) ncols)))
       (if (> (length scenes) 1)
@@ -3151,7 +3170,7 @@
               height (/ 1.0 nrows)))
       (dolist (scn scenes)
         ; write size and origin if necessary
-        (cond (isanimatedgif
+        (cond ((or isanimatedgif ismultipage)
                 (format cmdstorage "~%set size 1.0, 1.0~%") )
               (t ; it's not an animated gif
                 (setf thisalloc (car alloc))
@@ -3250,8 +3269,10 @@
         (setf scenes-list (cons (reverse scene-short-description) scenes-list)) ))  ; end let-dolist scenes
     (close datastorage)
 
-    (cond (isanimatedgif  ; this is an animated gif
-             (format cmdstorage "~%quit~%~%")
+    (cond ((or isanimatedgif ismultipage)  ; this is an animated gif or multipage plot file
+             (if isanimatedgif
+               (format cmdstorage "~%quit~%~%")
+               (format cmdstorage "~%set term dumb~%~%") )
              (close cmdstorage)
              ($system (format nil "~a \"~a\"" 
                                   $gnuplot_command
@@ -3278,7 +3299,7 @@
              (cond
                 ; connect to gnuplot via pipes
                 ((and (not *windows-OS*)
-                      (member (get-option '$terminal) '($screen $aquaterm $wxt))
+                      (member (get-option '$terminal) '($screen $aquaterm $wxt $x11))
                       (equal $draw_renderer '$gnuplot_pipes))
                    (check-gnuplot-process)
                    (when (not *multiplot-is-active*) ; not in a one window multiplot
@@ -3288,7 +3309,7 @@
                         (format nil "load '~a'" gfn)))
                 ; call gnuplot via system command
                 (t
-                  ($system (if (member (get-option '$terminal) '($screen $aquaterm $wxt))
+                  ($system (if (member (get-option '$terminal) '($screen $aquaterm $wxt $x11))
                                    (format nil "~a ~a"
                                                $gnuplot_command
                                                (format nil $gnuplot_view_args gfn))
@@ -3367,6 +3388,16 @@
                            (/ (first (get-option '$dimensions)) 100.0)
                            (/ (second (get-option '$dimensions)) 100.0)
                            (get-option '$file_name))))
+      ($epslatex (format str "set terminal epslatex ~a color size ~acm, ~acm~%set out '~a.tex'"
+                           (write-font-type)
+                           (/ (first (get-option '$dimensions)) 100.0)
+                           (/ (second (get-option '$dimensions)) 100.0)
+                           (get-option '$file_name)))
+      ($epslatex_standalone (format str "set terminal epslatex standalone ~a color size ~acm, ~acm~%set out '~a.tex'"
+                           (write-font-type)
+                           (/ (first (get-option '$dimensions)) 100.0)
+                           (/ (second (get-option '$dimensions)) 100.0)
+                           (get-option '$file_name)))
       ($eps_color (setf str (format nil "set terminal postscript eps enhanced ~a color size ~acm, ~acm~%set out '~a.eps'"
                            (write-font-type)
                            (/ (first (get-option '$dimensions)) 100.0)
diff -Nru maxima-5.28.0/share/draw/grcommon.lisp maxima-5.29.1/share/draw/grcommon.lisp
--- maxima-5.28.0/share/draw/grcommon.lisp	2012-06-01 06:17:11.000000000 +0000
+++ maxima-5.29.1/share/draw/grcommon.lisp	2012-12-04 05:54:49.000000000 +0000
@@ -338,9 +338,11 @@
 (defvar *draw-terminal-number* "")
 
 (defun update-terminal (val)
-  (let ((terms '($screen $png $pngcairo $jpg $gif $eps $eps_color $svg
+  (let ((terms '($screen $png $pngcairo $jpg $gif $eps $eps_color 
+                 $epslatex $epslatex_standalone $svg $x11
                  $dumb $dumb_file $pdf $pdfcairo $wxt $animated_gif
-                 $aquaterm $tiff $vrml $obj $pnm)))
+                 $multipage_pdfcairo $multipage_pdf $multipage_eps 
+                 $multipage_eps_color $aquaterm $tiff $vrml $obj $pnm)))
      (cond
        ((member val terms)
           (when (and (eq val '$png) $draw_use_pngcairo)
@@ -552,8 +554,8 @@
        (let ((rv ($float (cadr val)))
              (rh ($float (caddr val))) )
          (unless
-           (and (numberp rv) (>= rv 0) (<= rv 180) )
-           (merror "draw: vertical rotation angle must be in [0, 180]"))
+           (and (numberp rv) (>= rv 0) (<= rv 360) )
+           (merror "draw: vertical rotation angle must be in [0, 360]"))
          (unless
            (and (numberp rh) (>= rh 0) (<= rh 360) )
            (merror "draw: horizontal rotation angle must be in [0, 360]"))
diff -Nru maxima-5.28.0/share/draw/vtk.lisp maxima-5.29.1/share/draw/vtk.lisp
--- maxima-5.28.0/share/draw/vtk.lisp	2012-08-11 21:09:41.000000000 +0000
+++ maxima-5.29.1/share/draw/vtk.lisp	2012-12-04 05:54:49.000000000 +0000
@@ -201,7 +201,7 @@
     (concatenate 'string
       (format nil "vtkCamera ~a~%" cn)
       (format nil "  ~a SetPosition ~a ~a ~a~%" cn x y z)
-      (format nil "  ~a SetViewUp 0 0 1~%" cn)
+      (format nil "#  ~a SetViewUp 0 0 1~%" cn)
       (format nil "  ~a SetActiveCamera ~a~%" rn cn)
       (format nil "  ~a ResetCamera~%" rn)
       str)))
@@ -811,7 +811,7 @@
 
 ;; parallelogram(origin, point1, point2)
 ;; ------------------------------------
-;; The parallelogram is defined by the origin and two points
+;; The parallelogram is defined by one vertex and the two other adjacent vertices
 
 (defun vtk3d-parallelogram (ori p1 p2)
   (let ((color (gethash '$color *gr-options*))
@@ -1480,6 +1480,30 @@
 
 
 
+;; spherical(radius,az,minazi,maxazi,zen,minzen,maxzen)
+;; ----------------------------------------------------
+(defun vtk3d-spherical (radius azi minazi maxazi zen minzen maxzen)
+  (vtk3d-parametric_surface
+    `((mtimes simp) ,radius ((%sin simp) ,zen) ((%cos simp) ,azi))
+    `((mtimes simp) ,radius ((%sin simp) ,zen) ((%sin simp) ,azi))
+    `((mtimes simp) ,radius ((%cos simp) ,zen))
+    azi minazi maxazi
+    zen minzen maxzen))
+
+
+
+;; cylindrical(r,z,minz,maxz,azi,minazi,maxazi)
+;; --------------------------------------------
+(defun vtk3d-cylindrical (r z minz maxz azi minazi maxazi)
+  (vtk3d-parametric_surface
+    `((mtimes simp) ,r ((%cos simp) ,azi))
+    `((mtimes simp) ,r ((%sin simp) ,azi))
+    z 
+    z minz maxz
+    azi minazi maxazi))
+
+
+
 ;; explicit(fcn,par1,minval1,maxval1,par2,minval2,maxval2)
 ;; -------------------------------------------------------
 (defun vtk3d-explicit (fcn par1 minval1 maxval1 par2 minval2 maxval2)
@@ -1852,6 +1876,8 @@
       (gethash '$points             *vtk3d-graphic-objects*) 'vtk3d-points
       (gethash '$parametric         *vtk3d-graphic-objects*) 'vtk3d-parametric
       (gethash '$parametric_surface *vtk3d-graphic-objects*) 'vtk3d-parametric_surface
+      (gethash '$spherical          *vtk3d-graphic-objects*) 'vtk3d-spherical
+      (gethash '$cylindrical        *vtk3d-graphic-objects*) 'vtk3d-cylindrical
       (gethash '$explicit           *vtk3d-graphic-objects*) 'vtk3d-explicit
       (gethash '$label              *vtk3d-graphic-objects*) 'vtk3d-label )
 
diff -Nru maxima-5.28.0/share/misc/disran.lisp maxima-5.29.1/share/misc/disran.lisp
--- maxima-5.28.0/share/misc/disran.lisp	2011-08-21 19:26:02.000000000 +0000
+++ maxima-5.29.1/share/misc/disran.lisp	1970-01-01 00:00:00.000000000 +0000
@@ -1,77 +0,0 @@
-; HACK TO OUTPUT MACSYMA EXPRESSIONS BY RANDOM TYPEOUT
-
-(DECLARE (SPECIAL RAN-COUNT OLDROW OLDCOL TYO-COUNT RAN-FLAG
-		  BYTE-PTR OUTARRAY $RANDISP RANARY-SIZE
-		  TTYHEIGHT BKPTHT BKPTDP OUT-SIZE RUBOUT-TTY)
-	 (FIXNUM (IDPB FIXNUM FIXNUM NOTYPE) (TYO** FIXNUM)
-		 (TYO* FIXNUM) CH RAN-COUNT TYO-COUNT
-		 OLDROW OLDCOL BYTE-PTR RANARY-SIZE BKPTHT BKPTDP
-		 TTYHEIGHT OUT-SIZE))
-
-(ARRAY RANARY FIXNUM 504. 3)
-(SETQ $RANDISP nil RANARY-SIZE 500. RAN-COUNT 0 RAN-FLAG NIL)
-
-($NOFIX '$RANDISP)  ; do it this way so it can be killed
-(DEFUN $RANDISP NIL (SETQ $RANDISP (NOT $RANDISP)))
-
-; PATCHES TO DISPLA FUNCTIONS
-
-(DEFUN PUTOUT (RESULT W) (DECLARE (FIXNUM W H CH))
-  (PROG (H)
-    (TTYINTSOFF)
-    (SETQ OLDROW (CAR (CURSORPOS)) OLDCOL 0 H (+ OLDROW BKPTHT BKPTDP))
-    (CURSORPOS* OLDROW 0)
-    (DO ((CH (COND (RUBOUT-TTY 135.)(T 138.)))) ((= H OLDROW))
-	(TYO* CH) (SETQ OLDROW (1+ OLDROW)))
-    (SETQ RAN-FLAG $RANDISP RAN-COUNT 0)			;;;
-    (DRAW RESULT (- OLDROW BKPTDP 1) W)
-    (COND ($RANDISP (SETQ RAN-FLAG NIL OLDROW BKPTHT OLDCOL 0) ;;;
-		    (FORCEOUT*))) ;;;
-    (CURSORPOS* (SETQ H (MIN (- TTYHEIGHT 2) H)) 0)
-    (FORCE-OUTPUT DISPLAY-FILE)
-    (SETCURSORPOS H 0)
-    (LISTEN)
-    (TTYINTSON)))
-
-(DEFUN CURSORPOS* (ROW COL)
-  (DECLARE (FIXNUM ROW COL))
-  (COND ((NULL RAN-FLAG)
-	 (+TYO 143. DISPLAY-FILE)
-	 (+TYO ROW DISPLAY-FILE)
-	 (+TYO COL DISPLAY-FILE)))
-  (SETQ OLDROW ROW OLDCOL COL))
-
-(DEFUN TYO* (BYTE)
-  (DECLARE (FIXNUM BYTE))
-  (COND (RAN-FLAG (TYO** BYTE))		;;
-	(T 				;;
-	 (COND ((= 8. BYTE) (SETQ OLDCOL (1- OLDCOL)))
-	       ((> 128. BYTE) (SETQ OLDCOL (1+ OLDCOL))))
-	 (+TYO BYTE DISPLAY-FILE))))
-
-; ROUTINES FOR RANDOM DISPLAY
-
-(DEFUN TYO** (BYTE)
-  (DECLARE (FIXNUM BYTE))
-  (STORE (RANARY RAN-COUNT 0) OLDROW)
-  (STORE (RANARY RAN-COUNT 1) OLDCOL)
-  (STORE (RANARY RAN-COUNT 2) BYTE)
-  (SETQ RAN-COUNT (1+ RAN-COUNT))
-  (COND ((> RAN-COUNT RANARY-SIZE)
-	 (SETQ RANARY-SIZE (+ RANARY-SIZE 100.))
-	 (*REARRAY 'RANARY 'FIXNUM RANARY-SIZE 3)))
-  (COND ((= 8. BYTE) (SETQ OLDCOL (1- OLDCOL)))
-	((= 32. BYTE) (SETQ OLDCOL (1+ OLDCOL) RAN-COUNT (1- RAN-COUNT)))
-	((> 128. BYTE) (SETQ OLDCOL (1+ OLDCOL))))
-    BYTE)
-
-(DEFUN FORCEOUT* ()
-       (DO ((I (RANDOM RAN-COUNT) (RANDOM RAN-COUNT))
-	    (COUNT 0))
-	   ((= COUNT RAN-COUNT))
-	   (COND ((< (RANARY I 0) 0))
-		 (T (CURSORPOS* (RANARY I 0) (RANARY I 1))
-		    (+TYO (RANARY I 2) DISPLAY-FILE)
-		    (STORE (RANARY I 0) -1)
-		    (SETQ COUNT (1+ COUNT))))))
-
diff -Nru maxima-5.28.0/share/misc/disran.usg maxima-5.29.1/share/misc/disran.usg
--- maxima-5.28.0/share/misc/disran.usg	2011-04-24 21:58:09.000000000 +0000
+++ maxima-5.29.1/share/misc/disran.usg	1970-01-01 00:00:00.000000000 +0000
@@ -1,7 +0,0 @@
-This file enables the display package to display MACSYMA expressions by
-putting out characters in a random order (similar to the :TTY program).
-To get the random display hack, do LOADFILE(DISRAN,FASL,DSK,SHARE).
-This should be done as the first command in MACSYMA.  RANDISP is defined
-as a NOFIX operator which just toggles the random mode of display on and
-off, so to get things started just do RANDISP;  Then to turn this display
-off, just do RANDISP; again.
diff -Nru maxima-5.28.0/share/numeric/brmbrg.lisp maxima-5.29.1/share/numeric/brmbrg.lisp
--- maxima-5.28.0/share/numeric/brmbrg.lisp	2011-08-21 19:26:02.000000000 +0000
+++ maxima-5.29.1/share/numeric/brmbrg.lisp	2012-12-04 05:54:49.000000000 +0000
@@ -14,11 +14,8 @@
   (cond (($bfloatp (setq x1 ($bfloat (meval x1)))) (cdr x1))
 	(t (displa x1) (merror "bromberg: encountered a non-bigfloat."))))
 
-(defun bqeval3 (y1 x1 z)
-  (setq z (bcons z))
-  (if x1
-      (bfmeval3 (list '($ev) y1 (list '(mequal) x1 z) '$bfloat))
-      (cdr (funcall y1 z))))
+(defun bqeval3 (f x)
+  (cdr (funcall f (bcons x))))
 
 (defun $bromberg (&rest l1) 
   (or (= (length l1) 4) (= (length l1) 3)
@@ -35,21 +32,18 @@
 	(three (intofp 3)))
     (declare (special $bfloat $float2bf))
     (setq var (= (length l1) 4)) ;var=nil ==> first arg is function name 
-    (cond (var (setq fun (if (atom (car l1)) (meval (car l1)) (car l1)) 
-		     var (cadr l1)
+    (cond (var (setq var (cadr l1)
+                     fun (coerce-bfloat-fun (car l1) `((mlist) ,var))
 		     l1 (cdr l1)))
-	  (t (setq fun (car l1))
-	     (or (get fun 'expr) (get fun 'subr) (get fun 'translated)
-		 (displa fun)
-		 (merror "bromberg: first argument doesn't appear to be a function."))))
+	  (t (setq fun (coerce-bfloat-fun (car l1)))))
     (setq a (bfmeval3 (cadr l1)) 
 	  b (bfmeval3 (caddr l1))
 	  x (fpdifference b a))
     (setf (aref tt 0)
-	  (fpscale (fptimes* x (fpplus (bqeval3 fun var b)
-				       (bqeval3 fun var a)))
+	  (fpscale (fptimes* x (fpplus (bqeval3 fun b)
+				       (bqeval3 fun a)))
 		   -1))
-    (setf (aref rr 0) (fptimes* x (bqeval3 fun var (fpscale (fpplus b a) -1))))
+    (setf (aref rr 0) (fptimes* x (bqeval3 fun (fpscale (fpplus b a) -1))))
     (do ((l 1 (1+ l))
 	 (m 4 (* m 2))
 	 (y) (z) (cerr))
@@ -61,7 +55,7 @@
       (do ((i 1 (+ i 2)))
 	  ((> i m))
 	(setf (aref rr l)
-	      (fpplus (bqeval3 fun var (fpplus (fptimes* z (intofp i)) a))
+	      (fpplus (bqeval3 fun (fpplus (fptimes* z (intofp i)) a))
 		      (aref rr l))))
       (setf (aref rr l) (fpscale (fptimes* z (aref rr l)) 1))
       (setq y zero)
diff -Nru maxima-5.28.0/share/numeric/fft-core.lisp maxima-5.29.1/share/numeric/fft-core.lisp
--- maxima-5.28.0/share/numeric/fft-core.lisp	2011-08-21 19:26:02.000000000 +0000
+++ maxima-5.29.1/share/numeric/fft-core.lisp	2012-12-04 05:54:49.000000000 +0000
@@ -206,9 +206,10 @@
 	   (dotimes (k n)
 	     (setf (aref table k) (cis (* k p))))
 	   ;; Make the half point exactly correct
-	   (setf (aref table (ash n -1))
-		 (coerce #c(0 1) #+(and cmu flonum-double-double) '(complex double-double-float)
-			 #-flonum-double-double '(complex double-float)))
+	   (when (> n 1)
+	     (setf (aref table (ash n -1))
+		   (coerce #c(0 1) #+(and cmu flonum-double-double) '(complex double-double-float)
+			   #-flonum-double-double '(complex double-float))))
 	   (setf (gethash m *sincos-tables*) table)
 	   table))))
 
diff -Nru maxima-5.28.0/share/numeric/format.lisp maxima-5.29.1/share/numeric/format.lisp
--- maxima-5.28.0/share/numeric/format.lisp	2011-08-21 19:26:02.000000000 +0000
+++ maxima-5.29.1/share/numeric/format.lisp	2012-12-04 05:54:49.000000000 +0000
@@ -5,7 +5,7 @@
 (macsyma-module format)
 
 (declare (special $floatformat $floatint $floatfrac $floatprec $floatwidth
-		  $floatoptions $aliases $stringdisp $lispdisp aliaslist))
+		  $floatoptions $aliases $stringdisp $lispdisp))
 
 (defmvar $floatformat nil)
 (defmvar $floatint 1)
@@ -58,7 +58,6 @@
 
 (defun string* (x)
   (or (and (numberp x) (number-exploden x))
-      ((lambda (u) (cond (u (string*1 (car u))))) (assqr x aliaslist))
       (string*1 x)))
 
 (declare (eval (read)))
diff -Nru maxima-5.28.0/share/numeric/rtest_fft.mac maxima-5.29.1/share/numeric/rtest_fft.mac
--- maxima-5.28.0/share/numeric/rtest_fft.mac	2011-08-21 19:26:02.000000000 +0000
+++ maxima-5.29.1/share/numeric/rtest_fft.mac	2012-12-10 20:29:29.000000000 +0000
@@ -224,5 +224,9 @@
 is (apply (max, abs (L - inverse_fft (fft (L)))) < float_approx_equal_tolerance);
 true;
 
+/* Bug 3581619 - Incorrect FFT for input of size 2 */
+is (apply (max, abs([0.5, 0.5] - fft([1, 0]))) < float_approx_equal_tolerance);
+true;
+
 reset (float_approx_equal_tolerance);
 [float_approx_equal_tolerance];
diff -Nru maxima-5.28.0/share/numericalio/encode-decode-float.lisp maxima-5.29.1/share/numericalio/encode-decode-float.lisp
--- maxima-5.28.0/share/numericalio/encode-decode-float.lisp	2012-06-15 06:26:58.000000000 +0000
+++ maxima-5.29.1/share/numericalio/encode-decode-float.lisp	2012-12-04 05:54:49.000000000 +0000
@@ -26,9 +26,11 @@
   (multiple-value-bind
     (significand exponent sign)
     (integer-decode-float x)
-    (if (typep x 'single-float)
-      (smash-decoded-float-32-into-integer significand exponent sign)
-      (smash-decoded-float-64-into-integer significand exponent sign))))
+    ;; This logic cannot be guaranteed to work -- there is no necessary
+    ;; correlation between IEEE 754 and CL floats. Oh well.
+    (if (or (typep x 'double-float) (typep x 'long-float))
+      (smash-decoded-float-64-into-integer significand exponent sign)
+      (smash-decoded-float-32-into-integer significand exponent sign))))
 
 (defun smash-decoded-float-32-into-integer (significand exponent sign)
   (if (= significand 0)
@@ -77,7 +79,7 @@
   (write-unsigned-integer (smash-float-into-integer x) (size-in-bytes x) s))
 
 (defun size-in-bytes (x)
-  (if (typep x 'single-float) 4 8)) ;; AUGHHHH!! THIS IS TERRIBLE!
+  (if (or (typep x 'double-float) (typep x 'long-float)) 8 4)) ;; AUGHHHH!! THIS IS TERRIBLE!
 
 (defun read-float-64 (s)
   (let ((x (read-unsigned-integer 8 s)))
diff -Nru maxima-5.28.0/share/orthopoly/orthopoly.lisp maxima-5.29.1/share/orthopoly/orthopoly.lisp
--- maxima-5.28.0/share/orthopoly/orthopoly.lisp	2011-08-21 19:26:02.000000000 +0000
+++ maxima-5.29.1/share/orthopoly/orthopoly.lisp	2012-12-04 05:54:49.000000000 +0000
@@ -542,12 +542,14 @@
    (dimension-sub-and-super-scripted-function "U" `(1) nil nil 2 form)
    result))
 
-;; See A & S 22.5.35, page 779.  We evaluate the legendre polynomials
-;; as jacobi_p(n,0,0,x).  Eat less exercise more.
+;; See A&S 8.2.1 page 333 and 22.5.35 page 779.  We evaluate the legendre
+;; polynomials as jacobi_p(n,0,0,x).  Eat less exercise more.
 
 (defun $legendre_p (n x)
   (cond ((use-hypergeo n x) 
-	 ($jacobi_p n 0 0 x))
+	 (if (and (integerp n) (< n 0))
+	   ($legendre_p (- (abs n) 1) x)
+	   ($jacobi_p n 0 0 x)))
 	(t `(($legendre_p simp) ,n ,x))))
 
 (putprop '$legendre_p 
@@ -581,7 +583,7 @@
 	 '((n x) 
 	   ((unk) "$first" "$legendre_p")
 	   ((mplus)
-	    ((mtimes) -1 (($kron_delta) 0 n)
+	    ((mtimes) -1 ((%kron_delta) 0 n)
 	     ((mexpt) ((mplus) -1 ((mexpt) x 2)) -1)) 
 	    ((mtimes)
 	     ((mplus)
@@ -726,7 +728,11 @@
 (defun $assoc_legendre_p (n m x)
   (let ((f) (d) (dx 0))
     (cond ((and (integerp n) (integerp m))
-	   (cond ((> (abs m) n)
+	   (cond ((< n 0)
+		  (setq f ($assoc_legendre_p (- (abs n) 1) m x))
+		  (setq d 1)
+		  (setq dx 1))
+		 ((> (abs m) n)
 		  (setq f 0)
 		  (setq d 1))
 		 ((< m 0)
@@ -997,7 +1003,7 @@
 (defun $spherical_bessel_j (n x)
   (cond ((and (eq '$zero (csign ($ratdisrep x)))
 	      (or (integerp n) ($featurep n '$integer)))
-	 `(($kron_delta) 0 ,n))
+	 `((%kron_delta) 0 ,n))
 
 	((and (use-float x) (integerp n))
 	 (let ((d 1) (xr) (xi) (z))
@@ -1260,12 +1266,14 @@
     
 ;; For recursion relations, see A & S 22.7 page 782. 
 
+;; legendre_p(n+1,x) = ((2*n+1)*legendre_p(n,x)*x-n*legendre_p(n-1,x))/(n+1)
+
 ;;  jacobi_p(n+1,a,b,x) = (((2*n+a+b+1)*(a^2-b^2) + 
 ;;    x*pochhammer(2*n+a+b,3)) * jacobi_p(n,a,b,x) - 
 ;;    2*(n+a)*(n+b)*(2*n+a+b+2)*jacobi_p(n-1,a,b,x))/(2*(n+1)*(n+a+b+1)*(2*n+a+b))
 
 ;; ultraspherical(n+1,a,x) = (2*(n+a)*x * ultraspherical(n,a,x) - 
-;;    (n+2*a+1)*ultraspherical(n-1,a,x))/(n+1)
+;;    (n+2*a-1)*ultraspherical(n-1,a,x))/(n+1)
 
 ;; chebyshev_t(n+1,x) = 2*x*chebyshev_t(n,x) -chebyshev_t(n-1,x)
 
@@ -1276,7 +1284,7 @@
 ;; gen_laguerre(n+1,a,x) = (((2*n+a+1) - x)*gen_laguerre(n,a,x)  
 ;;  -(n+a)*gen_laguerre(n-1,a,x))/(n+1)
 
-;; hermite(n+1,x) = 2*x*hermite(n,x) +2*n*hermite(n-1,x)
+;; hermite(n+1,x) = 2*x*hermite(n,x) -2*n*hermite(n-1,x)
 
 ;; See G & R 8.733.2; A & S 22.7.11 might be wrong -- or maybe I need
 ;; reading glasses.
@@ -1350,16 +1358,16 @@
 	 (let* ((n (nth 1 arg))
 	       (x (nth 2 arg))
 	       (z (if (eq fn '$legendre_q) 
-		      `((mtimes) -1 (($kron_delta) ,n 1)) 0))) 
+		      `((mtimes) -1 ((%kron_delta) ,n 0)) 0))) 
 	   (simplify
-	     `((mequal) ((,fn) ,n ,x)
+	     `((mequal) ((,fn) ((mplus) 1 ,n) ,x)
 	       ((mplus)
-		((mtimes) ((mexpt) ,n -1)
+		((mtimes) ((mexpt) ((mplus) 1 ,n) -1)
 		 ((mplus)
-		  ((mtimes) ((mplus) 1 ((mtimes) -1 ,n))
-		   ((,fn) ((mplus) -2 ,n) ,x))
-		  ((mtimes) ((mplus) -1 ((mtimes) 2 ,n))
-		   ((,fn) ((mplus) -1 ,n) ,x) ,x)))
+		  ((mtimes) ((mtimes) -1 ,n)
+		   ((,fn) ((mplus) -1 ,n) ,x))
+		  ((mtimes) ((mplus) 1 ((mtimes) 2 ,n))
+		   ((,fn) ,n ,x) ,x)))
 		,z)))))
 
 	((member fn '($assoc_legendre_p $assoc_legendre_q) :test 'eq)
@@ -1429,7 +1437,7 @@
 	 
 	(t (merror "A recursion relation for ~:M isn't known to Maxima" fn))))
     
-;; See A & S Table 2.2, page 774.
+;; See A & S Table 22.2, page 774.
 
 (defun $orthopoly_weight (fn arg)
   (if (not ($listp arg)) 
@@ -1484,6 +1492,13 @@
 	 (check-arg-length fn 2 (- (length arg) 1))
 	 `((mlist) 1 -1 1))
 
+	; This is for a fixed order.  There is also an orthogonality
+	; condition for fixed degree with weight function 1/(1-x^2).
+	; See A & S 8.14.11 and 8.14.12.
+	((eq fn '$assoc_legendre_p)
+	 (check-arg-length fn 3 (- (length arg) 1))
+	 `((mlist) 1 -1 1))
+
 	((eq fn '$laguerre)
 	 (check-arg-length fn 2 (- (length arg) 1))
 	 (let ((x (nth 2 arg)))
@@ -1506,7 +1521,7 @@
 	    `((mlist) ((mexpt) $%e ((mtimes) -1 ((mexpt) ,x 2)))
 	      ((mtimes ) -1 $inf) $inf))))
 
-	(t (merror "a weight for ~:m isn't known to maxima" fn))))
+	(t (merror "A weight for ~:M isn't known to Maxima" fn))))
     
 
     
diff -Nru maxima-5.28.0/share/orthopoly/test_orthopoly.mac maxima-5.29.1/share/orthopoly/test_orthopoly.mac
--- maxima-5.28.0/share/orthopoly/test_orthopoly.mac	2011-08-21 19:26:02.000000000 +0000
+++ maxima-5.29.1/share/orthopoly/test_orthopoly.mac	2012-12-04 05:54:49.000000000 +0000
@@ -1524,11 +1524,45 @@
 check_zero_list([foo])$
 
 
+/*---------------------------------------*/
 
+orthopoly_returns_intervals : false$
 
+test_name : "legendre_p negative degree--symbolic argument"$
+foo1 : makelist (legendre_p (-k, u), k, 1, 8);
+foo2 : makelist (legendre_p (k - 1, u), k, 1, 8);
+check_zero_list(foo1 - foo2)$
+
+test_name : "legendre_p negative degree--rational argument"$
+foo1 : makelist (legendre_p (-k, 11/7), k, 1, 8);
+foo2 : makelist (legendre_p (k - 1, 11/7), k, 1, 8);
+check_zero_list(foo1 - foo2)$
+
+test_name : "legendre_p negative degree--float argument"$
+foo1 : makelist (legendre_p (-k, float (17/16)), k, 1, 8);
+foo2 : makelist (legendre_p (k - 1, float (17/16)), k, 1, 8);
+foo : map (lambda ([a, b], is (a = b)), foo1, foo2);
+check_true_list (foo);
+
+/*---------------------------------------*/
+
+test_name : "assoc_legendre_p negative degree--symbolic argument"$
+foo1 : makelist (assoc_legendre_p (-k, 1, u), k, 1, 8);
+foo2 : makelist (assoc_legendre_p (k - 1, 1, u), k, 1, 8);
+check_zero_list(foo1 - foo2)$
+
+test_name : "assoc_legendre_p negative degree--rational argument"$
+foo1 : makelist (assoc_legendre_p (-k, 1, 11/7), k, 1, 8);
+foo2 : makelist (assoc_legendre_p (k - 1, 1, 11/7), k, 1, 8);
+check_zero_list(foo1 - foo2)$
+
+test_name : "assoc_legendre_p negative degree--float argument"$
+foo1 : makelist (assoc_legendre_p (-k, 1, float (17/16)), k, 1, 8);
+foo2 : makelist (assoc_legendre_p (k - 1, 1, float (17/16)), k, 1, 8);
+foo : map (lambda ([a, b], is (a = b)), foo1, foo2);
+check_true_list (foo);
 
-
-
+reset (orthopoly_returns_intervals);
 
 
 print("orthopoly version = ", get('orthopoly,'version))$
@@ -1536,10 +1570,6 @@
 print("number of tests passed =", length(tests_pass))$
 
 
-
-
-
-
 /* Generate A&S Figure 22.4 page 776 
 */
 
diff -Nru maxima-5.28.0/share/share_testsuite.mac maxima-5.29.1/share/share_testsuite.mac
--- maxima-5.28.0/share/share_testsuite.mac	2012-05-17 04:15:35.000000000 +0000
+++ maxima-5.29.1/share/share_testsuite.mac	2012-12-04 05:54:49.000000000 +0000
@@ -3,7 +3,6 @@
     testsuite_files :
        [rtestflatten, 
         rtest_z_transform,
-        rtestdefstruct,
         rtest_zeilberger_extreme,
         rtest_zeilberger,
         rtest_boolsimp,
diff -Nru maxima-5.28.0/share/stats/inference_result.lisp maxima-5.29.1/share/stats/inference_result.lisp
--- maxima-5.28.0/share/stats/inference_result.lisp	2012-04-29 20:56:49.000000000 +0000
+++ maxima-5.29.1/share/stats/inference_result.lisp	2012-12-04 05:54:49.000000000 +0000
@@ -1,6 +1,6 @@
 ;;                 COPYRIGHT NOTICE
 ;;  
-;;  Copyright (C) 2006 Mario Rodriguez Riotorto
+;;  Copyright (C) 2006-2012 Mario Rodriguez Riotorto
 ;;  
 ;;  This program is free software; you can redistribute
 ;;  it and/or modify it under the terms of the
@@ -21,7 +21,6 @@
 ;; For questions, suggestions, bugs and the like, feel free
 ;; to contact me at
 ;; mario @@@ edu DOT xunta DOT es
-;; www.biomates.net
 
 (in-package :maxima)
 
@@ -211,3 +210,11 @@
                      (merror "Wrong label in 'take_inference' call")
                      (caddr (nth m (cdaddr obj)))))))
       (merror "Wrong object in 'take_inference' call")  ))
+
+
+;;  Returns the title of the 'inference_result' object
+(defun $title_inference (obj)
+  (if ($inferencep obj)
+    (second obj)
+    (merror "Wrong object in 'title_inference' call")) )
+
diff -Nru maxima-5.28.0/share/stats/rtest_stats.mac maxima-5.29.1/share/stats/rtest_stats.mac
--- maxima-5.28.0/share/stats/rtest_stats.mac	2012-04-29 20:56:49.000000000 +0000
+++ maxima-5.29.1/share/stats/rtest_stats.mac	2012-12-04 05:54:49.000000000 +0000
@@ -113,42 +113,42 @@
 z:simple_linear_regression(matrix([125,140.7],[130,155.1],[135,160.3],[140,167.2],[145,169.8]),
                     'conflevel=0.99);
 inference_result("SIMPLE LINEAR REGRESSION",
-                        [[model,1.405999999999985*x-31.18999999999804],
-                         [means,[135.0,158.62]],
-                         [variances,[50.0,106.9896000000008]],
-                         [correlation,.9611685255255155],
-                         [adc,.8984599126145604],
-                         [a_estimation,-31.18999999999804],
-                         [a_conf_int,[-215.2179151598773,152.8379151598812]],
-                         [b_estimation,1.405999999999985],
-                         [b_conf_int,[.04469633662525263,2.767303663374718]],
-                         [hypotheses,"H0: b = 0 ,H1: b # 0"],
-                         [statistic,6.032686683658114],
-                         [distribution,[student_t,3]],
-                         [p_value,0.0038059549413203],
-                         [v_estimation,13.57966666666665],
-                         [v_conf_int,[3.173274925102496,568.0143894218727]],
-                         [cond_mean_conf_int,
-                          [1.405999999999985*x
-                            -21.52410081697647*(0.004*(135.0-x)^2+0.2)^0.5
-                            -31.18999999999804,
-                           1.405999999999985*x
-                            +21.52410081697647*(0.004*(135.0-x)^2+0.2)^0.5
-                            -31.18999999999804]],
-                         [new_pred_conf_int,
-                          [1.405999999999985*x
-                            -21.52410081697647*(0.004*(135.0-x)^2+1.2)^0.5
-                            -31.18999999999804,
-                           1.405999999999985*x
-                            +21.52410081697647*(0.004*(135.0-x)^2+1.2)^0.5
-                            -31.18999999999804]],
-                         [residuals,
-                          [[144.5600000000001,-3.860000000000156],
-                           [151.5900000000001,3.509999999999906],
-                           [158.62,1.680000000000007],
-                           [165.6499999999999,1.550000000000068],
-                           [172.6799999999999,-2.879999999999853]]]],
-                        [1,4,14,9,10,11,12,13]);
+                       [[model,1.405999999999985*x-31.18999999999804],
+                        [means,[135.0,158.62]],
+                        [variances,[50.0,106.9896000000008]],
+                        [correlation,.9611685255255155],
+                        [adc,.8984599126145604],
+                        [a_estimation,-31.18999999999804],
+                        [a_conf_int,[-215.2179151598772,152.8379151598812]],
+                        [b_estimation,1.405999999999985],
+                        [b_conf_int,[.04469633662525307,2.767303663374718]],
+                        [hypotheses,"H0: b = 0 ,H1: b # 0"],
+                        [statistic,6.032686683658114],
+                        [distribution,[student_t,3]],
+                        [p_value,.009131954735741799],
+                        [v_estimation,13.57966666666665],
+                        [v_conf_int,[3.173274925102496,568.0143894218797]],
+                        [cond_mean_conf_int,
+                         [1.405999999999985*x
+                           -21.52410081697646*(0.004*(135.0-x)^2+0.2)^0.5
+                           -31.18999999999804,
+                          1.405999999999985*x
+                           +21.52410081697646*(0.004*(135.0-x)^2+0.2)^0.5
+                           -31.18999999999804]],
+                        [new_pred_conf_int,
+                         [1.405999999999985*x
+                           -21.52410081697646*(0.004*(135.0-x)^2+1.2)^0.5
+                           -31.18999999999804,
+                          1.405999999999985*x
+                           +21.52410081697646*(0.004*(135.0-x)^2+1.2)^0.5
+                           -31.18999999999804]],
+                        [residuals,
+                         [[144.5600000000001,-3.860000000000156],
+                          [151.5900000000001,3.509999999999906],
+                          [158.62,1.680000000000007],
+                          [165.6499999999999,1.550000000000068],
+                          [172.6799999999999,-2.879999999999853]]]],
+                       [1,4,14,9,10,11,12,13]);
 
 
 
diff -Nru maxima-5.28.0/share/tensor/itensor.lisp maxima-5.29.1/share/tensor/itensor.lisp
--- maxima-5.28.0/share/tensor/itensor.lisp	2011-08-21 19:26:02.000000000 +0000
+++ maxima-5.29.1/share/tensor/itensor.lisp	2012-12-04 05:54:49.000000000 +0000
@@ -1444,7 +1444,7 @@
                                   ) result)
               )))))
 
-(declare-top (special $outchar $dispflag linelable foobar derivlist))
+(declare-top (special $outchar $dispflag *linelabel* foobar derivlist))
 
 
 ;Displays P([L1],[L2],I1,I2,...) by making the elements of L2 into a single
@@ -1454,10 +1454,10 @@
 (defmfun $ishow (f)
        (progn (makelabel $linechar)
               (cond ($dispflag
-                     (displa (list '(mlable) linelable (ishow (specrepcheck (derat f)))))
+                     (displa (list '(mlabel) *linelabel* (ishow (specrepcheck (derat f)))))
 ;                     (setq $dispflag nil)
 ))
-              (set linelable f)))
+              (set *linelabel* f)))
 
 (defun ishow (f) 
        ((lambda (foobar)                              ;FOOBAR intialized to NIL
diff -Nru maxima-5.28.0/src/Makefile.am maxima-5.29.1/src/Makefile.am
--- maxima-5.28.0/src/Makefile.am	2012-06-15 05:21:34.000000000 +0000
+++ maxima-5.29.1/src/Makefile.am	2012-12-04 05:54:49.000000000 +0000
@@ -412,7 +412,6 @@
 db.lisp \
 defcal.lisp \
 defint.lisp \
-defopt.lisp \
 desoln.lisp \
 displa.lisp \
 displm.lisp \
@@ -445,7 +444,6 @@
 invert.lisp \
 irinte.lisp \
 laplac.lisp \
-ldisp.lisp \
 lesfac.lisp \
 letmac.lisp \
 limit.lisp \
diff -Nru maxima-5.28.0/src/Makefile.in maxima-5.29.1/src/Makefile.in
--- maxima-5.28.0/src/Makefile.in	2012-08-12 21:21:58.000000000 +0000
+++ maxima-5.29.1/src/Makefile.in	2012-12-10 20:34:31.000000000 +0000
@@ -185,6 +185,7 @@
 target_alias = @target_alias@
 top_builddir = @top_builddir@
 top_srcdir = @top_srcdir@
+win32 = @win32@
 verpkglibdir = $(pkglibdir)/@VERSION@
 verpkglibexecdir = $(libexecdir)/@PACKAGE@/@VERSION@
 verpkgdatadir = $(pkgdatadir)/@VERSION@
@@ -270,7 +271,6 @@
 db.lisp \
 defcal.lisp \
 defint.lisp \
-defopt.lisp \
 desoln.lisp \
 displa.lisp \
 displm.lisp \
@@ -303,7 +303,6 @@
 invert.lisp \
 irinte.lisp \
 laplac.lisp \
-ldisp.lisp \
 lesfac.lisp \
 letmac.lisp \
 limit.lisp \
@@ -831,9 +830,9 @@
 @CLISP_TRUE@$(CLISP_MAXIMA) : commac.lisp
 @CLISP_TRUE@$(CLISP_MAXIMA) : mormac.lisp
 @CLISP_TRUE@$(CLISP_MAXIMA) : compat.lisp
+@CLISP_TRUE@$(CLISP_MAXIMA) : transm.lisp
 @CLISP_TRUE@$(CLISP_MAXIMA) : getopt.lisp
 @CLISP_TRUE@$(CLISP_MAXIMA) : command-line.lisp
-@CLISP_TRUE@$(CLISP_MAXIMA) : defopt.lisp
 @CLISP_TRUE@$(CLISP_MAXIMA) : defcal.lisp
 @CLISP_TRUE@$(CLISP_MAXIMA) : maxmac.lisp
 @CLISP_TRUE@$(CLISP_MAXIMA) : mopers.lisp
@@ -1010,7 +1009,6 @@
 @CLISP_TRUE@$(CLISP_MAXIMA) : rat3e.lisp
 @CLISP_TRUE@$(CLISP_MAXIMA) : nrat4.lisp
 @CLISP_TRUE@$(CLISP_MAXIMA) : ratout.lisp
-@CLISP_TRUE@$(CLISP_MAXIMA) : transm.lisp
 @CLISP_TRUE@$(CLISP_MAXIMA) : transl.lisp
 @CLISP_TRUE@$(CLISP_MAXIMA) : transs.lisp
 @CLISP_TRUE@$(CLISP_MAXIMA) : trans1.lisp
@@ -1041,7 +1039,6 @@
 @CLISP_TRUE@$(CLISP_MAXIMA) : nparse.lisp
 @CLISP_TRUE@$(CLISP_MAXIMA) : displa.lisp
 @CLISP_TRUE@$(CLISP_MAXIMA) : nforma.lisp
-@CLISP_TRUE@$(CLISP_MAXIMA) : ldisp.lisp
 @CLISP_TRUE@$(CLISP_MAXIMA) : grind.lisp
 @CLISP_TRUE@$(CLISP_MAXIMA) : spgcd.lisp
 @CLISP_TRUE@$(CLISP_MAXIMA) : ezgcd.lisp
@@ -1155,9 +1152,9 @@
 @CMUCL_TRUE@binary-cmucl/maxima.core : commac.lisp
 @CMUCL_TRUE@binary-cmucl/maxima.core : mormac.lisp
 @CMUCL_TRUE@binary-cmucl/maxima.core : compat.lisp
+@CMUCL_TRUE@binary-cmucl/maxima.core : transm.lisp
 @CMUCL_TRUE@binary-cmucl/maxima.core : getopt.lisp
 @CMUCL_TRUE@binary-cmucl/maxima.core : command-line.lisp
-@CMUCL_TRUE@binary-cmucl/maxima.core : defopt.lisp
 @CMUCL_TRUE@binary-cmucl/maxima.core : defcal.lisp
 @CMUCL_TRUE@binary-cmucl/maxima.core : maxmac.lisp
 @CMUCL_TRUE@binary-cmucl/maxima.core : mopers.lisp
@@ -1334,7 +1331,6 @@
 @CMUCL_TRUE@binary-cmucl/maxima.core : rat3e.lisp
 @CMUCL_TRUE@binary-cmucl/maxima.core : nrat4.lisp
 @CMUCL_TRUE@binary-cmucl/maxima.core : ratout.lisp
-@CMUCL_TRUE@binary-cmucl/maxima.core : transm.lisp
 @CMUCL_TRUE@binary-cmucl/maxima.core : transl.lisp
 @CMUCL_TRUE@binary-cmucl/maxima.core : transs.lisp
 @CMUCL_TRUE@binary-cmucl/maxima.core : trans1.lisp
@@ -1365,7 +1361,6 @@
 @CMUCL_TRUE@binary-cmucl/maxima.core : nparse.lisp
 @CMUCL_TRUE@binary-cmucl/maxima.core : displa.lisp
 @CMUCL_TRUE@binary-cmucl/maxima.core : nforma.lisp
-@CMUCL_TRUE@binary-cmucl/maxima.core : ldisp.lisp
 @CMUCL_TRUE@binary-cmucl/maxima.core : grind.lisp
 @CMUCL_TRUE@binary-cmucl/maxima.core : spgcd.lisp
 @CMUCL_TRUE@binary-cmucl/maxima.core : ezgcd.lisp
@@ -1479,9 +1474,9 @@
 @SCL_TRUE@binary-scl/maxima.core : commac.lisp
 @SCL_TRUE@binary-scl/maxima.core : mormac.lisp
 @SCL_TRUE@binary-scl/maxima.core : compat.lisp
+@SCL_TRUE@binary-scl/maxima.core : transm.lisp
 @SCL_TRUE@binary-scl/maxima.core : getopt.lisp
 @SCL_TRUE@binary-scl/maxima.core : command-line.lisp
-@SCL_TRUE@binary-scl/maxima.core : defopt.lisp
 @SCL_TRUE@binary-scl/maxima.core : defcal.lisp
 @SCL_TRUE@binary-scl/maxima.core : maxmac.lisp
 @SCL_TRUE@binary-scl/maxima.core : mopers.lisp
@@ -1657,7 +1652,6 @@
 @SCL_TRUE@binary-scl/maxima.core : rat3e.lisp
 @SCL_TRUE@binary-scl/maxima.core : nrat4.lisp
 @SCL_TRUE@binary-scl/maxima.core : ratout.lisp
-@SCL_TRUE@binary-scl/maxima.core : transm.lisp
 @SCL_TRUE@binary-scl/maxima.core : transl.lisp
 @SCL_TRUE@binary-scl/maxima.core : transs.lisp
 @SCL_TRUE@binary-scl/maxima.core : trans1.lisp
@@ -1688,7 +1682,6 @@
 @SCL_TRUE@binary-scl/maxima.core : nparse.lisp
 @SCL_TRUE@binary-scl/maxima.core : displa.lisp
 @SCL_TRUE@binary-scl/maxima.core : nforma.lisp
-@SCL_TRUE@binary-scl/maxima.core : ldisp.lisp
 @SCL_TRUE@binary-scl/maxima.core : grind.lisp
 @SCL_TRUE@binary-scl/maxima.core : spgcd.lisp
 @SCL_TRUE@binary-scl/maxima.core : ezgcd.lisp
@@ -1800,9 +1793,9 @@
 @ACL_TRUE@binary-acl/maxima.dxl : commac.lisp
 @ACL_TRUE@binary-acl/maxima.dxl : mormac.lisp
 @ACL_TRUE@binary-acl/maxima.dxl : compat.lisp
+@ACL_TRUE@binary-acl/maxima.dxl : transm.lisp
 @ACL_TRUE@binary-acl/maxima.dxl : getopt.lisp
 @ACL_TRUE@binary-acl/maxima.dxl : command-line.lisp
-@ACL_TRUE@binary-acl/maxima.dxl : defopt.lisp
 @ACL_TRUE@binary-acl/maxima.dxl : defcal.lisp
 @ACL_TRUE@binary-acl/maxima.dxl : maxmac.lisp
 @ACL_TRUE@binary-acl/maxima.dxl : mopers.lisp
@@ -1978,7 +1971,6 @@
 @ACL_TRUE@binary-acl/maxima.dxl : rat3e.lisp
 @ACL_TRUE@binary-acl/maxima.dxl : nrat4.lisp
 @ACL_TRUE@binary-acl/maxima.dxl : ratout.lisp
-@ACL_TRUE@binary-acl/maxima.dxl : transm.lisp
 @ACL_TRUE@binary-acl/maxima.dxl : transl.lisp
 @ACL_TRUE@binary-acl/maxima.dxl : transs.lisp
 @ACL_TRUE@binary-acl/maxima.dxl : trans1.lisp
@@ -2009,7 +2001,6 @@
 @ACL_TRUE@binary-acl/maxima.dxl : nparse.lisp
 @ACL_TRUE@binary-acl/maxima.dxl : displa.lisp
 @ACL_TRUE@binary-acl/maxima.dxl : nforma.lisp
-@ACL_TRUE@binary-acl/maxima.dxl : ldisp.lisp
 @ACL_TRUE@binary-acl/maxima.dxl : grind.lisp
 @ACL_TRUE@binary-acl/maxima.dxl : spgcd.lisp
 @ACL_TRUE@binary-acl/maxima.dxl : ezgcd.lisp
@@ -2130,9 +2121,9 @@
 @SBCL_TRUE@$(SBCL_MAXIMA) : commac.lisp
 @SBCL_TRUE@$(SBCL_MAXIMA) : mormac.lisp
 @SBCL_TRUE@$(SBCL_MAXIMA) : compat.lisp
+@SBCL_TRUE@$(SBCL_MAXIMA) : transm.lisp
 @SBCL_TRUE@$(SBCL_MAXIMA) : getopt.lisp
 @SBCL_TRUE@$(SBCL_MAXIMA) : command-line.lisp
-@SBCL_TRUE@$(SBCL_MAXIMA) : defopt.lisp
 @SBCL_TRUE@$(SBCL_MAXIMA) : defcal.lisp
 @SBCL_TRUE@$(SBCL_MAXIMA) : maxmac.lisp
 @SBCL_TRUE@$(SBCL_MAXIMA) : mopers.lisp
@@ -2309,7 +2300,6 @@
 @SBCL_TRUE@$(SBCL_MAXIMA) : rat3e.lisp
 @SBCL_TRUE@$(SBCL_MAXIMA) : nrat4.lisp
 @SBCL_TRUE@$(SBCL_MAXIMA) : ratout.lisp
-@SBCL_TRUE@$(SBCL_MAXIMA) : transm.lisp
 @SBCL_TRUE@$(SBCL_MAXIMA) : transl.lisp
 @SBCL_TRUE@$(SBCL_MAXIMA) : transs.lisp
 @SBCL_TRUE@$(SBCL_MAXIMA) : trans1.lisp
@@ -2340,7 +2330,6 @@
 @SBCL_TRUE@$(SBCL_MAXIMA) : nparse.lisp
 @SBCL_TRUE@$(SBCL_MAXIMA) : displa.lisp
 @SBCL_TRUE@$(SBCL_MAXIMA) : nforma.lisp
-@SBCL_TRUE@$(SBCL_MAXIMA) : ldisp.lisp
 @SBCL_TRUE@$(SBCL_MAXIMA) : grind.lisp
 @SBCL_TRUE@$(SBCL_MAXIMA) : spgcd.lisp
 @SBCL_TRUE@$(SBCL_MAXIMA) : ezgcd.lisp
@@ -2472,9 +2461,9 @@
 @GCL_TRUE@binary-gcl/maxima : commac.lisp
 @GCL_TRUE@binary-gcl/maxima : mormac.lisp
 @GCL_TRUE@binary-gcl/maxima : compat.lisp
+@GCL_TRUE@binary-gcl/maxima : transm.lisp
 @GCL_TRUE@binary-gcl/maxima : getopt.lisp
 @GCL_TRUE@binary-gcl/maxima : command-line.lisp
-@GCL_TRUE@binary-gcl/maxima : defopt.lisp
 @GCL_TRUE@binary-gcl/maxima : defcal.lisp
 @GCL_TRUE@binary-gcl/maxima : maxmac.lisp
 @GCL_TRUE@binary-gcl/maxima : mopers.lisp
@@ -2652,7 +2641,6 @@
 @GCL_TRUE@binary-gcl/maxima : rat3e.lisp
 @GCL_TRUE@binary-gcl/maxima : nrat4.lisp
 @GCL_TRUE@binary-gcl/maxima : ratout.lisp
-@GCL_TRUE@binary-gcl/maxima : transm.lisp
 @GCL_TRUE@binary-gcl/maxima : transl.lisp
 @GCL_TRUE@binary-gcl/maxima : transs.lisp
 @GCL_TRUE@binary-gcl/maxima : trans1.lisp
@@ -2683,7 +2671,6 @@
 @GCL_TRUE@binary-gcl/maxima : nparse.lisp
 @GCL_TRUE@binary-gcl/maxima : displa.lisp
 @GCL_TRUE@binary-gcl/maxima : nforma.lisp
-@GCL_TRUE@binary-gcl/maxima : ldisp.lisp
 @GCL_TRUE@binary-gcl/maxima : grind.lisp
 @GCL_TRUE@binary-gcl/maxima : spgcd.lisp
 @GCL_TRUE@binary-gcl/maxima : ezgcd.lisp
@@ -2802,9 +2789,9 @@
 @OPENMCL_TRUE@$(OPENMCL_MAXIMA) : commac.lisp
 @OPENMCL_TRUE@$(OPENMCL_MAXIMA) : mormac.lisp
 @OPENMCL_TRUE@$(OPENMCL_MAXIMA) : compat.lisp
+@OPENMCL_TRUE@$(OPENMCL_MAXIMA) : transm.lisp
 @OPENMCL_TRUE@$(OPENMCL_MAXIMA) : getopt.lisp
 @OPENMCL_TRUE@$(OPENMCL_MAXIMA) : command-line.lisp
-@OPENMCL_TRUE@$(OPENMCL_MAXIMA) : defopt.lisp
 @OPENMCL_TRUE@$(OPENMCL_MAXIMA) : defcal.lisp
 @OPENMCL_TRUE@$(OPENMCL_MAXIMA) : maxmac.lisp
 @OPENMCL_TRUE@$(OPENMCL_MAXIMA) : mopers.lisp
@@ -2981,7 +2968,6 @@
 @OPENMCL_TRUE@$(OPENMCL_MAXIMA) : rat3e.lisp
 @OPENMCL_TRUE@$(OPENMCL_MAXIMA) : nrat4.lisp
 @OPENMCL_TRUE@$(OPENMCL_MAXIMA) : ratout.lisp
-@OPENMCL_TRUE@$(OPENMCL_MAXIMA) : transm.lisp
 @OPENMCL_TRUE@$(OPENMCL_MAXIMA) : transl.lisp
 @OPENMCL_TRUE@$(OPENMCL_MAXIMA) : transs.lisp
 @OPENMCL_TRUE@$(OPENMCL_MAXIMA) : trans1.lisp
@@ -3012,7 +2998,6 @@
 @OPENMCL_TRUE@$(OPENMCL_MAXIMA) : nparse.lisp
 @OPENMCL_TRUE@$(OPENMCL_MAXIMA) : displa.lisp
 @OPENMCL_TRUE@$(OPENMCL_MAXIMA) : nforma.lisp
-@OPENMCL_TRUE@$(OPENMCL_MAXIMA) : ldisp.lisp
 @OPENMCL_TRUE@$(OPENMCL_MAXIMA) : grind.lisp
 @OPENMCL_TRUE@$(OPENMCL_MAXIMA) : spgcd.lisp
 @OPENMCL_TRUE@$(OPENMCL_MAXIMA) : ezgcd.lisp
@@ -3124,9 +3109,9 @@
 @ECL_TRUE@binary-ecl/maxima : commac.lisp
 @ECL_TRUE@binary-ecl/maxima : mormac.lisp
 @ECL_TRUE@binary-ecl/maxima : compat.lisp
+@ECL_TRUE@binary-ecl/maxima : transm.lisp
 @ECL_TRUE@binary-ecl/maxima : getopt.lisp
 @ECL_TRUE@binary-ecl/maxima : command-line.lisp
-@ECL_TRUE@binary-ecl/maxima : defopt.lisp
 @ECL_TRUE@binary-ecl/maxima : defcal.lisp
 @ECL_TRUE@binary-ecl/maxima : maxmac.lisp
 @ECL_TRUE@binary-ecl/maxima : mopers.lisp
@@ -3303,7 +3288,6 @@
 @ECL_TRUE@binary-ecl/maxima : rat3e.lisp
 @ECL_TRUE@binary-ecl/maxima : nrat4.lisp
 @ECL_TRUE@binary-ecl/maxima : ratout.lisp
-@ECL_TRUE@binary-ecl/maxima : transm.lisp
 @ECL_TRUE@binary-ecl/maxima : transl.lisp
 @ECL_TRUE@binary-ecl/maxima : transs.lisp
 @ECL_TRUE@binary-ecl/maxima : trans1.lisp
@@ -3334,7 +3318,6 @@
 @ECL_TRUE@binary-ecl/maxima : nparse.lisp
 @ECL_TRUE@binary-ecl/maxima : displa.lisp
 @ECL_TRUE@binary-ecl/maxima : nforma.lisp
-@ECL_TRUE@binary-ecl/maxima : ldisp.lisp
 @ECL_TRUE@binary-ecl/maxima : grind.lisp
 @ECL_TRUE@binary-ecl/maxima : spgcd.lisp
 @ECL_TRUE@binary-ecl/maxima : ezgcd.lisp
diff -Nru maxima-5.28.0/src/acall.lisp maxima-5.29.1/src/acall.lisp
--- maxima-5.28.0/src/acall.lisp	2011-08-21 19:26:02.000000000 +0000
+++ maxima-5.29.1/src/acall.lisp	2012-12-04 05:54:49.000000000 +0000
@@ -173,7 +173,7 @@
 (declare-top (special $dispflag))
 
 (defmfun display-for-tr (labelsp equationsp &rest argl)
-  (declare (special linelable))
+  (declare (special *linelabel*))
   (do ((argl argl (cdr argl))
        (lablist nil)
        (tim 0))
@@ -191,13 +191,13 @@
 	(unless (checklabel $linechar)
 	  (incf $linenum))
 	(makelabel $linechar)
-	;; setqs the free variable LINELABLE, what a win,
+	;; setqs the free variable *LINELABEL*, what a win,
 	;; how convenient, now I don't need to use LET !
-	(push linelable lablist) ;; note the spelling
+	(push *linelabel* lablist)
 	(unless $nolabels
-	  (setf (symbol-value linelable) ans)))
+	  (setf (symbol-value *linelabel*) ans)))
       (setq tim (get-internal-run-time))
-      (displa `((mlable) ,(cond (labelsp linelable)) ,ans))
+      (displa `((mlabel) ,(cond (labelsp *linelabel*)) ,ans))
       (mterpri)
       (timeorg tim))))
 
diff -Nru maxima-5.28.0/src/acl-depends.mk maxima-5.29.1/src/acl-depends.mk
--- maxima-5.28.0/src/acl-depends.mk	2012-05-31 05:30:36.000000000 +0000
+++ maxima-5.29.1/src/acl-depends.mk	2012-12-04 05:54:49.000000000 +0000
@@ -10,9 +10,9 @@
 binary-acl/maxima.dxl : commac.lisp
 binary-acl/maxima.dxl : mormac.lisp
 binary-acl/maxima.dxl : compat.lisp
+binary-acl/maxima.dxl : transm.lisp
 binary-acl/maxima.dxl : getopt.lisp
 binary-acl/maxima.dxl : command-line.lisp
-binary-acl/maxima.dxl : defopt.lisp
 binary-acl/maxima.dxl : defcal.lisp
 binary-acl/maxima.dxl : maxmac.lisp
 binary-acl/maxima.dxl : mopers.lisp
@@ -188,7 +188,6 @@
 binary-acl/maxima.dxl : rat3e.lisp
 binary-acl/maxima.dxl : nrat4.lisp
 binary-acl/maxima.dxl : ratout.lisp
-binary-acl/maxima.dxl : transm.lisp
 binary-acl/maxima.dxl : transl.lisp
 binary-acl/maxima.dxl : transs.lisp
 binary-acl/maxima.dxl : trans1.lisp
@@ -219,7 +218,6 @@
 binary-acl/maxima.dxl : nparse.lisp
 binary-acl/maxima.dxl : displa.lisp
 binary-acl/maxima.dxl : nforma.lisp
-binary-acl/maxima.dxl : ldisp.lisp
 binary-acl/maxima.dxl : grind.lisp
 binary-acl/maxima.dxl : spgcd.lisp
 binary-acl/maxima.dxl : ezgcd.lisp
diff -Nru maxima-5.28.0/src/autoconf-variables.lisp maxima-5.29.1/src/autoconf-variables.lisp
--- maxima-5.28.0/src/autoconf-variables.lisp	2012-08-12 21:22:01.000000000 +0000
+++ maxima-5.29.1/src/autoconf-variables.lisp	2012-12-10 20:34:35.000000000 +0000
@@ -5,14 +5,14 @@
 (defparameter *autoconf-prefix* "/usr/local")
 (defparameter *autoconf-exec_prefix* "/usr/local")
 (defparameter *autoconf-package* "maxima")
-(defparameter *autoconf-version* "5.28.0")
+(defparameter *autoconf-version* "5.29.1")
 (defparameter *autoconf-libdir* "/usr/local/lib")
 (defparameter *autoconf-libexecdir* "/usr/local/libexec")
 (defparameter *autoconf-datadir* "/usr/local/share")
 (defparameter *autoconf-infodir* "/usr/local/share/info")
 (defparameter *autoconf-host* "i686-pc-linux-gnu")
-(defparameter *autoconf-win32* "@win32@")
+(defparameter *autoconf-win32* "false")
 (defparameter *autoconf-ld-flags* "")
  
-(defparameter *maxima-source-root* "/home/robert/maxima/maxima-git/maxima")
+(defparameter *maxima-source-root* "/home/robert/maxima/maxima-git/maxima-code")
 (defparameter *maxima-default-layout-autotools* "true")
diff -Nru maxima-5.28.0/src/bessel.lisp maxima-5.29.1/src/bessel.lisp
--- maxima-5.28.0/src/bessel.lisp	2012-04-29 20:56:49.000000000 +0000
+++ maxima-5.29.1/src/bessel.lisp	2012-12-04 05:54:49.000000000 +0000
@@ -95,24 +95,23 @@
   grad)
 
 ;; Integral of the Bessel function wrt z
-(defun bessel-j-integral-2 (v unused)
-  (declare (ignore unused))
+(defun bessel-j-integral-2 (v z)
   (case v
     (0 
      ;; integrate(bessel_j(0,z)
      ;; = (1/2)*z*(%pi*bessel_j(1,z)*struve_h(0,z)
      ;;            +bessel_j(0,z)*(2-%pi*struve_h(1,z)))
-     '((mtimes) ((rat) 1 2) z
+     `((mtimes) ((rat) 1 2) ,z
        ((mplus)
 	((mtimes) $%pi 
-	 ((%bessel_j) 1 z)
-	 ((%struve_h) 0 z))
+	 ((%bessel_j) 1 ,z)
+	 ((%struve_h) 0 ,z))
 	((mtimes) 
-	 ((%bessel_j) 0 z)
-	 ((mplus) 2 ((mtimes) -1 $%pi ((%struve_h) 1 z)))))))
+	 ((%bessel_j) 0 ,z)
+	 ((mplus) 2 ((mtimes) -1 $%pi ((%struve_h) 1 ,z)))))))
     (1
      ;; integrate(bessel_j(1,z) = -bessel_j(0,z)
-     '((mtimes) -1 ((%bessel_j) 0 z)))
+     `((mtimes) -1 ((%bessel_j) 0 ,z)))
     (otherwise
      ;; http://functions.wolfram.com/03.01.21.0002.01
      ;; integrate(bessel_j(v,z)
@@ -120,18 +119,18 @@
      ;;   * hypergeometric_regularized([v/2+1/2],[v+1,v/2+3/2],-z^2/4)
      ;;  = 2^(-v-1)*z^(v+1)*hypergeometric([v/2+1/2],[v+1,v/2+3/2],-z^2/4)
      ;;   / ((v/2+1/2)*gamma(v+1))
-     '((mtimes)
+     `((mtimes)
        (($hypergeometric)
 	((mlist)
-	 ((mplus) ((rat) 1 2) ((mtimes) ((rat) 1 2) v)))
+	 ((mplus) ((rat) 1 2) ((mtimes) ((rat) 1 2) ,v)))
 	((mlist)
-	 ((mplus) ((rat) 3 2) ((mtimes) ((rat) 1 2) v))
-	 ((mplus) 1 v))
-	((mtimes) ((rat) -1 4) ((mexpt) z 2)))
-       ((mexpt) ((mplus) ((rat) 1 2) ((mtimes) ((rat) 1 2) v)) -1)
-       ((mexpt) 2 ((mplus) -1 ((mtimes) -1 v)))
-       ((mexpt) ((%gamma) ((mplus) 1 v)) -1) 
-       ((mexpt) z ((mplus ) 1 v))))))
+	 ((mplus) ((rat) 3 2) ((mtimes) ((rat) 1 2) ,v))
+	 ((mplus) 1 ,v))
+	((mtimes) ((rat) -1 4) ((mexpt) ,z 2)))
+       ((mexpt) ((mplus) ((rat) 1 2) ((mtimes) ((rat) 1 2) ,v)) -1)
+       ((mexpt) 2 ((mplus) -1 ((mtimes) -1 ,v)))
+       ((mexpt) ((%gamma) ((mplus) 1 ,v)) -1) 
+       ((mexpt) z ((mplus ) 1 ,v))))))
 
 (putprop '%bessel_j `((v z) nil ,#'bessel-j-integral-2) 'integral)
 
@@ -418,8 +417,8 @@
 
 ;; Integral of the Bessel Y function wrt z
 ;; http://functions.wolfram.com/Bessel-TypeFunctions/BesselY/21/01/01/
-(defun bessel-y-integral-2 (n unused)
-  (declare (ignore unused))
+(defun bessel-y-integral-2 (n z)
+  ;;(declare (ignore unused))
   (cond 
    ((and ($integerp n) (<= 0 n))
     (cond
@@ -427,9 +426,9 @@
       ;; integrate(bessel_y(2*N+1,z)) , N > 0 
       ;; = -bessel_y(0,z) - 2 * sum(bessel_y(2*k,z),k,1,N)
       (let* ((k (gensym))
-	     (answer `((mplus) ((mtimes) -1 ((%bessel_y) 0 z))
+	     (answer `((mplus) ((mtimes) -1 ((%bessel_y) 0 ,z))
                        ((mtimes) -2
-                        ((%sum) ((%bessel_y) ((mtimes) 2 ,k) z) ,k 1
+                        ((%sum) ((%bessel_y) ((mtimes) 2 ,k) ,z) ,k 1
                          ((mtimes) ((rat) 1 2) ((mplus) -1 ,n)))))))
 	;; Expand out the sum if n < 10.  Otherwise fix up the indices
 	(if (< n 10) 
@@ -445,19 +444,19 @@
 	   (answer `((mplus)
 		     ((mtimes) -2
 		      ((%sum)
-		       ((%bessel_y) ((mplus) 1 ((mtimes) 2 ,k)) z)
+		       ((%bessel_y) ((mplus) 1 ((mtimes) 2 ,k)) ,z)
 		       ,k 0
 		       ((mplus)
 		        -1
 		        ((mtimes) ((rat) 1 2) ,n))))
-		     ((mtimes) ((rat) 1 2) $%pi z
+		     ((mtimes) ((rat) 1 2) $%pi ,z
 		      ((mplus)
 		       ((mtimes)
-			((%bessel_y) 0 z)
-			((%struve_h) -1 z))
+			((%bessel_y) 0 ,z)
+			((%struve_h) -1 ,z))
 		       ((mtimes)
-			((%bessel_y) 1 z)
-			((%struve_h) 0 z)))))))
+			((%bessel_y) 1 ,z)
+			((%struve_h) 0 ,z)))))))
 	;; Expand out the sum if n < 10.  Otherwise fix up the indices
 	(if (< n 10) 
             (meval `(($ev) ,answer $sum))  ; Is there a better way?
@@ -774,25 +773,24 @@
 
 ;; Integral of the Bessel I function wrt z
 ;; http://functions.wolfram.com/Bessel-TypeFunctions/BesselI/21/01/01/
-(defun bessel-i-integral-2 (n unused)
-  (declare (ignore unused))
+(defun bessel-i-integral-2 (n z)
   (case n
 	(0
 	 ;; integrate(bessel_i(0,z)
 	 ;; = (1/2)*z*(bessel_i(0,z)*(%pi*struve_l(1,z)+2)
 	 ;;            -%pi*bessel_i(1,z)*struve_l(0,z))
-	 '((mtimes) ((rat) 1 2) z
+	 `((mtimes) ((rat) 1 2) ,z
 	   ((mplus)
 	    ((mtimes) -1 $%pi
-	     ((%bessel_i) 1 z)
-	     ((%struve_l) 0 z))
+	     ((%bessel_i) 1 ,z)
+	     ((%struve_l) 0 ,z))
 	    ((mtimes)
-	     ((%bessel_i) 0 z)
+	     ((%bessel_i) 0 ,z)
 	     ((mplus) 2
-	      ((mtimes) $%pi ((%struve_l) 1 z)))))))
+	      ((mtimes) $%pi ((%struve_l) 1 ,z)))))))
 	(1
 	 ;; integrate(bessel_i(1,z) = bessel_i(0,z)
-	 '((%bessel_i) 0 z))
+	 `((%bessel_i) 0 ,z))
 	(otherwise nil)))
 
 (putprop '%bessel_i `((n z) nil ,#'bessel-i-integral-2) 'integral)
@@ -1087,8 +1085,7 @@
 
 ;; Integral of the Bessel K function wrt z
 ;; http://functions.wolfram.com/Bessel-TypeFunctions/BesselK/21/01/01/
-(defun bessel-k-integral-2 (n unused)
-  (declare (ignore unused))
+(defun bessel-k-integral-2 (n z)
   (cond 
    ((and ($integerp n) (<= 0 n))
     (cond
@@ -1098,12 +1095,12 @@
       ;;   + 2*sum((-1)^(k+(n-1)/2-1)*bessel_k(2*k,z),k,1,(n-1)/2)
       (let* ((k (gensym))
 	     (answer `((mplus)
-		       ((mtimes) -1 ((%bessel_k) 0 z)
+		       ((mtimes) -1 ((%bessel_k) 0 ,z)
 			((mexpt) -1
 			 ((mtimes) ((rat) 1 2) ((mplus) -1 ,n))))
 		       ((mtimes) 2
 			((%sum)
-			 ((mtimes) ((%bessel_k) ((mtimes) 2 ,k) z)
+			 ((mtimes) ((%bessel_k) ((mtimes) 2 ,k) ,z)
 			  ((mexpt) -1
 			   ((mplus) -1 ,k
 			    ((mtimes) ((rat) 1 2) ((mplus) -1 ,n)))))
@@ -1123,7 +1120,7 @@
 		     ((mtimes) 2
 		      ((%sum)
 		       ((mtimes)
-			((%bessel_k) ((mplus) 1 ((mtimes) 2 ,k)) z)
+			((%bessel_k) ((mplus) 1 ((mtimes) 2 ,k)) ,z)
 			((mexpt) -1
 			 ((mplus) ,k ((mtimes) ((rat) 1 2) ,n))))
 		       ,k 0 ((mplus) -1 ((mtimes) ((rat) 1 2) ,n))))
@@ -1134,11 +1131,11 @@
 	              z
 		      ((mplus)
 		       ((mtimes)
-		        ((%bessel_k) 0 z)
-			((%struve_l) -1 z))
+		        ((%bessel_k) 0 ,z)
+			((%struve_l) -1 ,z))
 		       ((mtimes)
-		        ((%bessel_k) 1 z)
-			((%struve_l) 0 z)))))))
+		        ((%bessel_k) 1 ,z)
+			((%struve_l) 0 ,z)))))))
 	;; expand out the sum if n < 10.  Otherwise fix up the indices
 	(if (< n 10) 
             (meval `(($ev) ,answer $sum))  ; Is there a better way?
diff -Nru maxima-5.28.0/src/clisp-depends.mk maxima-5.29.1/src/clisp-depends.mk
--- maxima-5.28.0/src/clisp-depends.mk	2012-06-15 05:21:34.000000000 +0000
+++ maxima-5.29.1/src/clisp-depends.mk	2012-12-04 07:59:14.000000000 +0000
@@ -11,9 +11,9 @@
 $(CLISP_MAXIMA) : commac.lisp
 $(CLISP_MAXIMA) : mormac.lisp
 $(CLISP_MAXIMA) : compat.lisp
+$(CLISP_MAXIMA) : transm.lisp
 $(CLISP_MAXIMA) : getopt.lisp
 $(CLISP_MAXIMA) : command-line.lisp
-$(CLISP_MAXIMA) : defopt.lisp
 $(CLISP_MAXIMA) : defcal.lisp
 $(CLISP_MAXIMA) : maxmac.lisp
 $(CLISP_MAXIMA) : mopers.lisp
@@ -190,7 +190,6 @@
 $(CLISP_MAXIMA) : rat3e.lisp
 $(CLISP_MAXIMA) : nrat4.lisp
 $(CLISP_MAXIMA) : ratout.lisp
-$(CLISP_MAXIMA) : transm.lisp
 $(CLISP_MAXIMA) : transl.lisp
 $(CLISP_MAXIMA) : transs.lisp
 $(CLISP_MAXIMA) : trans1.lisp
@@ -221,7 +220,6 @@
 $(CLISP_MAXIMA) : nparse.lisp
 $(CLISP_MAXIMA) : displa.lisp
 $(CLISP_MAXIMA) : nforma.lisp
-$(CLISP_MAXIMA) : ldisp.lisp
 $(CLISP_MAXIMA) : grind.lisp
 $(CLISP_MAXIMA) : spgcd.lisp
 $(CLISP_MAXIMA) : ezgcd.lisp
diff -Nru maxima-5.28.0/src/cmucl-depends.mk maxima-5.29.1/src/cmucl-depends.mk
--- maxima-5.28.0/src/cmucl-depends.mk	2012-05-31 05:30:36.000000000 +0000
+++ maxima-5.29.1/src/cmucl-depends.mk	2012-12-04 07:59:17.000000000 +0000
@@ -10,9 +10,9 @@
 binary-cmucl/maxima.core : commac.lisp
 binary-cmucl/maxima.core : mormac.lisp
 binary-cmucl/maxima.core : compat.lisp
+binary-cmucl/maxima.core : transm.lisp
 binary-cmucl/maxima.core : getopt.lisp
 binary-cmucl/maxima.core : command-line.lisp
-binary-cmucl/maxima.core : defopt.lisp
 binary-cmucl/maxima.core : defcal.lisp
 binary-cmucl/maxima.core : maxmac.lisp
 binary-cmucl/maxima.core : mopers.lisp
@@ -189,7 +189,6 @@
 binary-cmucl/maxima.core : rat3e.lisp
 binary-cmucl/maxima.core : nrat4.lisp
 binary-cmucl/maxima.core : ratout.lisp
-binary-cmucl/maxima.core : transm.lisp
 binary-cmucl/maxima.core : transl.lisp
 binary-cmucl/maxima.core : transs.lisp
 binary-cmucl/maxima.core : trans1.lisp
@@ -220,7 +219,6 @@
 binary-cmucl/maxima.core : nparse.lisp
 binary-cmucl/maxima.core : displa.lisp
 binary-cmucl/maxima.core : nforma.lisp
-binary-cmucl/maxima.core : ldisp.lisp
 binary-cmucl/maxima.core : grind.lisp
 binary-cmucl/maxima.core : spgcd.lisp
 binary-cmucl/maxima.core : ezgcd.lisp
diff -Nru maxima-5.28.0/src/combin.lisp maxima-5.29.1/src/combin.lisp
--- maxima-5.28.0/src/combin.lisp	2012-08-05 03:45:13.000000000 +0000
+++ maxima-5.29.1/src/combin.lisp	2012-12-04 05:54:49.000000000 +0000
@@ -13,7 +13,7 @@
 (macsyma-module combin)
 
 (declare-top (special *mfactl *factlist donel nn* dn* *ans* *var*
-		      ans var $zerobern *n $cflength *a* $prevfib hi lo
+		      $zerobern *n $cflength *a* $prevfib $next_lucas
 		      *infsumsimp *times *plus sum usum makef
 		      varlist genvar $sumsplitfact $ratfac $simpsum
 		      $prederror $listarith
@@ -715,6 +715,31 @@
 		    f2 (+ f2 $prevfib)))
 	   f2))))
 
+(defmfun $lucas (n)
+  (cond 
+    ((fixnump n) (lucas n))
+	 (t (setq $next_lucas `(($lucas) ,(add2* n 1)))
+	   `(($lucas) ,n) )))
+
+(defun lucas (n)
+  (declare (fixnum n))
+  (let ((w 2) (x 2) (y 1) u v (sign (signum n))) (declare (fixnum sign))
+    (setq n (abs n))
+    (do ((i (1- (integer-length n)) (1- i)))
+        ((< i 0)) 
+        (declare (fixnum i))
+      (setq u (* x x) v (* y y))
+      (if (logbitp i n)
+        (setq y (+ v w) x (+ y (- u) w) w -2)
+        (setq x (- u w) y (+ v w (- x)) w 2) ))
+    (cond 
+      ((or (= 1 sign) (not (logbitp 0 n))) 
+        (setq $next_lucas y) 
+        x )
+      (t 
+        (setq $next_lucas (neg y)) 
+        (neg x) ))))
+
 ;; continued fraction stuff
 
 (defmfun $cfdisrep (a)
@@ -1075,9 +1100,9 @@
 (defun sumsum (e *var* lo hi)
   (let (sum usum)
     (cond ((eq hi '$inf)
-	   (cond (*infsumsimp (isum e))
+	   (cond (*infsumsimp (isum e lo))
 		 ((setq usum (list e)))))
-	  ((sum e 1)))
+	  ((finite-sum e 1 lo hi)))
     (cond ((eq sum nil)
 	   (return-from sumsum (list '(%sum) e *var* lo hi))))
     (setq *plus
@@ -1087,17 +1112,17 @@
 		 *plus))
     (and usum (setq usum (list '(%sum) (simplus (cons '(plus) usum) 1 t) *var* lo hi)))))
 
-(defun sum (e y)
+(defun finite-sum (e y lo hi)
   (cond ((null e))
 	((free e *var*)
 	 (adsum (m* y e (m+ hi 1 (m- lo)))))
 	((poly? e *var*)
-	 (adsum (m* y (fpolysum e))))
-	((eq (caar e) '%binomial) (fbino e y))
+	 (adsum (m* y (fpolysum e lo hi))))
+	((eq (caar e) '%binomial) (fbino e y lo hi))
 	((eq (caar e) 'mplus)
-	 (mapc #'(lambda (q) (sum q y)) (cdr e)))
+	 (mapc #'(lambda (q) (finite-sum q y lo hi)) (cdr e)))
 	((and (or (mtimesp e) (mexptp e) (mplusp e))
-	      (fsgeo e y)))
+	      (fsgeo e y lo hi)))
 	(t
 	 (adusum e)
 	 nil)))
@@ -1111,35 +1136,35 @@
 	 (some #'identity (mapcar #'isum-giveup (cdr e))))
 	(t)))
 
-(defun isum (e)
+(defun isum (e lo)
   (cond ((isum-giveup e)
 	 (setq sum nil usum (list e)))
-	((eq (catch 'isumout (isum1 e)) 'divergent)
+	((eq (catch 'isumout (isum1 e lo)) 'divergent)
 	 (merror (intl:gettext "sum: sum is divergent.")))))
 
-(defun isum1 (e)
-  (cond ((or (free e *var*) (atom e))
+(defun isum1 (e lo)
+  (cond ((free e *var*)
 	 (unless (eq (asksign e) '$zero)
 	   (throw 'isumout 'divergent)))
 	((ratp e *var*)
-	 (adsum (ipolysum e)))
+	 (adsum (ipolysum e lo)))
 	((eq (caar e) 'mplus)
-	 (mapc #'isum1 (cdr e)))
-	( (isgeo e))
+	 (mapc #'(lambda (x) (isum1 x lo)) (cdr e)))
+	( (isgeo e lo))
 	((adusum e))))
 
-(defun ipolysum (e)
-  (ipoly1 ($expand e)))
+(defun ipolysum (e lo)
+  (ipoly1 ($expand e) lo))
 
-(defun ipoly1 (e)
+(defun ipoly1 (e lo)
   (cond ((smono e *var*)
-	 (ipoly2 *a *n (asksign (simplify (list '(mplus) *n 1)))))
+	 (ipoly2 *a *n lo (asksign (simplify (list '(mplus) *n 1)))))
 	((mplusp e)
-	 (cons '(mplus) (mapcar #'ipoly1 (cdr e))))
+	 (cons '(mplus) (mapcar #'(lambda (x) (ipoly1 x lo)) (cdr e))))
 	(t (adusum e)
 	   0)))
 
-(defun ipoly2 (a n sign)
+(defun ipoly2 (a n lo sign)
   (cond ((member (asksign lo) '($zero $negative) :test #'eq)
 	 (throw 'isumout 'divergent)))
   (and (null (equal lo 1))
@@ -1151,7 +1176,7 @@
 	 (list '(mtimes) a ($zeta (meval (list '(mtimes) -1 n)))))
 	((throw 'isumout 'divergent))))
 
-(defun fsgeo (e y)
+(defun fsgeo (e y lo hi)
   (let ((r ($ratsimp (div* (maxima-substitute (list '(mplus) *var* 1) *var* e) e))))
     (cond ((free r *var*)
 	   (adsum
@@ -1162,7 +1187,7 @@
 			(list '(mtimes) -1 (list '(mexpt) r lo)))
 		  (list '(mexpt) (list '(mplus) r -1) -1)))))))
 
-(defun isgeo (e)
+(defun isgeo (e lo)
   (let ((r ($ratsimp (div* (maxima-substitute (list '(mplus) *var* 1) *var* e) e))))
     (and (free r *var*)
 	 (isgeo1 (maxima-substitute lo *var* e)
@@ -1186,8 +1211,8 @@
 ;; fpoly1 returns 1/(n+1)*(bernpoly(foo+1, n+1) - bernpoly(0, n+1)) for each power
 ;; in the polynomial e
 
-(defun fpolysum (e)			;returns *ans*
-  (let ((a (fpoly1 (setq e ($expand ($ratdisrep ($rat e *var*))))))
+(defun fpolysum (e lo hi)			;returns *ans*
+  (let ((a (fpoly1 (setq e ($expand ($ratdisrep ($rat e *var*)))) lo))
 	($prederror))
     (cond ((null a) 0)
 	  ((member lo '(0 1))
@@ -1196,14 +1221,14 @@
 	   (list '(mplus) (maxima-substitute hi 'foo a)
 		 (list '(mtimes) -1 (maxima-substitute (list '(mplus) lo -1) 'foo a)))))))
 
-(defun fpoly1 (e)
+(defun fpoly1 (e lo)
   (cond ((smono e *var*)
-	 (fpoly2 *a *n e))
+	 (fpoly2 *a *n e lo))
 	((eq (caar e) 'mplus)
-	 (cons '(mplus) (mapcar #'fpoly1 (cdr e))))
+	 (cons '(mplus) (mapcar #'(lambda (x) (fpoly1 x lo)) (cdr e))))
 	(t (adusum e) 0)))
 
-(defun fpoly2 (a n e)
+(defun fpoly2 (a n e lo)
   (cond ((null (and (integerp n) (> n -1))) (adusum e) 0)
 	((equal n 0)
 	 (m* (cond ((signp e lo)
@@ -1220,7 +1245,7 @@
 ;;  b) sum(binomial(n-k,k,k,0,n) -> fib(n+1)
 ;;  c) sum(binomial(n,2k),k,0,n) -> 2^(n-1)
 ;;  d) sum(binomial(a+k,b),k,l,h) -> binomial(h+a+1,b+1) - binomial(l+a,b+1)
-(defun fbino (e y)
+(defun fbino (e y lo hi)
   ;; e=binomial(n,d)
   (prog (n d l h)
      ;; check that n and d are linear in *var*
@@ -1574,6 +1599,6 @@
 				  t)))
 	       (cons lin 1)))))
 
-(declare-top (unspecial *mfactl *factlist donel nn* dn* ans var
-			*var* *ans* *n *a* hi lo
+(declare-top (unspecial *mfactl *factlist donel nn* dn*
+			*var* *ans* *n *a*
 			*infsumsimp *times *plus sum usum makef))
diff -Nru maxima-5.28.0/src/comm.lisp maxima-5.29.1/src/comm.lisp
--- maxima-5.28.0/src/comm.lisp	2012-05-16 15:35:15.000000000 +0000
+++ maxima-5.29.1/src/comm.lisp	2012-12-04 05:54:49.000000000 +0000
@@ -14,7 +14,7 @@
 
 (declare-top (special $exptsubst $linechar $nolabels $inflag $piece $dispflag
 		      $gradefs $props $dependencies derivflag derivlist
-		      $linenum $partswitch linelable nn* dn*
+		      $linenum $partswitch *linelabel* nn* dn*
 		      $powerdisp atvars $errexp $derivsubst $dotdistrib
 		      $opsubst $subnumsimp $transrun in-p substp $sqrtdispflag
 		      $pfeformat dummy-variable-operators))
@@ -63,9 +63,7 @@
       $gradefs '((mlist simp))
       $dependencies '((mlist simp))
       atvars '($@1 $@2 $@3 $@4)
-      lnorecurse nil
       $derivsubst nil
-      timesp nil
       $opsubst t
       in-p nil
       substp nil)
@@ -133,17 +131,14 @@
                            (let (($simp t)) (resimplify z)))
                         (setq z (maxima-substitute (cdar l) (caar l) z))))))))))
 
-(declare-top (special x y oprx opry negxpty timesp))
-
 (defmfun maxima-substitute (x y z) ; The args to SUBSTITUTE are assumed to be simplified.
-  (declare (special x y ))
   (let ((in-p t) (substp t))
     (if (and (mnump y) (= (signum1 y) 1))
 	(let ($sqrtdispflag ($pfeformat t)) (setq z (nformat-all z))))
     (simplifya
      (if (atom y)
 	 (cond ((equal y -1)
-		(setq y '((mminus) 1)) (subst2 (nformat-all z)))
+		(setq y '((mminus) 1)) (subst2 x y (nformat-all z) nil nil)) ;; negxpty and timesp don't matter in this call since (caar y) != 'mexpt
 	       (t
 		(cond ((and (not (symbolp x))
 			    (functionp x))
@@ -151,15 +146,12 @@
 			 (setf (get  tem  'operators) 'application-operator)
 			 (setf (symbol-function tem) x)
 			 (setq x tem))))
-		(let ((oprx (getopr x)) (opry (getopr y)))
-		  (declare (special oprx opry ))
-		  (subst1 z))))
+		(subst1 x y z)))
 	 (let ((negxpty (if (and (eq (caar y) 'mexpt)
 				 (= (signum1 (caddr y)) 1))
 			    (mul2 -1 (caddr y))))
 	       (timesp (if (eq (caar y) 'mtimes) (setq y (nformat y)))))
-	   (declare (special negxpty timesp))
-	   (subst2 z)))
+	   (subst2 x y z negxpty timesp)))
      nil)))
 
 ;;Remainder of page is update from F302 --gsb
@@ -167,17 +159,18 @@
 ;;Used in COMM2 (AT), limit, and below.
 (defvar dummy-variable-operators '(%product %sum %laplace %integrate %limit %at))
 
-(defun subst1 (z)			; Y is an atom
+(defun subst1 (x y z)			; Y is an atom
   (cond ((atom z) (if (equal y z) x z))
-	((specrepp z) (subst1 (specdisrep z)))
+	((specrepp z) (subst1 x y (specdisrep z)))
 	((eq (caar z) 'bigfloat) z)
 	((and (eq (caar z) 'rat) (or (equal y (cadr z)) (equal y (caddr z))))
-	 (div (subst1 (cadr z)) (subst1 (caddr z))))
+	 (div (subst1 x y (cadr z)) (subst1 x y (caddr z))))
 	((at-substp z) (subst-except-second-arg x y z))
 	((and (eq y t) (eq (caar z) 'mcond))
-	 (list (cons (caar z) nil) (subst1 (cadr z)) (subst1 (caddr z))
-	       (cadddr z) (subst1 (car (cddddr z)))))
-	(t (let ((margs (mapcar #'subst1 (cdr z))))
+	 (list (cons (caar z) nil) (subst1 x y (cadr z)) (subst1 x y (caddr z))
+	       (cadddr z) (subst1 x y (car (cddddr z)))))
+	(t (let ((margs (mapcar #'(lambda (z1) (subst1 x y z1)) (cdr z)))
+                 (oprx (getopr x)) (opry (getopr y)))
 	     (if (and $opsubst
 		      (or (eq opry (caar z))
 			  (and (eq (caar z) 'rat) (eq opry 'mquotient))))
@@ -196,10 +189,10 @@
 		     (subst0 (cons (cons oprx nil) margs) z))
 		 (subst0 (cons (cons (caar z) nil) margs) z))))))
 
-(defun subst2 (z)
+(defun subst2 (x y z negxpty timesp)
   (let (newexpt)
     (cond ((atom z) z)
-	  ((specrepp z) (subst2 (specdisrep z)))
+	  ((specrepp z) (subst2 x y (specdisrep z) negxpty timesp))
 	  ((and *atp* (member (caar z) '(%derivative %laplace) :test #'eq)) z)
 	  ((at-substp z) z)
 	  ((alike1 y z) x)
@@ -213,7 +206,7 @@
 	   (let ((tail (subst-diff-match (cddr y) (cdr z))))
 	     (cond ((null tail) z)
 		   (t (cons (cons (caar z) nil) (cons x (cdr tail)))))))
-	  (t (recur-apply #'subst2 z)))))
+	  (t (recur-apply #'(lambda (z1) (subst2 x y z1 negxpty timesp)) z)))))
 
 ;; replace y with x in z, but leave z's second arg unchanged.
 ;; This is for cases like at(integrate(x, x, a, b), [x=3])
@@ -226,14 +219,12 @@
        (list (car z)
              (if (eq y (third z))     ; if (third z) is new var that shadows y
                  (second z)           ; leave (second z) unchanged
-                 (subst1 (second z))) ; otherwise replace y with x in (second z)
+                 (subst1 x y (second z))) ; otherwise replace y with x in (second z)
              (third z))               ; never change integration var
-       (mapcar (lambda (z) (subst1 z)); do subst in limits of integral
+       (mapcar (lambda (z) (subst1 x y z)); do subst in limits of integral
                (cdddr z))))
     (t z)))
 
-(declare-top (unspecial x y oprx opry negxpty timesp))
-
 (defmfun subst0 (new old)
   (cond ((atom new) new)
 	((alike (cdr new) (cdr old))
@@ -755,7 +746,7 @@
     (setq tim (get-internal-run-time))
     (let ((*display-labels-p* nil))
       (declare (special *display-labels-p*))
-      (displa (list '(mlable) (if lablist linelable) ans)))
+      (displa (list '(mlabel) (if lablist *linelabel*) ans)))
     (mterpri)
     (timeorg tim)))
 
@@ -780,8 +771,8 @@
   (if (not (checklabel $linechar)) (setq $linenum (1+ $linenum)))
   (let (($nolabels nil)) ; <-- This is pretty ugly. MAKELABEL should take another argument.
     (makelabel $linechar))
-  (setf (symbol-value linelable) e)
-  linelable)
+  (setf (symbol-value *linelabel*) e)
+  *linelabel*)
 
 (defmfun $dispterms (e)
   (cond ((or (atom e) (eq (caar e) 'bigfloat)) (displa e))
@@ -1289,40 +1280,40 @@
                                (coeff-contains-powers e var)) (cdr e))))
         (t nil)))
 
-(declare-top (special powers var hiflg num flag))
-
-(defmfun $hipow (e var)
-  (findpowers e t))
-
-;; These work best on expanded "simple" expressions.
-
-(defmfun $lopow (e var)
-  (findpowers e nil))
-
-(defun findpowers (e hiflg)
-  (let (powers num flag)
-    (findpowers1 e)
-    (cond ((null powers) (if (null num) 0 num))
-	  (t (when num (setq powers (cons num powers)))
-	     (maximin powers (if hiflg '$max '$min))))))
-
-(defun findpowers1 (e)
-  (cond ((alike1 e var) (checkpow 1))
-	((atom e))
-	((eq (caar e) 'mplus)
-	 (cond ((not (freel (cdr e) var))
-		(do ((e (cdr e) (cdr e))) ((null e))
-		  (setq flag nil) (findpowers1 (car e))
-		  (if (null flag) (checkpow 0))))))
-	((and (eq (caar e) 'mexpt) (alike1 (cadr e) var)) (checkpow (caddr e)))
-	((specrepp e) (findpowers1 (specdisrep e)))
-	(t (mapc #'findpowers1 (cdr e)))))
-
-(defun checkpow (pow)
-  (setq flag t)
-  (cond ((not (numberp pow)) (setq powers (cons pow powers)))
-	((null num) (setq num pow))
-	(hiflg (if (> pow num) (setq num pow)))
-	((< pow num) (setq num pow))))
+(let (my-powers my-num my-flag)
+  (declare (special my-powers my-num my-flag))
 
-(declare-top (unspecial powers var hiflg num flag))
+  (defmfun $hipow (e var)
+    (findpowers e t var))
+  
+  ;; These work best on expanded "simple" expressions.
+  
+  (defmfun $lopow (e var)
+    (findpowers e nil var))
+  
+  (defun findpowers (e hiflg var)
+    (let (my-powers my-num my-flag)
+      (declare (special my-powers my-num my-flag))
+      (findpowers1 e hiflg var)
+      (cond ((null my-powers) (if (null my-num) 0 my-num))
+  	  (t (when my-num (setq my-powers (cons my-num my-powers)))
+  	     (maximin my-powers (if hiflg '$max '$min))))))
+  
+  (defun findpowers1 (e hiflg var)
+    (cond ((alike1 e var) (checkpow 1 hiflg))
+  	((atom e))
+  	((eq (caar e) 'mplus)
+  	 (cond ((not (freel (cdr e) var))
+  		(do ((e (cdr e) (cdr e))) ((null e))
+  		  (setq my-flag nil) (findpowers1 (car e) hiflg var)
+  		  (if (null my-flag) (checkpow 0 hiflg))))))
+  	((and (eq (caar e) 'mexpt) (alike1 (cadr e) var)) (checkpow (caddr e) hiflg))
+  	((specrepp e) (findpowers1 (specdisrep e) hiflg var))
+  	(t (mapc #'(lambda (x) (findpowers1 x hiflg var)) (cdr e)))))
+  
+  (defun checkpow (pow hiflg)
+    (setq my-flag t)
+    (cond ((not (numberp pow)) (setq my-powers (cons pow my-powers)))
+  	((null my-num) (setq my-num pow))
+  	(hiflg (if (> pow my-num) (setq my-num pow)))
+  	((< pow my-num) (setq my-num pow)))))
diff -Nru maxima-5.28.0/src/comm2.lisp maxima-5.29.1/src/comm2.lisp
--- maxima-5.28.0/src/comm2.lisp	2012-08-05 03:45:13.000000000 +0000
+++ maxima-5.29.1/src/comm2.lisp	2012-12-04 05:54:49.000000000 +0000
@@ -131,7 +131,7 @@
 ;;;; AT
 
 ;;dummy-variable-operators is defined in COMM, which uses it inside of SUBST1.
-(declare-top (special atvars ateqs *atp* munbound dummy-variable-operators))
+(declare-top (special atvars *atp* munbound dummy-variable-operators))
 
 (defmfun $atvalue (exp eqs val)
   (let (dl vl fun)
@@ -170,19 +170,20 @@
 (defun simp-%at (expr ignored simp-flag)
   (declare (ignore ignored))
   (twoargcheck expr)
-  (let ((arg (simpcheck (cadr expr) simp-flag))
-        (eqn (if ($listp (caddr expr))
-                 (cons '(mlist simp) (cdr ($sort (caddr expr))))
-                 (caddr expr))))
+  (let* ((arg (simpcheck (cadr expr) simp-flag))
+        (e (resimplify (caddr expr)))
+        (eqn (if ($listp e)
+                 (cons '(mlist simp) (cdr ($sort e)))
+                 e)))
     (cond (($constantp arg) arg)
           ((alike1 eqn '((mlist))) arg)
           (t (eqtest (list '(%at) arg eqn) expr)))))
 
 (defmfun $at (expr ateqs)
   (if (notloreq ateqs) (improper-arg-err ateqs '$at))
-  (atscan (let ((*atp* t)) ($psubstitute ateqs expr))))
+  (atscan (let ((*atp* t)) ($psubstitute ateqs expr)) ateqs))
 
-(defun atscan (expr)
+(defun atscan (expr ateqs)
   (cond ((or (atom expr)
              (eq (caar expr) 'mrat)
              (like ateqs '((mlist))))
@@ -199,7 +200,7 @@
         ((member (caar expr) dummy-variable-operators :test #'eq)
          (list '(%at) expr ateqs))
         ((at1 expr))
-        (t (recur-apply #'atscan expr))))
+        (t (recur-apply #'(lambda (x) (atscan x ateqs)) expr))))
 
 (defun at1 (expr)
   (atfind (caar expr) (cdr expr) (listof0s (cdr expr))))
@@ -323,34 +324,18 @@
 
 ;;;; RTCON
 
-(declare-top (special $radexpand $domain radpe))
+(declare-top (special $radexpand $domain))
 
 (defmvar $rootsconmode t)
 
 (defun $rootscontract (e)	       ; E is assumed to be simplified
   (let ((radpe (and $radexpand (not (eq $radexpand '$all)) (eq $domain '$real)))
 	($radexpand nil))
-    (rtcon e)))
+    (rtcon e radpe)))
 
-(defun rtcon (e)
+(defun rtcon (e radpe)
   (cond ((atom e) e)
 	((eq (caar e) 'mtimes)
-;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;
-; This code does the substitution %i -> (-1)*(-1)^(-1/2) for expressions
-; like %i/expr. In most cases this causes a wrong result, e.g. 
-; bug ID: 2820202 - rootscontract(%i/2) --> -%i/2. The only case this codes 
-; works is for expressions like %i/sqrt(x) --> -1/sqrt(x). It is doubtful that 
-; this simplification is useful.
-; To get correct results in general, this code is commented out. DK 08/2009.
-; 
-;	 (if (and (not (free e '$%i))
-;		  (let ((num ($num e)))
-;		    (and (not (alike1 e num))
-;			 (or (eq num '$%i)
-;			     (and (not (atom num)) (member '$%i num :test #'eq)
-;				  (member '$%i (rtcon num) :test #'eq))))))
-;	     (setq e (list* (car e) -1 '((mexpt) -1 ((rat simp) -1 2))
-;			    (delete '$%i (copy-list (cdr e)) :count 1 :test #'eq))))
 	 (do ((x (cdr e) (cdr x)) (roots) (notroots) (y))
 	     ((null x)
 	      (cond ((null roots) (subst0 (cons '(mtimes) (nreverse notroots)) e))
@@ -365,7 +350,7 @@
 						 (rtcon
 						  (rtc-fixitup
 						   (rtc-divide-by-gcd roots gcd)
-						   nil))
+						   nil) radpe)
 						 1)
 					   nil)))
 				   ((eq $rootsconmode '$all)
@@ -379,16 +364,16 @@
 		 ((and (eq (caaar x) 'mexpt) (ratnump (setq y (caddar x))))
 		  (setq roots (rt-separ (list (caddr y)
 					      (list '(mexpt)
-						    (rtcon (cadar x)) (cadr y)))
+						    (rtcon (cadar x) radpe) (cadr y)))
 					roots)))
 
 		 ((and radpe (eq (caaar x) 'mabs))
-		  (setq roots (rt-separ (list 2 `((mexpt) ,(rtcon (cadar x)) 2) 1)
+		  (setq roots (rt-separ (list 2 `((mexpt) ,(rtcon (cadar x) radpe) 2) 1)
 					roots)))
-		 (t (setq notroots (cons (rtcon (car x)) notroots))))))
+		 (t (setq notroots (cons (rtcon (car x) radpe) notroots))))))
 	((and radpe (eq (caar e) 'mabs))
-	 (power (power (rtcon (cadr e)) 2) '((rat simp) 1 2)))
-	(t (recur-apply #'rtcon e))))
+	 (power (power (rtcon (cadr e) radpe) 2) '((rat simp) 1 2)))
+	(t (recur-apply #'(lambda (x) (rtcon x radpe)) e))))
 
 ;; RT-SEPAR separates like roots into their appropriate "buckets",
 ;; where a bucket looks like:
@@ -521,16 +506,14 @@
 
 ;;;; ARITHF
 
-(declare-top (special lnorecurse))
-
-(defmfun $fibtophi (e)
+(defmfun $fibtophi (e &optional (lnorecurse nil))
   (cond ((atom e) e)
 	((eq (caar e) '$fib)
-	 (setq e (cond (lnorecurse (cadr e)) (t ($fibtophi (cadr e)))))
+	 (setq e (cond (lnorecurse (cadr e)) (t ($fibtophi (cadr e) lnorecurse))))
 	 (let ((phi (meval '$%phi)))
 	   (div (add2 (power phi e) (neg (power (add2 1 (neg phi)) e)))
 		(add2 -1 (mul2 2 phi)))))
-	(t (recur-apply #'$fibtophi e))))
+	(t (recur-apply #'(lambda (x) ($fibtophi x lnorecurse)) e))))
 
 (defmspec $numerval (l) (setq l (cdr l))
 	  (do ((l l (cddr l)) (x (ncons '(mlist simp)))) ((null l) x)
@@ -543,21 +526,20 @@
 	    (add2lnc (car l) $props)
 	    (nconc x (ncons (car l)))))
 
-(declare-top (special powers var depvar))
-
-(defmfun $derivdegree (e depvar var)
-  (let (powers) (derivdeg1 e) (if (null powers) 0 (maximin powers '$max))))
+(let (my-powers)
+  (declare (special my-powers))
 
-(defun derivdeg1 (e)
-  (cond ((or (atom e) (specrepp e)))
-	((eq (caar e) '%derivative)
-	 (cond ((alike1 (cadr e) depvar)
-		(do ((l (cddr e) (cddr l))) ((null l))
-		  (cond ((alike1 (car l) var)
-			 (return (setq powers (cons (cadr l) powers)))))))))
-	(t (mapc 'derivdeg1 (cdr e)))))
+  (defmfun $derivdegree (e depvar var)
+    (let (my-powers) (declare (special my-powers)) (derivdeg1 e depvar var) (if (null my-powers) 0 (maximin my-powers '$max))))
 
-(declare-top (unspecial powers var depvar))
+  (defun derivdeg1 (e depvar var)
+    (cond ((or (atom e) (specrepp e)))
+	  ((eq (caar e) '%derivative)
+	   (cond ((alike1 (cadr e) depvar)
+		  (do ((l (cddr e) (cddr l))) ((null l))
+		    (cond ((alike1 (car l) var)
+			   (return (setq my-powers (cons (cadr l) my-powers)))))))))
+	  (t (mapc #'(lambda (x) (derivdeg1 x depvar var)) (cdr e))))))
 
 ;;;; BOX
 
@@ -586,22 +568,18 @@
       x
       (coerce (mstring x) 'string)))
 
-(declare-top (special label))
-
 (defmfun $rembox (e &optional (l nil l?))
   (let ((label (if l? (box-label l) '(nil))))
-    (rembox1 e)))
+    (rembox1 e label)))
 
-(defun rembox1 (e)
+(defun rembox1 (e label)
   (cond ((atom e) e)
 	((or (and (eq (caar e) 'mbox)
 		  (or (equal label '(nil)) (member label '($unlabelled $unlabeled) :test #'eq)))
 	     (and (eq (caar e) 'mlabox)
 		  (or (equal label '(nil)) (equal label (caddr e)))))
-	 (rembox1 (cadr e)))
-	(t (recur-apply #'rembox1 e))))
-
-(declare-top (unspecial label))
+	 (rembox1 (cadr e) label))
+	(t (recur-apply #'(lambda (x) (rembox1 x label)) e))))
 
 ;;;; MAPF
 
@@ -801,28 +779,7 @@
 
 ;;;; ALIAS
 
-(declare-top (special aliaslist aliascntr greatorder lessorder))
-
-(defmspec $makeatomic (l)
-  (setq l (cdr l))
-  (do ((l l (cdr l)) (bas) (x))
-      ((null l) '$done)
-    (if (or (atom (car l))
-	    (not (or (setq x (member (caaar l) '(mexpt mncexpt) :test #'eq))
-		     (member 'array (cdaar l) :test #'eq))))
-	(improper-arg-err (car l) '$makeatomic))
-    (if x
-	(setq bas (cadar l) x (and (atom (caddar l)) (caddar l)))
-	(setq bas (caaar l) x (and (atom (cadar l)) (cadar l))))
-    (unless (atom bas)
-      (improper-arg-err (car l) '$makeatomic))
-    (setq aliaslist
-	  (cons (cons (car l)
-		      (implode
-		       (nconc (exploden bas)
-			      (or (and x (exploden x)) (ncons '| |))
-			      (cons '$ (mexploden (incf aliascntr))))))
-		aliaslist))))
+(declare-top (special greatorder lessorder))
 
 (defmspec $ordergreat (l)
   (if greatorder (merror (intl:gettext "ordergreat: reordering is not allowed.")))
diff -Nru maxima-5.28.0/src/compat.lisp maxima-5.29.1/src/compat.lisp
--- maxima-5.28.0/src/compat.lisp	2011-08-21 19:26:02.000000000 +0000
+++ maxima-5.29.1/src/compat.lisp	2012-12-04 05:54:49.000000000 +0000
@@ -30,48 +30,3 @@
 (defun concat (&rest args)
   (intern (format nil "~{~A~^~}" args)))
 
-;;; On the 3600, STORE isn't implemented.  So, implement enough of
-;;; it here to satisfy the cases the Macsyma uses.  I have yet to find
-;;; it using complicated side effects of the array reference -- it's either
-;;; a (STORE (ARRAYCALL ...) ...) or a (STORE (FUNCALL ...) ...) or else
-;;; a (STORE (array-called-as-function ...) ...).  So, assume that if the CAR
-;;; of the first form isn't ARRAYCALL or FUNCALL, then it's a STORE of the third
-;;; form.
-
-(defun store-macro-helper (array-ref new-value)
-  ;;this is redundant and should be caught by store but a bug in compiler..
-  (cond ((or (eql (car array-ref) 'aref) (equal (car array-ref) '(function aref)))
-	 `(setf (aref ,@(cdr array-ref)) ,new-value))
-	(t
-	 (case (length array-ref)
-	   (2 `(store-internal-1d ,@array-ref ,new-value))
-	   (3 `(store-internal-2d ,@array-ref ,new-value))
-	   (otherwise (error "Cannot expand `store' for array reference ~S" array-ref))))))
-
-(defmacro store (array-ref new-value &aux expand-1 &environment env)
-  (cond ((not (member (car array-ref) '(aref arraycall) :test #'eq))
-	 (setq expand-1 (macroexpand-1 array-ref env))
-	 (setq array-ref
-	       (cond ((member (car expand-1) '(aref arraycall) :test #'eq)
-		      expand-1)
-		     (t  (macroexpand array-ref env))))))
-
-  (case (first array-ref)
-    (funcall (store-macro-helper (cdr array-ref) new-value))
-    ;;the arrays ought to all be on in the symbol location by now --wfs
-    (arraycall `(setf ,array-ref ,new-value))
-    (aref `(setf ,array-ref ,new-value))
-    (otherwise (store-macro-helper `(#',(first array-ref) . ,(cdr array-ref)) new-value))))
-
-
-(defun store-internal-1d (array-spec index new-value)
-  (loop until (arrayp array-spec)
-     do (cond ((symbolp array-spec) (setq array-spec (symbol-array array-spec)))
-	      (t (error "`store' failed -- can't find array for ~S" array-spec))))
-  (setf (aref array-spec index) new-value))
-
-(defun store-internal-2d (array-spec i1 i2 new-value)
-  (loop until (arrayp array-spec)
-     do (cond ((symbolp array-spec) (setq array-spec (symbol-array array-spec)))
-	      (t (error "`store' failed -- can't find array for ~S" array-spec))))
-  (setf (aref array-spec i1 i2) new-value))
diff -Nru maxima-5.28.0/src/csimp.lisp maxima-5.29.1/src/csimp.lisp
--- maxima-5.28.0/src/csimp.lisp	2012-08-05 03:45:13.000000000 +0000
+++ maxima-5.29.1/src/csimp.lisp	2012-12-04 05:54:49.000000000 +0000
@@ -20,11 +20,11 @@
 (load-macsyma-macros rzmac)
 
 (declare-top (special $nointegrate $lhospitallim $tlimswitch $limsubst
-		      $abconvtest complex-limit plogabs))
+		      $abconvtest plogabs))
 
 (setq $demoivre nil rsn* nil $nointegrate nil $lhospitallim 4
       $tlimswitch t $limsubst nil $abconvtest nil
-      complex-limit nil plogabs nil)
+      plogabs nil)
 
 ;; Simplified shortcuts of constant expressions involving %pi.
 (defvar %p%i '((mtimes) $%i $%pi))
diff -Nru maxima-5.28.0/src/csimp2.lisp maxima-5.29.1/src/csimp2.lisp
--- maxima-5.28.0/src/csimp2.lisp	2012-08-05 03:45:13.000000000 +0000
+++ maxima-5.29.1/src/csimp2.lisp	2012-12-04 05:54:49.000000000 +0000
@@ -733,8 +733,8 @@
 	     (mul2 d b1)))))
 
 (declare-top (special $globalsolve $backsubst $dispflag
-		      $linsolve_params $%rnum_list ax linelable $linechar 
-		      $linenum sol *mosesflag))
+		      $linsolve_params $%rnum_list ax *linelabel* $linechar 
+		      $linenum *mosesflag))
 
 (defun xrutout (ax n m varl ind)
   (let (($linsolve_params (and $backsubst $linsolve_params)))
@@ -773,20 +773,20 @@
        (do ((ll zz (cdr ll)))
 	   ((null ll))
 	 (setq zzz (car ll))
-	 (setq zzz (list '(mlable)
+	 (setq zzz (list '(mlabel)
 			 (progn
 			   (if chk
 			       (setq chk nil)
 			       (incf $linenum))
 			   (let (($nolabels nil))
 			     (makelabel $linechar))
-			   linelable)
-			 (set linelable zzz)))
-	 (nconc sol (ncons linelable))
+			   *linelabel*)
+			 (set *linelabel* zzz)))
+	 (nconc sol (ncons *linelabel*))
 	 (cond ($dispflag
 		(setq tim (get-internal-run-time))
 		(mtell-open "~%~M" zzz)
 		(timeorg tim))
 	       (t
-		(putprop linelable t 'nodisp))))
+		(putprop *linelabel* t 'nodisp))))
        (return sol))))
diff -Nru maxima-5.28.0/src/defopt.lisp maxima-5.29.1/src/defopt.lisp
--- maxima-5.28.0/src/defopt.lisp	2011-08-21 19:26:02.000000000 +0000
+++ maxima-5.29.1/src/defopt.lisp	1970-01-01 00:00:00.000000000 +0000
@@ -1,17 +0,0 @@
-;;; -*-  Mode: Lisp; Package: Maxima; Syntax: Common-Lisp; Base: 10 -*- ;;;;
-;;;     (c) Copyright 1980 Massachusetts Institute of Technology         ;;;
-;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;
-
-(in-package :maxima)
-
-(macsyma-module defopt macro)
-
-;; For defining optimizers which run on various systems.
-;; Q: What is an optimizer?
-;; A: A transformation which takes place in the compiler.
-
-;; ***==> Right now, DEFOPT is used just like you would a DEFMACRO <==***
-;; (defopt   )
-
-(defmacro defopt (&rest other)
-  `(define-compiler-macro ,@other))
diff -Nru maxima-5.28.0/src/displa.lisp maxima-5.29.1/src/displa.lisp
--- maxima-5.28.0/src/displa.lisp	2012-04-29 20:56:49.000000000 +0000
+++ maxima-5.29.1/src/displa.lisp	2012-12-09 21:42:55.000000000 +0000
@@ -18,13 +18,6 @@
 
 (declare-top (special $linel))
 
-(defmvar $cursordisp t
-  "If T, causes expressions to be drawn by the displayer in logical
-	  sequence.  This only works with a console which can do cursor movement.
-	  If NIL, expressions are simply printed line by line.
-	  CURSORDISP is NIL when a WRITEFILE is in effect."
-  no-reset)
-
 (defmvar $stardisp nil
   "Causes factors of products to be separated by * when displayed.")
 
@@ -40,14 +33,6 @@
   "Causes symbols not having $ as the first character in their pnames
 	 to be preceded with a ? when displayed.")
 
-;; This may be flushed in the future if nobody dislikes the graphics crocks.
-
-(defmvar $linedisp t
-  "Causes quotients, matrices, and boxes to be drawn with straight
-	 lines, if possible.  This will work on graphic terminals or
-	 video terminals with line drawing character sets.  If enabled,
-	 the values of LMXCHAR, RMXCHAR, ABSBOXCHAR, and BOXCHAR are ignored.")
-
 (defmvar $derivabbrev nil)
 
 (defmvar $noundisp nil)
@@ -71,8 +56,6 @@
 ;; for each window.  Set them here, anyway, so that RETRIEVE can be called from
 ;; top level.  The size of TOP-WINDOW is wired in here.
 
-(setq smart-tty nil rubout-tty nil scrollp t)
-
 (setq linel 79. $linel 79. ttyheight 24.)
 
 (defvar linearray (make-array 80. :initial-element nil))
@@ -81,32 +64,6 @@
   (let ((*standard-output* stream))
     (displa form)))
 
-(defun maxima-draw-form (form &key (stream *standard-output*) (at-x 0) (at-y 0)
-			 $linedisp $cursordisp &aux dim-list)
-  "First try at getting an interface to allow one to draw a form at any
-  position. The at-x and at-y amount to the initial position which will be in
-  the middle left of a matrix, or the main line for a polynomial.  On a stream
-  which does no cursorpositioning it would be top left corner at the call and
-  spaced over by at-y. It can't tell where it is in the line, already so you have to tell it
-  where to begin, or if it occurs in a format command go back to last % to get offset."
-  (let ((*standard-output* stream) )
-    (unwind-protect
-	 (let ((mratp (checkrat form))
-	       (#.writefilep #.writefilep)
-	       (maxht     1) (maxdp   0) (width   0)
-	       (height    0) (depth   0) (level   0) (size   2)
-	       (break     0) (right   0) (lines   1) bkpt
-	       (bkptwd    0) (bkptht  1) (bkptdp  0) (bkptout 0)
-	       (bkptlevel 0) in-p)
-	   (setq dim-list (dimension form nil 'mparen 'mparen 0 0))
-	   (cond ($cursordisp  (draw-2d (nreverse dim-list) at-x at-y))
-		 (t
-		  (draw-linear (nreverse dim-list) (+ at-x height) at-y)
-		  (loop for i downfrom (1- (length linearray)) to 0
-		     when (aref linearray i)
-		     do (output-linear-one-line i)))))
-      (fill linearray nil))))
-
 (defvar *alt-display2d* nil)
 (defvar *alt-display1d* nil)
 
@@ -138,6 +95,17 @@
 		 (apply *alt-display1d* form ())
 		 (linear-displa form))))))
 
+;;; (LINEAR-DISPLA )
+;;;
+;;; Display text linearly. This function should be usable in any case
+;;;  DISPLA is usable and will attempt to do something reasonable with
+;;;  its input.
+
+(defun linear-displa (form)
+  (fresh-line *standard-output*)
+  (mgrind form *standard-output*)
+  (terpri))
+
 (defmvar $display_format_internal nil
   "Setting this TRUE can help give the user a greater understanding
 	 of the behavior of maxima on certain of his problems,
@@ -609,28 +577,16 @@
 ;;    ----------------------------------
 ;; (Likewise for X2, H2, D2, W2 in the denominator)
 
-;; Hack to recycle slots on the stack.  Compiler should be doing this.
-;; Use different names to preserve sanity.
-
-(defvar x1)
-(defvar x2)
-
-(eval-when
-    #+gcl (compile load eval)
-    #-gcl (:compile-toplevel :load-toplevel :execute)
-  (setq x1 'h1 x2 'd2))
-
-
 (defun dratio (result num w1 h1 d1 den w2 h2 d2)
   (setq width (max w1 w2)
 	height (+ 1 h1 d1)
 	depth (+ h2 d2))
-  (setq #.x1 (truncate (- width w1) 2)
-	#.x2 (truncate (- width w2) 2))
+  (setq h1 (truncate (- width w1) 2)
+	d2 (truncate (- width w2) 2))
   (update-heights height depth)
-  (push `(,#.x1 ,(1+ d1) . ,num) result)
-  (push `(,(- #.x2 (+ #.x1 w1)) ,(- h2) . ,den) result)
-  (push `(,(- 0 #.x2 w2) 0) result)
+  (push `(,h1 ,(1+ d1) . ,num) result)
+  (push `(,(- d2 (+ h1 w1)) ,(- h2) . ,den) result)
+  (push `(,(- 0 d2 w2) 0) result)
   (push `(d-hbar ,width) result)
   result)
 
@@ -1171,7 +1127,8 @@
   (if (null (cddr form)) (dimension (cadr form) result lop rop 0 0)
       (dimension-nary form result)))
 
-(displa-def mlable dim-mlabel 0 0)
+(displa-def mlabel dim-mlabel 0 0)
+(setf (get 'mlabel 'wxxml) 'wxxml-mlable) ;; backwards-compatibility for wxMaxima
 
 (defvar *display-labels-p* t)
 
@@ -1186,7 +1143,7 @@
 		    w (1+ width) h height d depth)))
      (let ((level linel)) (checkbreak result w))
      (setq dummy (list 0 0))
-     (setq result (dimension (caddr form) (cons dummy result) 'mlable rop w right))
+     (setq result (dimension (caddr form) (cons dummy result) 'mlabel rop w right))
      (cond ((and (not $leftjust) (= 0 bkptout))
 	    (rplaca dummy (max 0 (- (truncate (- linel width) 2) w)))
 	    (setq width (+ (car dummy) width))))
@@ -1281,8 +1238,6 @@
 ;; position.  Why this is done is beyond me.  It only appears to complicate
 ;; things.
 
-;; There are two basic output functions.  OUTPUT-2D draws equations in the same
-;; order they are dimensioned, and OUTPUT-LINEAR draws equations line by line.
 ;; When a  is invoked, the first argument passed to it is a
 ;; flag which is T for linear output and NIL for 2D output.  A
 ;;  is also expected to return the new column position.
@@ -1297,17 +1252,12 @@
     ;; If output is turned off to the console and no WRITEFILE is taking
     ;; place, then don't output anything.
     ((and #.ttyoff (not #.writefilep)))
-    ;; If the terminal can't do cursor movement, or we are writing
-    ;; to a WRITEFILE (#.writefilep is on) or the terminal is scrolling or
-    ;; something else random, then draw equations line by line.
+    ;; Constant 80. in this test appears to be the size of LINEARRAY.
     ((> (+ bkptht bkptdp) 80.)
-     ;; IS IT STILL POSSIBLE TO EVER TRIGGER THE FOLLOWING MESSAGE ??
+     ;; I suppose we could reallocate LINEARRAY to some larger size and keep going here ...
      (merror (intl:gettext "display: expression is too tall to be displayed.")))
-    ((or (not (and smart-tty $cursordisp))
-	 #.writefilep scrollp (> (+ bkptht bkptdp) (- ttyheight 2)))
-     (output-linear (nreverse result) w))
-    ;; Otherwise, draw equations in the same order as they are dimensioned.
-    (t (output-2d (nreverse result) w))))
+    (t
+     (output-linear (nreverse result) w))))
 
 ;; Output function for terminals without cursor positioning capability.
 ;; Characters are drawn into LINEARRAY instead.  Each element of LINEARRAY is a
@@ -1352,7 +1302,7 @@
    oldrow and oldcol are the starting points for the the (dx,dy) offsets
    given in the dimension string DMSTR.  It does not check that oldrow
    is big enough for possible negative y offsets in DMSTR, but BKPTDP is the
-   right global to use for  oldrow (see Draw-2d)."
+   right global to use for  oldrow."
   (do ((line))
       ((null dmstr))
     (cond ((atom (car dmstr))
@@ -1383,54 +1333,6 @@
   ;; Be sure to return this.
   oldcol)
 
-;; Output function for terminals with cursor positioning capability.  Draws
-;; equations in the order they are dimensioned.  To be efficient, it does block
-;; mode i/o into a stream called DISPLAY-FILE, set up in ALJABR;LOADER.
-;; This function is not used if a WRITEFILE is taking place.
-
-(defun output-2d (result w &aux (h 0))
-  (setq oldrow 0
-	oldcol 0
-	h (+ oldrow bkptht bkptdp))
-  (cursorpos* oldrow 0)
-  ;; Move the cursor vertically until we are at the bottom line of the
-  ;; new expression.
-  (do ()
-      ((= h oldrow))
-    (tyo* #\newline)
-    (incf oldrow))
-  (draw-2d result (- oldrow bkptdp 1) w)
-  (cursorpos* (setq h (min (- ttyheight 2) h)) 0))
-
-;; For now, cursor movement is only available on ITS and the Lisp
-;; Machine.  But define this to catch possible errors.
-
-(defun draw-2d (dmstr row col)
-  (cursorpos* row col)
-  (do ((l dmstr))
-      ((null l))
-    (cond ((integerp (car l)) (tyo* (car l)) (pop l))
-	  ((integerp (caar l))
-	   (setq col oldcol)
-	   (do ()
-	       ((or (integerp (car l)) (not (integerp (caar l)))))
-	     (cond
-	       ((null (cddar l)) (setq col (+ col (caar l))))
-	       (t (draw-2d (reverse (cddar l))
-			   (-  row (cadar l)) (+ col (caar l)))
-		  (setq col oldcol)))
-	     (pop l))
-	   (cursorpos* row col))
-	  (t (apply (caar l) nil (cdar l))
-	     (pop l)))))
-
-;; Crude line graphics.  The interface to a graphics device is via the
-;; functions LG-SET-POINT, LG-DRAW-VECTOR and via the
-;; LG-CHARACTER specials.
-;; LG-CHARACTER-X and LG-CHARACTER-Y give the width and height of a character
-;; in pixels, and the -2 variables are simply those numbers divided by 2.  LG
-;; stands for "Line Graphics".  See MAXSRC;ARDS for a sample ctl.
-
 ;; Special symbol drawing functions -- lines, boxes, summation signs, etc.
 ;; Every drawing function must take at least one argument.  The first
 ;; argument is T if equations must be printed line-by-line.  Otherwise,
@@ -1444,13 +1346,10 @@
 ;; program.)
 
 (defun d-hbar (linear? w &optional (char #\-) &aux nl)
-  (cond (linear?
-	 (dotimes (i w)
-	   (push char nl))
-	 (draw-linear nl oldrow oldcol))
-	(t
-	 (dotimes (i w)
-	   (tyo* char)))))
+  (declare (ignore linear?))
+  (dotimes (i w)
+    (push char nl))
+  (draw-linear nl oldrow oldcol))
 
 ;; Notice that in all of the height computations, an offset of 2 is added or
 ;; subtracted to the y-dimension.  This is to get the lines to fit within the
@@ -1458,37 +1357,27 @@
 ;; the equation editor.
 
 (defun d-vbar (linear? h d &optional (char #\|))
-  (cond (linear?
-	 (setq d (- d))
-	 (do ((i (- h 2) (1- i))
-	      (nl `((0 ,(1- h) ,char))))
-	     ((< i d) (draw-linear (nreverse nl) oldrow oldcol))
-	   (push `(-1 ,i ,char) nl)))
-	(t
-	 (cursorpos* (+ oldrow 1 (- h)) oldcol)
-	 (tyo* char)
-	 (dotimes (i (+ h d -1))
-	   (cursorpos* (1+ oldrow) (1- oldcol))
-	   (tyo* char))
-	 (cursorpos* (- oldrow d) oldcol))))
+  (declare (ignore linear?))
+  (setq d (- d))
+  (do ((i (- h 2) (1- i))
+       (nl `((0 ,(1- h) ,char))))
+      ((< i d) (draw-linear (nreverse nl) oldrow oldcol))
+    (push `(-1 ,i ,char) nl)))
 
 (defun d-integralsign (linear? &aux dmstr)
+  (declare (ignore linear?))
   (setq dmstr `((0 2 #\/) (-1 1 #\[) (-1 0 #\I) (-1 -1 #\]) (-1 -2 #\/)))
-  (if linear?
-      (draw-linear dmstr oldrow oldcol)
-      (draw-2d dmstr oldrow oldcol)))
+  (draw-linear dmstr oldrow oldcol))
 
 (defun d-prodsign (linear? &aux dmstr)
+  (declare (ignore linear?))
   (setq dmstr '((0 2 #\\ (d-hbar 3 #\=) #\/) (-4 0) (d-vbar 2 1 #\!) #\space (d-vbar 2 1 #\!) (1 0)))
-  (if linear?
-      (draw-linear dmstr oldrow oldcol)
-      (draw-2d dmstr oldrow oldcol)))
+  (draw-linear dmstr oldrow oldcol))
 
 (defun d-sumsign (linear? &aux dmstr)
+  (declare (ignore linear?))
   (setq dmstr '((0 2 (d-hbar 4 #\=)) (-4 1 #\\) #\> (-2 -1 #\/)	(-1 -2 (d-hbar 4 #\=))))
-  (if linear?
-      (draw-linear dmstr oldrow oldcol)
-      (draw-2d dmstr oldrow oldcol)))
+  (draw-linear dmstr oldrow oldcol))
 
 ;; Notice how this calls D-VBAR in the non-graphic case.  The entire output
 ;; side should be structured this way, with no consing of intermediate
@@ -1502,6 +1391,7 @@
 ;; There is wired knowledge of character offsets here.
 
 (defun d-box (linear? h d w body &aux (char 0) dmstr) ;char a char?
+  (declare (ignore linear?))
   (setq char (car (coerce $boxchar 'list)))
   (setq dmstr `((0 ,h (d-hbar ,(+ 2 w) ,char))
 		(,(- (+ w 2)) 0)
@@ -1510,46 +1400,4 @@
 		(,(- (1+ w)) ,(- (1+ d)) (d-hbar ,(+ w 2) ,char))
 		(-1 0)
 		(d-vbar ,h ,d ,char)))
-  (if linear?
-      (draw-linear dmstr oldrow oldcol)
-      (draw-2d dmstr oldrow oldcol)))
-
-;; Primitive functions for doing equation drawing.
-
-;; Position the cursor at a given place on the screen.  %TDMV0 does
-;; absolute cursor movement.
-
-(defun cursorpos* (row col)
-  (setq oldrow row oldcol col))
-
-;; This function is transmitting ITS output buffer codes in addition to
-;; standard ascii characters.  See INFO;ITSTTY > for documentation.  This
-;; should convert tabs to direct cursor positioning commands since otherwise
-;; they get stuffed down the raw stream and appear as gammas on sail consoles
-;; and lose completely on terminals which can't tab.  Backspace also loses,
-;; but its nearly impossible to get a string with backspace in it in Macsyma.
-;; Also, DISPLA can't dimension it correctly.
-
-(defun tyo* (char)
-  (cond ((char= #\backspace char)
-	 (decf oldcol))			;Backspace
-	((char< char #.(code-char 128))
-	 (incf oldcol)))		;Printing graphic
-  (write-char char))
-
-
-;; Things to do:
-;; * Rewrite TYO* and CURSORPOS* to be "stream" oriented, i.e. they
-;;   either draw directly to the screen or into the linearray depending
-;;   upon the mode of output.  This way, the HBAR and VBAR drawing functions
-;;   can be written only in terms of TYO*, etc. and never cons.
-;;   DRAW-LINEAR and DRAW-2D can be merged into a single function.
-;; * Instead of calling NREVERSE from OUTPUT, call a function which
-;;   reverses at all levels and remove calls to REVERSE from DRAW-LINEAR
-;;   and DRAW-2D.
-;; * Dimension functions should know whether the output must be linear.
-;;   This way they can do variable sized summation and integral signs,
-;;   graphical square root or SQRT(X), %PI  , >=  , etc.
-;;   These are situations where the size of the dimensioned
-;;   result depends upon the form of the output.
-;; * Fix display of MLABOX for graphic consoles.
+  (draw-linear dmstr oldrow oldcol))
diff -Nru maxima-5.28.0/src/displm.lisp maxima-5.29.1/src/displm.lisp
--- maxima-5.28.0/src/displm.lisp	2012-04-29 20:56:49.000000000 +0000
+++ maxima-5.29.1/src/displm.lisp	2012-12-04 05:54:49.000000000 +0000
@@ -20,25 +20,13 @@
 			;file opened by UWRITE.  People learning
 			;Lisp: there are better ways of doing IO
 			;than this -- don't copy this scheme.
-  smart-tty		;LOADER sets this flag.  If T,
-			;then this console can do cursor movement
-			;and equations can be drawn in two dimensions.
-  rubout-tty	        ;If T, then console either is selectively erasable
-			;or is a glass tty.  Characters can be rubbed
-			;out in either case.
-  scrollp		;If T, then the console is scrolling.
-			;This should almost always be equal to
-			;(NOT SMART-TTY) except when somebody has
-			;done :TCTYP SCROLL on a display console.
-			;This is the %TSROL bit of the TTYSTS word.
-
   linel			;Width of screen.
   ttyheight		;Height of screen.
 
   width height depth maxht maxdp level size lop rop break right
   bkpt bkptwd bkptht bkptdp bkptlevel bkptout lines 
   oldrow oldcol display-file in-p
-  mratp $aliases aliaslist))
+  mratp $aliases))
 
 ;;; macros for the DISPLA package.
 
diff -Nru maxima-5.28.0/src/dskfn.lisp maxima-5.29.1/src/dskfn.lisp
--- maxima-5.28.0/src/dskfn.lisp	2012-08-11 21:09:41.000000000 +0000
+++ maxima-5.29.1/src/dskfn.lisp	2012-12-04 05:54:49.000000000 +0000
@@ -13,11 +13,10 @@
 (macsyma-module dskfn)
 
 (declare-top (special opers $packagefile
-		      fasdumpfl fasdeqlist fasdnoneqlist savenohack
 		      aaaaa errset lessorder greatorder indlist
-		      $labels $aliases varlist *mopl* $props defaultf
+		      $labels $aliases varlist *mopl* $props
 		      $infolists $features featurel savefile $gradefs
-		      $values $functions $arrays prinlength prinlevel
+		      $values $functions $arrays
 		      $contexts context $activecontexts))
 
 (setq $packagefile nil
@@ -43,13 +42,13 @@
 
 (defmspec $save (form)
   (let ((*print-circle* nil) (*print-level* nil) (*print-length* nil) (*print-base* 10.) (*print-radix* t)) ; $save stores Lisp expressions.
-    (dsksetup (cdr form) nil nil '$save)))
+    (dsksetup (cdr form) nil '$save)))
 
 (defvar *macsyma-extend-types-saved* nil)
 
-(defun dsksetup (x storefl fasdumpfl fn)
-  (let (prinlength prinlevel file (fname (meval (car x)))
-		   *print-gensym* list fasdeqlist fasdnoneqlist maxima-error)
+(defun dsksetup (x storefl fn)
+  (let (file (fname (meval (car x)))
+		   *print-gensym* list maxima-error)
     (unless (stringp fname)
       (merror (intl:gettext "~a: first argument must be a string; found: ~M") fn fname))
     (setq savefile
@@ -57,10 +56,9 @@
 	      (open fname :direction :output :if-exists :append :if-does-not-exist :create)
 	      (open fname :direction :output :if-exists :supersede :if-does-not-exist :create)))
     (setq file (list (car x)))
-    (when (null fasdumpfl)
-      (princ ";;; -*- Mode: LISP; package:maxima; syntax:common-lisp; -*- " savefile)
-      (terpri savefile)
-      (princ "(in-package :maxima)" savefile))
+    (princ ";;; -*- Mode: LISP; package:maxima; syntax:common-lisp; -*- " savefile)
+    (terpri savefile)
+    (princ "(in-package :maxima)" savefile)
     ;; Check arguments. First argument was checked above.
     ;; May want to relax requirement that all atoms be symbols.
     (dolist (u (cdr x))
@@ -299,9 +297,8 @@
   (fasprint nil form))
 
 (defun fasprint (eqfl form)
-  (cond ((null fasdumpfl) (print form savefile))
-	(eqfl (setq fasdeqlist (cons form fasdeqlist)))
-	(t (setq fasdnoneqlist (cons form fasdnoneqlist)))))
+  (declare (ignore eqfl))
+  (print form savefile))
 
 (defun infostore (item file flag storefl rename)
   (let ((prop (cond ((eq flag 'value)
diff -Nru maxima-5.28.0/src/ecl-depends.mk maxima-5.29.1/src/ecl-depends.mk
--- maxima-5.28.0/src/ecl-depends.mk	2012-05-31 05:30:36.000000000 +0000
+++ maxima-5.29.1/src/ecl-depends.mk	2012-12-04 07:59:20.000000000 +0000
@@ -12,9 +12,9 @@
 binary-ecl/maxima : commac.lisp
 binary-ecl/maxima : mormac.lisp
 binary-ecl/maxima : compat.lisp
+binary-ecl/maxima : transm.lisp
 binary-ecl/maxima : getopt.lisp
 binary-ecl/maxima : command-line.lisp
-binary-ecl/maxima : defopt.lisp
 binary-ecl/maxima : defcal.lisp
 binary-ecl/maxima : maxmac.lisp
 binary-ecl/maxima : mopers.lisp
@@ -191,7 +191,6 @@
 binary-ecl/maxima : rat3e.lisp
 binary-ecl/maxima : nrat4.lisp
 binary-ecl/maxima : ratout.lisp
-binary-ecl/maxima : transm.lisp
 binary-ecl/maxima : transl.lisp
 binary-ecl/maxima : transs.lisp
 binary-ecl/maxima : trans1.lisp
@@ -222,7 +221,6 @@
 binary-ecl/maxima : nparse.lisp
 binary-ecl/maxima : displa.lisp
 binary-ecl/maxima : nforma.lisp
-binary-ecl/maxima : ldisp.lisp
 binary-ecl/maxima : grind.lisp
 binary-ecl/maxima : spgcd.lisp
 binary-ecl/maxima : ezgcd.lisp
diff -Nru maxima-5.28.0/src/ellipt.lisp maxima-5.29.1/src/ellipt.lisp
--- maxima-5.28.0/src/ellipt.lisp	2012-05-16 15:42:34.000000000 +0000
+++ maxima-5.29.1/src/ellipt.lisp	2012-12-04 05:54:49.000000000 +0000
@@ -1261,8 +1261,10 @@
     ;; F(z|m) = F(z - pi*round(Re(z)/pi)|m) + 2*round(Re(z)/pi)*K(m)
     (let ((period (round (realpart phi-arg) pi)))
       (add (base (- phi-arg (* pi period)) m-arg)
-	   (mul (mul 2 period)
-		(elliptic-k m-arg))))))
+	   (if (zerop period)
+	       0
+	       (mul (mul 2 period)
+		    (elliptic-k m-arg)))))))
 
 ;; Complete elliptic integral of the first kind
 (defun elliptic-k (m)
@@ -1284,6 +1286,9 @@
 	((= m 0)
 	 ;; A&S 17.4.19
 	 (float (/ pi 2)))
+	((= m 1)
+	 (maxima::merror
+	  (intl:gettext "elliptic_kc: elliptic_kc(1) is undefined.")))
 	(t
 	 (let ((k (sqrt m)))
 	   (to (bigfloat::bf-rf 0.0 (* (- 1 k)
@@ -1538,10 +1543,16 @@
 	   ;; A&S 17.4.19
 	   phi)
 	  ((onep1 m)
-	   ;; A&S 17.4.21.  Let's pick the log tan form.
-	   `((%log) ((%tan)
-		     ((mplus) ((mtimes) $%pi ((rat) 1 4))
-		      ((mtimes) ((rat) 1 2) ,phi)))))
+	   ;; A&S 17.4.21.  Let's pick the log tan form.  But this
+	   ;; isn't right if we know that abs(phi) > %pi/2, where
+	   ;; elliptic_f is undefined (or infinity).
+	   (cond ((not (eq '$pos (csign (sub ($abs phi) (div '$%pi 2)))))
+		  `((%log) ((%tan)
+			    ((mplus) ((mtimes) $%pi ((rat) 1 4))
+			     ((mtimes) ((rat) 1 2) ,phi)))))
+		 (t
+		  (merror (intl:gettext "elliptic_f(~:M, ~:M) is undefined.")
+					phi m))))
 	  ((alike1 phi '((mtimes) ((rat) 1 2) $%pi))
 	   ;; Complete elliptic integral
 	   `((%elliptic_kc) ,m))
@@ -2075,14 +2086,20 @@
 ;; elliptic_f(phi,m) = sin(phi)*rf(cos(phi)^2, 1-m*sin(phi)^2,1)
 (defun bf-elliptic-f (phi m)
   (flet ((base (phi m)
-	   (let ((s (sin phi))
-		 (c (cos phi)))
-	     (* s (bf-rf (* c c) (- 1 (* m s s)) 1)))))
+	   (cond ((= m 1)
+		  ;; F(z|1) = log(tan(z/2+%pi/4))
+		  (log (tan (+ (/ phi 2) (/ (%pi phi) 4)))))
+		 (t
+		  (let ((s (sin phi))
+			(c (cos phi)))
+		    (* s (bf-rf (* c c) (- 1 (* m s s)) 1)))))))
     ;; Handle periodicity (see elliptic-f)
     (let* ((bfpi (%pi phi))
 	   (period (round (realpart phi) bfpi)))
       (+ (base (- phi (* bfpi period)) m)
-	 (* 2 period (bf-elliptic-k m))))))
+	 (if (zerop period)
+	     0
+	     (* 2 period (bf-elliptic-k m)))))))
 
 ;; elliptic_kc(k) = rf(0, 1-k^2,1)
 ;;
@@ -2094,6 +2111,9 @@
 	 (if (maxima::$bfloatp m)
 	     (maxima::$bfloat (maxima::div 'maxima::$%pi 2))
 	     (float (/ pi 2) 1e0)))
+	((= m 1)
+	 (maxima::merror
+	  (intl:gettext "elliptic_kc: elliptic_kc(1) is undefined.")))
 	(t
 	 (bf-rf 0 (- 1 m) 1))))
 
diff -Nru maxima-5.28.0/src/fcall.lisp maxima-5.29.1/src/fcall.lisp
--- maxima-5.28.0/src/fcall.lisp	2011-08-21 19:26:02.000000000 +0000
+++ maxima-5.29.1/src/fcall.lisp	2012-12-04 05:54:49.000000000 +0000
@@ -108,23 +108,9 @@
 	(eval a-var?) ;;; ouch!
 	(setf (symbol-value a-var?) (if (cdr l) (eval (cadr l))  a-var?))))) ;; double ouch!
 
-(defun expt$ (a b)
-  (expt a b))
-
 ;;; These are the LAMBDA forms. They have macro properties that set
 ;;; up very different things in compiled code.
 
-(defvar *fcall-memory* nil
-  "This ALIST will never be very long. Considerably less hairy then
-	a hashing scheme, perhaps faster in normal use. In either case
-	there is the problem of garbage from red-defined functions.")
-
-(defun evalquote (exp)
-  (setq exp (eval exp))
-  (if (numberp exp)
-      exp
-      `(quote ,exp)))
-
 ;;; (FUNGEN&ENV-for-meval    )
 ;;won't work in cl.  fix later.
 (defquote fungen&env-for-meval (&rest args)
@@ -135,33 +121,3 @@
 		     `(($apply) ((mquote) ((lambda) ((mlist) ,@evl) ,@body))
 		       ((mquote simp) ((mlist) ,@(mapcar-eval evl))))))
 
-;;; The following code depends on the fact that the argument to an
-;;; FEXPR is always EQ, for a given instance of FEXPR call. Lets say
-;;; that the efficiency of the code depends on that fact. We cannot use
-;;; displacing macros because of the $SAVE problem which I really don't
-;;; feel like fooling around with since it is an IN-CORE function, and
-;;; totaly cryptic code.
-
-(defquote fungen&env-for-mevalsumarg (&rest args)
-  (let ((res (assoc args *fcall-memory* :test #'eq)))
-    (cond ((null res)
-	   (destructuring-let (((evl levl t-body m-body) args))
-			      (setq res (gensym))
-			      (putprop res
-				       (coerce
-					`(lambda (*ignored*)
-					   (prog2
-					       (mbind ',evl (get ',res 'sumarg-env) nil)
-					       (mevalatoms ',m-body)
-					     (munbind ',evl)))
-					'function)
-				       'mevalsumarg-macro)
-			      (setf (symbol-function res)
-				    (coerce
-				     `(lambda ()
-					(apply #'(lambda ,evl ,t-body) (get ',res 'sumarg-env)))
-				     'function))
-			      (setq res `(,args ,res ((,res))))
-			      (push res *fcall-memory*))))
-    (putprop (cadr res) (mapcar #'eval (car args)) 'sumarg-env)
-    (caddr res)))
diff -Nru maxima-5.28.0/src/float.lisp maxima-5.29.1/src/float.lisp
--- maxima-5.28.0/src/float.lisp	2012-04-29 20:56:49.000000000 +0000
+++ maxima-5.29.1/src/float.lisp	2012-12-04 05:54:49.000000000 +0000
@@ -110,7 +110,7 @@
 (defvar max-bfloat-log2 bigfloat_log2)
 
 
-(declare-top (special *cancelled $float $bfloat $ratprint $ratepsilon $domain $m1pbranch adjust))
+(declare-top (special *cancelled $float $bfloat $ratprint $ratepsilon $domain $m1pbranch))
 
 ;; Representation of a Bigfloat:  ((BIGFLOAT SIMP precision) mantissa exponent)
 ;; precision -- number of bits of precision in the mantissa.
@@ -615,7 +615,7 @@
 ;; in a PROG list as this will confuse stepping programs.
 
 (defun fpround (l &aux (*print-base* 10.) *print-radix*)
-  (prog ()
+  (prog (adjust)
      (cond
        ((null *decfp)
 	;;*M will be positive if the precision of the argument is greater than
@@ -1906,12 +1906,17 @@
 		  (let ((fpprec (- fpprec extra)))
 		    (bigfloatp result))))))
 	(let ((fp-x (cdr (bigfloatp x))))
-	  (if (fplessp fp-x (intofp 0))
-	      ;; ??? Do we want to return an exact %i*%pi or a float
-	      ;; approximation?
-	      (add (bcons (%log (fpminus fp-x)))
-		   (mul '$%i (bcons (fppi))))
-	      (bcons (%log fp-x)))))))
+	  (cond ((onep1 x)
+		 ;; Special case for log(1).  See Bug 3381301:
+		 ;; https://sourceforge.net/tracker/?func=detail&aid=3381301&group_id=4933&atid=104933
+		 (bcons (intofp 0)))
+		((fplessp fp-x (intofp 0))
+		 ;; ??? Do we want to return an exact %i*%pi or a float
+		 ;; approximation?
+		 (add (big-float-log (bcons (fpminus fp-x)))
+		      (mul '$%i (bcons (fppi)))))
+		(t
+		 (bcons (%log fp-x))))))))
 
 (defun big-float-sqrt (x &optional y)
   (if y
diff -Nru maxima-5.28.0/src/gamma.lisp maxima-5.29.1/src/gamma.lisp
--- maxima-5.28.0/src/gamma.lisp	2012-05-31 05:30:36.000000000 +0000
+++ maxima-5.29.1/src/gamma.lisp	2012-12-10 20:30:26.000000000 +0000
@@ -374,8 +374,7 @@
 
 (putprop '%gamma_incomplete
   `((a z)
-    ,(lambda (a unused)
-       (declare (ignore unused))
+    ,(lambda (a z)
        (cond ((member ($sign a) '($pos $pz))
               ;; The derivative wrt a in terms of hypergeometric_regularized 2F2
               ;; function and the Generalized Incomplete Gamma function 
@@ -947,8 +946,8 @@
 		(merror (intl:gettext "gamma_incomplete: continued fractions failed for gamma_incomplete(~:M, ~:M).") a x))
 	    (when *debug-gamma* 
 	      (format t "~&in coninued fractions:~%")
-	      (format t "~&   : i = ~A~%" i)
-	      (format t "~&   : h = ~A~%" h))
+	      (mformat t "~&   : i = ~M~%" i)
+	      (mformat t "~&   : h = ~M~%" h))
 	    (setq d (add (mul an d) b))
 	    (when (eq ($sign (sub (simplify (list '(mabs) d)) gm-min)) '$neg)
 	      (setq d gm-min))
@@ -998,15 +997,15 @@
              (merror (intl:gettext "gamma_incomplete: series expansion failed for gamma_incomplete(~:M, ~:M).") a x))
          (when *debug-gamma* 
            (format t "~&GAMMA-INCOMPLETE in series:~%")
-           (format t "~&   : i    = ~A~%" i)
-           (format t "~&   : ap   = ~A~%" ap)
-           (format t "~&   : x/ap = ~A~%" (div x ap))
-           (format t "~&   : del  = ~A~%" del)
-           (format t "~&   : sum  = ~A~%" sum))
+           (mformat t "~&   : i    = ~M~%" i)
+           (mformat t "~&   : ap   = ~M~%" ap)
+           (mformat t "~&   : x/ap = ~M~%" (div x ap))
+           (mformat t "~&   : del  = ~M~%" del)
+           (mformat t "~&   : sum  = ~M~%" sum))
          (when (eq ($sign (sub (simplify (list '(mabs) del)) 
                                (mul (simplify (list '(mabs) sum)) gm-eps)))
                    '$neg)
-           (when *debug-gamma* (format t "~&Series converged.~%"))
+           (when *debug-gamma* (mformat t "~&Series converged to ~M.~%" sum))
            (return 
              (sub (simplify (list '(%gamma) a))
                   ($rectform
@@ -1886,15 +1885,15 @@
     ;; Check for numerical evaluation
 
     ((float-numerical-eval-p z)
-     (erf ($float z)))
+     (bigfloat::bf-erf ($float z)))
     ((complex-float-numerical-eval-p z)
      (complexify 
-       (complex-erf (complex ($float ($realpart z)) ($float ($imagpart z))))))
+       (bigfloat::bf-erf (complex ($float ($realpart z)) ($float ($imagpart z))))))
     ((bigfloat-numerical-eval-p z)
-     (bfloat-erf ($bfloat z)))
+     (to (bigfloat::bf-erf (bigfloat:to ($bfloat z)))))
     ((complex-bigfloat-numerical-eval-p z)
-     (complex-bfloat-erf
-       (add ($bfloat ($realpart z)) (mul '$%i ($bfloat ($imagpart z))))))
+     (to (bigfloat::bf-erf
+	  (bigfloat:to (add ($bfloat ($realpart z)) (mul '$%i ($bfloat ($imagpart z))))))))
 
     ;; Argument simplification
     
@@ -1936,19 +1935,40 @@
   ;; We use the slatec routine for float values.
   (slatec:derf (float z)))
 
-;;; This would be the code when using gamma-incomplete.
-;  (realpart
-;    (*
-;      (signum z)
-;      (- 1.0 
-;        (* (/ (sqrt (float pi))) (gamma-incomplete 0.5 (expt z 2.0)))))))
+;; Compute erf(z) using the relationship
+;;
+;;   erf(z) = sqrt(z^2)/z*(1 - gamma_incomplete(1/2,z^2)/sqrt(%pi))
+;;
+;; When z is real sqrt(z^2)/z is signum(z).  For complex z,
+;; sqrt(z^2)/z = 1 if -%pi/2 < arg(z) <= %pi/2 and -1 otherwise.
+;;
+;; This relationship has serious round-off issues when z is small
+;; because gamma_incomplete(1/2,z^2)/sqrt(%pi) is near 1.
+;;
+;; complex-erf is for (lisp) complex numbers; bfloat-erf is for real
+;; bfloats, and complex-bfloat-erf is for complex bfloats.  Care is
+;; taken to return real results for real arguments and imaginary
+;; results for imaginary arguments
+;;
+;; Pure imaginary z with Im(z) < 0 causes trouble for Lisp implementations
+;; which recognize signed zero, so just avoid Im(z) < 0 altogether.
 
 (defun complex-erf (z)
+  (if (< (imagpart z) 0.0)
+    (conjugate (complex-erf-upper-half-plane (conjugate z)))
+    (complex-erf-upper-half-plane z)))
+
+(defun complex-erf-upper-half-plane (z)
   (let ((result
           (*
-            (/ (sqrt (expt z 2)) z)
+	    (if (< (realpart z) 0.0) ;; only test needed in upper half plane
+		-1
+	      1)
             (- 1.0 
-              (* (/ (sqrt (float pi))) (gamma-incomplete 0.5 (expt z 2.0)))))))
+              ;; GAMMA-INCOMPLETE returns conjugate when z is pure imaginary
+              ;; with Im(z) < 0 and Lisp implementation recognizes signed zero.
+              ;; Good thing we are in the upper half plane.
+              (* (/ (sqrt (float pi))) (gamma-incomplete 0.5 (* z z)))))))
     (cond
       ((= (imagpart z) 0.0)
        ;; Pure real argument, the result is real
@@ -1960,6 +1980,7 @@
         result))))
 
 (defun bfloat-erf (z)
+  ;; Warning!  This has round-off problems when abs(z) is very small.
   (let ((1//2 ($bfloat '((rat simp) 1 2))))
   ;; The argument is real, the result is real too
     ($realpart
@@ -1971,6 +1992,7 @@
             (bfloat-gamma-incomplete 1//2 ($bfloat (power z 2)))))))))
 
 (defun complex-bfloat-erf (z)
+  ;; Warning!  This has round-off problems when abs(z) is very small.
   (let* (($ratprint nil)
          (1//2 ($bfloat '((rat simp) 1 2)))
          (result
@@ -1993,6 +2015,77 @@
        ;; A general complex result
        result))))
 
+(in-package :bigfloat)
+
+;; Erf(z) for all z.  Z must be a CL real or complex number or a
+;; BIGFLOAT or COMPLEX-BIGFLOAT object.  The result will be of the
+;; same type as Z.
+(defun bf-erf (z)
+  (cond ((typep z 'cl:real)
+	 ;; Use Slatec derf, which should be faster than the series.
+	 (maxima::erf z))
+	((<= (abs z) 0.476936)
+	 ;; Use the series A&S 7.1.5 for small x:
+	 ;; 
+	 ;; erf(z) = 2*z/sqrt(%pi) * sum((-1)^n*z^(2*n)/n!/(2*n+1), n, 0, inf)
+	 ;;
+	 ;; The threshold is approximately erf(x) = 0.5.  (Doesn't
+	 ;; have to be super accurate.)  This gives max accuracy when
+	 ;; using the identity  erf(x) = 1 - erfc(x).
+	 (let ((z^2 (* z z)))
+	   (/ (* 2 z (sum-power-series z^2
+				       #'(lambda (k)
+					   (let ((2k (+ k k)))
+					     (- (/ (- 2k 1)
+						   k
+						   (+ 2k 1)))))))
+	      (sqrt (%pi z)))))
+	(t
+	 ;; The general case.
+	 (etypecase z
+	   (cl:real (maxima::erf z))
+	   (cl:complex (maxima::complex-erf z))
+	   (bigfloat
+	    (bigfloat (maxima::$bfloat (maxima::$expand (maxima::bfloat-erf (maxima::to z))))))
+	   (complex-bigfloat
+	    (bigfloat (maxima::$bfloat (maxima::$expand (maxima::complex-bfloat-erf (maxima::to z))))))))))
+
+(defun bf-erfc (z)
+  ;; Compute erfc(z) via 1 - erf(z) is not very accurate if erf(z) is
+  ;; near 1.  Wolfram says
+  ;;
+  ;; erfc(z) = 1 - sqrt(z^2)/z * (1 - 1/sqrt(pi)*gamma_incomplete_tail(1/2, z^2))
+  ;;
+  ;; For real(z) > 0, sqrt(z^2)/z is 1 so
+  ;;
+  ;; erfc(z) = 1 - (1 - 1/sqrt(pi)*gamma_incomplete_tail(1/2,z^2))
+  ;;         = 1/sqrt(pi)*gamma_incomplete_tail(1/2,z^2)
+  ;;
+  ;; For real(z) < 0, sqrt(z^2)/z is -1 so
+  ;;
+  ;; erfc(z) = 1 + (1 - 1/sqrt(pi)*gamma_incomplete_tail(1/2,z^2))
+  ;;         = 2 - 1/sqrt(pi)*gamma_incomplete(1/2,z^2)
+  (flet ((gamma-inc (z)
+	   (etypecase z
+	     (cl:number
+	      (maxima::gamma-incomplete 0.5 z))
+	     (bigfloat
+	      (bigfloat:to (maxima::$bfloat
+			    (maxima::bfloat-gamma-incomplete (maxima::$bfloat maxima::1//2)
+							     (maxima::to z)))))
+	     (complex-bigfloat
+	      (bigfloat:to (maxima::$bfloat
+			    (maxima::complex-bfloat-gamma-incomplete (maxima::$bfloat maxima::1//2)
+								     (maxima::to z))))))))
+  (if (>= (realpart z) 0)
+      (/ (gamma-inc (* z z))
+	 (sqrt (%pi z)))
+      (- 2
+	 (/ (gamma-inc (* z z))
+	    (sqrt (%pi z)))))))
+
+(in-package :maxima)
+
 ;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;
 ;;;
 ;;; Implementation of the Generalized Error function Erf(z1,z2)
@@ -2102,24 +2195,25 @@
       ;; Check for numerical evaluation. Use erf(z1,z2) = erf(z2)-erf(z1)
 
       ((float-numerical-eval-p z1 z2)
-       (- (erf ($float z2)) (erf ($float z1))))
+       (- (bigfloat::bf-erf ($float z2))
+	  (bigfloat::bf-erf ($float z1))))
       ((complex-float-numerical-eval-p z1 z2)
        (complexify 
          (- 
-           (complex-erf 
+           (bigfloat::bf-erf 
              (complex ($float ($realpart z2)) ($float ($imagpart z2))))
-           (complex-erf 
+           (bigfloat::bf-erf 
              (complex ($float ($realpart z1)) ($float ($imagpart z1)))))))
       ((bigfloat-numerical-eval-p z1 z2)
-       (sub
-         (bfloat-erf ($bfloat z2))
-         (bfloat-erf ($bfloat z1))))
+       (to (bigfloat:-
+	    (bigfloat::bf-erf (bigfloat:to ($bfloat z2)))
+	    (bigfloat::bf-erf (bigfloat:to ($bfloat z1))))))
       ((complex-bigfloat-numerical-eval-p z1 z2)
-       (sub
-         (complex-bfloat-erf 
-           (add ($bfloat ($realpart z2)) (mul '$%i ($bfloat ($imagpart z2)))))
-         (complex-bfloat-erf 
-           (add ($bfloat ($realpart z1)) (mul '$%i ($bfloat ($imagpart z1)))))))
+       (to (bigfloat:-
+	    (bigfloat::bf-erf 
+	     (bigfloat:to (add ($bfloat ($realpart z2)) (mul '$%i ($bfloat ($imagpart z2))))))
+	    (bigfloat::bf-erf 
+	     (bigfloat:to (add ($bfloat ($realpart z1)) (mul '$%i ($bfloat ($imagpart z1)))))))))
 
       ;; Argument simplification
       
@@ -2211,21 +2305,13 @@
     ((eq z '$inf) 0)
     ((eq z '$minf) 2)
 
-    ;; Check for numerical evaluation. Use erfc(z) = 1-erf(z).
+    ;; Check for numerical evaluation.
 
-    ((float-numerical-eval-p z)
-     (- 1.0 (erf ($float z))))
-    ((complex-float-numerical-eval-p z)
-     (complexify 
-       (- 1.0 
-         (complex-erf 
-           (complex ($float ($realpart z)) ($float ($imagpart z)))))))
-    ((bigfloat-numerical-eval-p z)
-     (sub 1.0 (bfloat-erf ($bfloat z))))
-    ((complex-bigfloat-numerical-eval-p z)
-     (sub 1.0
-       (complex-bfloat-erf 
-         (add ($bfloat ($realpart z)) (mul '$%i ($bfloat ($imagpart z)))))))
+    ((or (float-numerical-eval-p z)
+	 (complex-float-numerical-eval-p z)
+	 (bigfloat-numerical-eval-p z)
+	 (complex-bigfloat-numerical-eval-p z))
+     (to (bigfloat::bf-erfc (bigfloat:to z))))
 
     ;; Argument simplification
 
@@ -2482,30 +2568,11 @@
      (simp-domain-error 
        (intl:gettext "inverse_erf: inverse_erf(~:M) is undefined.") z))
     ((zerop1 z) z)
-    ((float-numerical-eval-p z)
-     (let ((x (gensym))
-           (z ($float z)))
-       (cond ((and (> z -1) (< z 1))
-              (float-newton (sub ($erf x) z) 
-                            x 
-                            ($float (div (mul z (power '$%pi '((rat simp) 1 2)))
-                                         2))
-                            ;; Adjusted so that newton will converge within
-                            ;; the valid intervall.
-                            1.2e-16))
-             (t
-              (eqtest (list '(%inverse_erf) z) expr)))))
-    ((bigfloat-numerical-eval-p z)
-     (let ((x (gensym))
-           (z ($bfloat z)))
-       (cond ((eq ($sign (sub 1 (simplify (list '(mabs) z)))) '$pos)
-              (bfloat-newton (sub ($erf x) z)
-                             x
-                             ($bfloat 
-                               (div (mul z (power '$%pi '((rat simp) 1 2))) 2))
-                             (power ($bfloat 10) (- $fpprec))))
-             (t
-              (eqtest (list '(%inverse_erf) z) expr)))))
+    ((or (float-numerical-eval-p z)
+	 (bigfloat-numerical-eval-p z)
+	 (complex-float-numerical-eval-p z)
+	 (complex-bigfloat-numerical-eval-p z))
+     (to (bigfloat::bf-inverse-erf (bigfloat:to z))))
     ((taylorize (mop expr) (cadr expr)))
     (t
      (eqtest (list '(%inverse_erf) z) expr))))
@@ -2599,32 +2666,11 @@
      (simp-domain-error 
        (intl:gettext "inverse_erfc: inverse_erfc(~:M) is undefined.") z))
     ((onep1 z) 0)
-    ((float-numerical-eval-p z)
-     (let ((x (gensym))
-           (z ($float z)))
-       (cond ((and (> z 0) (< z 2))
-              (float-newton (sub ($erfc x) z)
-                            x
-                            ($float (div (mul (sub 1 z) 
-                                              (power '$%pi '((rat simp) 1 2))) 
-                            2))
-                            ;; Adjusted so that newton will converge within
-                            ;; the valid intervall.
-                            1.2e-16))
-             (t
-              (eqtest (list '(%inverse_erfc) z) expr)))))
-    ((bigfloat-numerical-eval-p z)
-     (let ((x (gensym))
-           (z ($bfloat z)))
-       (cond ((eq ($sign (sub 2 z)) '$pos)
-              (bfloat-newton (sub ($erfc x) z)
-                             x
-                             ($bfloat (div (mul (sub 1 z) 
-                                                (power '$%pi '((rat simp) 1 2))) 
-                                           2))
-                             (power ($bfloat 10) (- $fpprec))))
-             (t
-              (eqtest (list '(%inverse_erfc) z) expr)))))
+    ((or (float-numerical-eval-p z)
+	 (bigfloat-numerical-eval-p z)
+	 (complex-float-numerical-eval-p z)
+	 (complex-bigfloat-numerical-eval-p z))
+     (to (bigfloat::bf-inverse-erfc (bigfloat:to z))))
     ((taylorize (mop expr) (cadr expr)))
     (t
      (eqtest (list '(%inverse_erfc) z) expr))))
@@ -2637,6 +2683,7 @@
 
 (defvar *debug-newton* nil)
 (defvar *newton-maxcount* 1000)
+(defvar *newton-epsilon-factor* 50)
 
 (defun float-newton (expr var x0 eps)
   (do ((s (sdiff expr var))
@@ -2665,6 +2712,136 @@
     (when *debug-newton* (format t "~&xn = ~A~%" xn))
     (setq xn ($bfloat (sub xn (div sn (maxima-substitute xn var s)))))))
 
+
+(in-package :bigfloat)
+
+;; Compute inverse_erf(z) for z a real or complex number, including
+;; bigfloat objects.  The value is computing using a Newton iteration
+;; to solve erf(x) = z.
+(defun bf-inverse-erf (z)
+  (cond ((zerop z)
+	 z)
+	((= (abs z) 1)
+	 (maxima::merror
+	  (intl:gettext "bf-inverse-erf: inverse_erf(~M) is undefined")
+	  z))
+	((minusp (realpart z))
+	 ;; inverse_erf is odd because erf is.
+	 (- (bf-inverse-erf (- z))))
+	(t
+	 (labels
+	     ((approx (z)
+		;; Find an approximate solution for x = inverse_erf(z).
+		(let ((result
+			(cond ((<= (abs z) 1)
+			       ;; For small z, inverse_erf(z) = z*sqrt(%pi)/2
+			       ;; + O(z^3).  Thus, x = z*sqrt(%pi)/2 is our
+			       ;; initial starting point.
+			       (* z (sqrt (%pi z)) 1/2))
+			      (t
+			       ;; For |z| > 1 and realpart(z) >= 0, we have
+			       ;; the asymptotic series z = erf(x) = 1 -
+			       ;; exp(-x^2)/x/sqrt(%pi).
+			       ;;
+			       ;; Then
+			       ;;   x = sqrt(-log(x*sqrt(%pi)*(1-z))
+			       ;;
+			       ;; We can use this as a fixed-point iteration
+			       ;; to find x, and we can start the iteration at
+			       ;; x = 1.  Just do one more iteration.  I (RLT)
+			       ;; think that's close enough to get the Newton
+			       ;; algorithm to converge.
+			       (let* ((sp (sqrt (%pi z)))
+				      (a (sqrt (- (log (* sp (- 1 z)))))))
+				 (setf a (sqrt (- (log (* a sp (- 1 z))))))
+				 (setf a (sqrt (- (log (* a sp (- 1 z)))))))))))
+		  (when maxima::*debug-newton*
+		    (format t "approx = ~S~%" result))
+		  result)))
+	   (let ((two/sqrt-pi (/ 2 (sqrt (%pi z))))
+		 (eps
+		   ;; Try to pick a reasonable epsilon value for the
+		   ;; Newton iteration.
+		   (cond ((<= (abs z) 1)
+			  (typecase z
+			    (cl:real (* 2 maxima::flonum-epsilon))
+			    (t (* maxima::*newton-epsilon-factor* (epsilon z)))))
+			 (t
+			  (* maxima::*newton-epsilon-factor* (epsilon z))))))
+	     (when maxima::*debug-newton*
+	       (format t "eps = ~S~%" eps))
+	     (flet ((diff (x)
+		      ;; Derivative of erf(x)
+		      (* two/sqrt-pi (exp (- (* x x))))))
+	       (bf-newton #'bf-erf
+			  #'diff
+			  z
+			  (approx z)
+			  eps)))))))
+
+(defun bf-inverse-erfc (z)
+  (cond ((zerop z)
+	 (maxima::merror
+	  (intl:gettext "bf-inverse-erf: inverse_erf(~M) is undefined")
+	  z))
+	((= z 1)
+	 (float 0 z))
+	(t
+	 (flet
+	     ((approx (z)
+		;; Find an approximate solution for x =
+		;; inverse_erfc(z).  We have inverse_erfc(z) =
+		;; inverse_erf(1-z), so that's a good starting point.
+		;; We don't need full precision, so a float value is
+		;; good enough.  But if 1-z is 1, inverse_erf is
+		;; undefined, so we need to do something else.
+		(let ((result
+			(let ((1-z (float (- 1 z) 0.0)))
+			  (cond ((= 1 1-z)
+				 (if (minusp (realpart z))
+				     (bf-inverse-erf (+ 1 (* 5 maxima::flonum-epsilon)))
+				     (bf-inverse-erf (- 1 (* 5 maxima::flonum-epsilon)))))
+				(t
+				 (bf-inverse-erf 1-z))))))
+		  (when maxima::*debug-newton*
+		    (format t "approx = ~S~%" result))
+		  result)))
+	   (let ((-two/sqrt-pi (/ -2 (sqrt (%pi z))))
+		 (eps (* maxima::*newton-epsilon-factor* (epsilon z))))
+	     (when maxima::*debug-newton*
+	       (format t "eps = ~S~%" eps))
+	     (flet ((diff (x)
+		      ;; Derivative of erfc(x)
+		      (* -two/sqrt-pi (exp (- (* x x))))))
+	       (bf-newton #'bf-erfc
+			  #'diff
+			  z
+			  (approx z)
+			  eps)))))))
+
+;; Newton iteration for solving f(x) = z, given f and the derivative
+;; of f.
+(defun bf-newton (f df z start eps)
+  (do ((x start)
+       (delta (/ (- (funcall f start) z)
+		 (funcall df start))
+	      (/ (- (funcall f x) z)
+		 (funcall df x)))
+       (count 0 (1+ count)))
+      ((or (< (abs delta) (* (abs x) eps))
+	   (> count maxima::*newton-maxcount*))
+       (if (> count maxima::*newton-maxcount*)
+	   (maxima::merror 
+	    (intl:gettext "bf-newton: failed to converge after ~M iterations: delta = ~S,  x = ~S")
+	    count delta x)
+	   x))
+    (when maxima::*debug-newton*
+      (format t "x = ~S, abs(delta) = ~S relerr = ~S~%"
+	      x (abs delta) (/ (abs delta) (abs x))))
+    (setf x (- x delta))))
+
+(in-package :maxima)
+
 ;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;
 ;;;
 ;;; Implementation of the Fresnel Integral S(z)
diff -Nru maxima-5.28.0/src/gcl-depends.mk maxima-5.29.1/src/gcl-depends.mk
--- maxima-5.28.0/src/gcl-depends.mk	2012-05-31 05:30:36.000000000 +0000
+++ maxima-5.29.1/src/gcl-depends.mk	2012-12-04 07:59:18.000000000 +0000
@@ -16,9 +16,9 @@
 binary-gcl/maxima : commac.lisp
 binary-gcl/maxima : mormac.lisp
 binary-gcl/maxima : compat.lisp
+binary-gcl/maxima : transm.lisp
 binary-gcl/maxima : getopt.lisp
 binary-gcl/maxima : command-line.lisp
-binary-gcl/maxima : defopt.lisp
 binary-gcl/maxima : defcal.lisp
 binary-gcl/maxima : maxmac.lisp
 binary-gcl/maxima : mopers.lisp
@@ -196,7 +196,6 @@
 binary-gcl/maxima : rat3e.lisp
 binary-gcl/maxima : nrat4.lisp
 binary-gcl/maxima : ratout.lisp
-binary-gcl/maxima : transm.lisp
 binary-gcl/maxima : transl.lisp
 binary-gcl/maxima : transs.lisp
 binary-gcl/maxima : trans1.lisp
@@ -227,7 +226,6 @@
 binary-gcl/maxima : nparse.lisp
 binary-gcl/maxima : displa.lisp
 binary-gcl/maxima : nforma.lisp
-binary-gcl/maxima : ldisp.lisp
 binary-gcl/maxima : grind.lisp
 binary-gcl/maxima : spgcd.lisp
 binary-gcl/maxima : ezgcd.lisp
diff -Nru maxima-5.28.0/src/grind.lisp maxima-5.29.1/src/grind.lisp
--- maxima-5.28.0/src/grind.lisp	2012-04-29 20:56:49.000000000 +0000
+++ maxima-5.29.1/src/grind.lisp	2012-12-04 05:54:49.000000000 +0000
@@ -12,7 +12,7 @@
 
 (macsyma-module grind)
 
-(declare-top (special lop rop *grind-charlist* chrps $aliases aliaslist linel))
+(declare-top (special lop rop *grind-charlist* chrps $aliases linel))
 
 (defun chrct* () (- linel chrps))
 
@@ -154,8 +154,6 @@
            ((and (setq y (safe-get x 'reversealias))
                  (not (and (member x $aliases :test #'eq) (get x 'noun))))
             (setq y (exploden (stripdollar y))))
-           ((setq y (rassoc x aliaslist :test #'eq))
-            (return (msize (car y) l r lop rop)))
            ((null (setq y (exploden x))))
            ((safe-get x 'noun) (return (msize-atom (get x 'noun) l r)))
            ((char= #\$ (car y)) (setq y (slash (cdr y))))
@@ -275,11 +273,11 @@
 
 ;;; ----------------------------------------------------------------------------
 
-;; Formating a mlable-expression
+;; Formating a mlabel-expression
 
-(defprop mlable msize-mlable grind)
+(defprop mlabel msize-mlabel grind)
 
-(defun msize-mlable (x l r)
+(defun msize-mlabel (x l r)
   (declare (special *display-labels-p*))
   (if *display-labels-p*
       (setq l (cons (msize (cadr x) (list #\( ) (list #\) #\ ) nil nil) l)))
diff -Nru maxima-5.28.0/src/hayat.lisp maxima-5.29.1/src/hayat.lisp
--- maxima-5.28.0/src/hayat.lisp	2012-08-05 03:45:13.000000000 +0000
+++ maxima-5.29.1/src/hayat.lisp	2012-12-04 05:54:49.000000000 +0000
@@ -177,7 +177,8 @@
 				; $TAYLOR_SIMPLIFIER in taylor2. It is used to
 				; suppress the message that TAYLOR is assumming
 				; an expression to be zero.
-	  $zerobern $simp 0p-funord lexp-non0)
+	; 0p-funord lexp-non0	; referenced only in commented-out code, so comment out here too
+	$zerobern $simp)
  )				;Don't want to see closed compilation notes.
 
 (defmvar $psexpand ()
diff -Nru maxima-5.28.0/src/hyp.lisp maxima-5.29.1/src/hyp.lisp
--- maxima-5.28.0/src/hyp.lisp	2012-05-16 15:42:34.000000000 +0000
+++ maxima-5.29.1/src/hyp.lisp	2012-12-04 05:54:49.000000000 +0000
@@ -1437,12 +1437,15 @@
 	   (legf20 (list a b) (list c) var))
           
           ((and (alike1 c-a-b '((rat simp) 3 2))
-		(not (alike1 c 1)))
+		(not (alike1 c 1))
+		(not (alike1 a -1//2))
+		(not (alike1 b -1//2)))
            ;; c-a-b = 3/2 e.g. F(a,b;a+b+3/2;z) Reduce to
            ;; F(a,b;a+b+1/2) and use A&S 15.2.6.  But if c = 1, we
            ;; don't want to reduce c to 0! Problem: The derivative of
            ;; assoc_legendre_p introduces a unit_step function and the
-           ;; result looks very complicate.
+           ;; result looks very complicated. And this doesn't work if
+           ;; a+1/2 or b+1/2 is zero, so skip that too.
            (when $trace2f1
              (format t "Legendre c-a-b = 3/2~%")
              (mformat t "   : a = ~A~%" a)
diff -Nru maxima-5.28.0/src/hypgeo.lisp maxima-5.29.1/src/hypgeo.lisp
--- maxima-5.28.0/src/hypgeo.lisp	2012-05-16 15:42:34.000000000 +0000
+++ maxima-5.29.1/src/hypgeo.lisp	2012-12-04 05:54:49.000000000 +0000
@@ -1750,6 +1750,8 @@
 ;;;
 ;;; exp(-a*exp(t))
 ;;;   -> a^(-p)*gamma_incomplete(-p,a)
+;;; NOTE: CODE BELOW DOES NOT MATCH FORMULA AS STATED
+;;; CODE APPEARS TO BE CORRECT, TO JUDGE BY NUMERICAL EXAMPLES
 ;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;
 
 (defun f37p147 (c a)
diff -Nru maxima-5.28.0/src/ifactor.lisp maxima-5.29.1/src/ifactor.lisp
--- maxima-5.28.0/src/ifactor.lisp	2012-08-05 03:45:13.000000000 +0000
+++ maxima-5.29.1/src/ifactor.lisp	2012-12-09 21:42:56.000000000 +0000
@@ -320,7 +320,7 @@
 	 (a (+ (random (- n 2)) 1))
 	 (b (+ (random (- n 5)) 1))
 	 (y x) (d 1) (r 2) (j 1) (k)
-	 (terms (ceiling (log (float n)))))
+	      (terms (integer-length n)) )
     (setq b (/ b (gcd a b)))
     (loop while (= d 1) do
 	 (setq y x)
diff -Nru maxima-5.28.0/src/laplac.lisp maxima-5.29.1/src/laplac.lisp
--- maxima-5.28.0/src/laplac.lisp	2012-08-05 03:45:13.000000000 +0000
+++ maxima-5.29.1/src/laplac.lisp	2012-12-10 20:01:02.000000000 +0000
@@ -12,7 +12,7 @@
 
 (macsyma-module laplac)
 
-(declare-top (special dvar var-list var-parm-list var parm $savefactors
+(declare-top (special var $savefactors
 		      checkfactors $ratfac $keepfloat *nounl* *nounsflag*
                       errcatch $errormsg))
 
@@ -33,7 +33,7 @@
 (defun fixuprest (rest)
        ;;;REST IS A PRODUCT WITHOUT THE MTIMES.FIXUPREST PUTS BACK THE MTIMES
   (cond ((null rest) 1)
-	((cdr rest) (cons '(mtimes simp) rest))
+	((cdr rest) (cons '(mtimes) rest))
 	(t (car rest))))
 
 (defmacro posint (x)
@@ -56,10 +56,10 @@
   (cond ((or *nounsflag* (member '%laplace *nounl* :test #'eq))
          (setq fun (remlaplace fun))))
   (cond ((and (null (atom fun)) (eq (caar fun) 'mequal))
-	 (list '(mequal simp)
-	       (laplace (cadr fun))
-	       (laplace (caddr fun))))
-	(t (laplace fun))))
+	 (list '(mequal)
+	       (laplace (cadr fun) parm)
+	       (laplace (caddr fun) parm)))
+	(t (laplace fun parm))))
 
 ;;;LAMBDA BINDS SOME SPECIAL VARIABLES TO NIL AND DISPATCHES
 
@@ -69,8 +69,8 @@
       (cons (delete 'laplace (append (car e) nil) :count 1 :test #'eq)
 	    (mapcar #'remlaplace (cdr e)))))
 
-(defun laplace (fun)
-  (let (dvar var-list var-parm-list)
+(defun laplace (fun parm &optional (dvar nil))
+  (let ()
 ;;; Handles easy cases and calls appropriate function on others.
     (cond ((equal fun 0) 0)
 	  ((equal fun 1)
@@ -84,52 +84,52 @@
            (let ((op (caar fun)))
              (let ((result ; We store the result of laplace for further work.
 	       (cond ((eq op 'mplus)
-		      (laplus fun))
+		      (laplus fun parm))
 		     ((eq op 'mtimes)
-		      (laptimes (cdr fun)))
+		      (laptimes (cdr fun) parm))
 		     ((eq op 'mexpt)
-		      (lapexpt fun nil))
+		      (lapexpt fun nil parm))
 		     ((eq op '%sin)
-		      (lapsin fun nil nil))
+		      (lapsin fun nil nil parm))
 		     ((eq op '%cos)
-		      (lapsin fun nil t))
+		      (lapsin fun nil t parm))
 		     ((eq op '%sinh)
-		      (lapsinh fun nil nil))
+		      (lapsinh fun nil nil parm))
 		     ((eq op '%cosh)
-		      (lapsinh fun nil t))
+		      (lapsinh fun nil t parm))
 		     ((eq op '%log)
-		      (laplog fun))
+		      (laplog fun parm))
 		     ((eq op '%derivative)
-		      (lapdiff fun))
+		      (lapdiff fun parm))
 		     ((eq op '%integrate)
-		      (lapint fun))
+		      (lapint fun parm dvar))
 		     ((eq op '%sum)
-		      (list '(%sum simp)
-			    (laplace (cadr fun))
+		      (list '(%sum)
+			    (laplace (cadr fun) parm)
 			    (caddr fun)
 			    (cadddr fun)
 			    (car (cddddr fun))))
 		     ((eq op '%erf)
-		      (laperf fun))
+		      (laperf fun parm))
 		     ((and (eq op '%ilt)(eq (cadddr fun) var))
 		      (cond ((eq parm (caddr fun))(cadr fun))
 			    (t (subst parm (caddr fun)(cadr fun)))))
                      ((eq op '$delta)
-		      (lapdelta fun nil))
+		      (lapdelta fun nil parm))
 		     ((setq op ($get op '$laplace))
 		      (mcall op fun var parm))
-		     (t (lapdefint fun)))))
+		     (t (lapdefint fun parm)))))
               (when (isinop result '%integrate)
                 ;; Laplace has not found a result but returns a definit
                 ;; integral. This integral can contain internal integration 
                 ;; variables. Replace such a result with the noun form.
                 (setq result (list '(%laplace) fun var parm)))
               ;; Check if we have a result, when not call $specint.
-              (check-call-to-$specint result fun)))))))
+              (check-call-to-$specint result fun parm)))))))
 
 ;;; Check if laplace has found a result, when not try $specint.
 
-(defun check-call-to-$specint (result fun)
+(defun check-call-to-$specint (result fun parm)
   (cond 
     ((or (isinop result '%laplace)
          (isinop result '%limit)   ; Try $specint for incomplete results
@@ -153,44 +153,44 @@
            res)))
        (t result)))
 
-(defun laplus (fun)
-  (simplus (cons '(mplus) (mapcar #'laplace (cdr fun))) 1 t))
+(defun laplus (fun parm)
+  (simplus (cons '(mplus) (mapcar #'(lambda (e) (laplace e parm)) (cdr fun))) 1 t))
 
-(defun laptimes (fun)
+(defun laptimes (fun parm)
        ;;;EXPECTS A LIST (PERHAPS EMPTY) OF FUNCTIONS MULTIPLIED TOGETHER WITHOUT THE MTIMES
        ;;;SEES IF IT CAN APPLY THE FIRST AS A TRANSFORMATION ON THE REST OF THE FUNCTIONS
-  (cond ((null fun) (list '(mexpt simp) parm -1.))
-	((null (cdr fun)) (laplace (car fun)))
+  (cond ((null fun) (list '(mexpt) parm -1.))
+	((null (cdr fun)) (laplace (car fun) parm))
 	((freeof var (car fun))
 	 (simptimes (list '(mtimes)
 			  (car fun)
-			  (laptimes (cdr fun)))
+			  (laptimes (cdr fun) parm))
 		    1
 		    t))
 	((eq (car fun) var)
-	 (simptimes (list '(mtimes) -1 (sdiff (laptimes (cdr fun)) parm))
+	 (simptimes (list '(mtimes) -1 (sdiff (laptimes (cdr fun) parm) parm))
 		    1
 		    t))
 	(t
 	 (let ((op (caaar fun)))
 	   (cond ((eq op 'mexpt)
-		  (lapexpt (car fun) (cdr fun)))
+		  (lapexpt (car fun) (cdr fun) parm))
 		 ((eq op 'mplus)
-		  (laplus ($multthru (fixuprest (cdr fun)) (car fun))))
+		  (laplus ($multthru (fixuprest (cdr fun)) (car fun)) parm))
 		 ((eq op '%sin)
-		  (lapsin (car fun) (cdr fun) nil))
+		  (lapsin (car fun) (cdr fun) nil parm))
 		 ((eq op '%cos)
-		  (lapsin (car fun) (cdr fun) t))
+		  (lapsin (car fun) (cdr fun) t parm))
 		 ((eq op '%sinh)
-		  (lapsinh (car fun) (cdr fun) nil))
+		  (lapsinh (car fun) (cdr fun) nil parm))
 		 ((eq op '%cosh)
-		  (lapsinh (car fun) (cdr fun) t))
+		  (lapsinh (car fun) (cdr fun) t parm))
 		 ((eq op '$delta)
-		  (lapdelta (car fun) (cdr fun)))
+		  (lapdelta (car fun) (cdr fun) parm))
 		 (t
-		  (lapshift (car fun) (cdr fun))))))))
+		  (lapshift (car fun) (cdr fun) parm)))))))
 
-(defun lapexpt (fun rest)
+(defun lapexpt (fun rest parm)
        ;;;HANDLES %E**(A*T+B)*REST(T), %E**(A*T**2+B*T+C),
        ;;; 1/SQRT(A*T+B), OR T**K*REST(T)
   (prog (ab base-of-fun power result)
@@ -241,10 +241,10 @@
      %e-case-lin
      (setq result
       (cond
-	(rest (sratsimp ($at (laptimes rest)
-			     (list '(mequal simp)
+	(rest (sratsimp ($at (laptimes rest parm)
+			     (list '(mequal)
 				   parm
-				   (list '(mplus simp)
+				   (list '(mplus)
 					 parm
 					 (afixsign (cadr ab)
 						   nil))))))
@@ -299,14 +299,14 @@
 	    (go var-easy-case)))
      (cond ((posint power)
 	    (return (afixsign (apply '$diff
-				     (list (laptimes rest)
+				     (list (laptimes rest parm)
 					   parm
 					   power))
 			      (even power))))
 	   ((negint power)
-	    (return (mydefint (hackit power rest)
+	    (return (mydefint (hackit power rest parm)
 			      (createname parm (- power))
-			      parm)))
+			      parm parm)))
 	   (t (go noluck)))
      var-easy-case
      (setq power
@@ -326,14 +326,14 @@
 		     '(mplus %sin %cos %sinh %cosh) :test #'eq))
 	  (laptimes (cons base-of-fun
 			  (cons (cond ((= power 2) base-of-fun)
-				      (t (list '(mexpt simp)
+				      (t (list '(mexpt)
 					       base-of-fun
 					       (1- power))))
-				rest))))
-	 (t (lapshift fun rest))))))
+				rest)) parm))
+	 (t (lapshift fun rest parm))))))
 
 ;;;INTEGRAL FROM A TO INFINITY OF F(X)
-(defun mydefint (f x a)
+(defun mydefint (f x a parm)
   (let ((tryint (and (not ($unknown f))
                      ;; $defint should not throw a Maxima error,
                      ;; therefore we set the flags errcatch and $errormsg.
@@ -347,43 +347,43 @@
                            (errset ($defint f x a '$inf))))))))
     (if tryint
 	(car tryint)
-	(list '(%integrate simp) f x a '$inf))))
+	(list '(%integrate) f x a '$inf))))
 
  ;;;CREATES UNIQUE NAMES FOR VARIABLE OF INTEGRATION
 (defun createname (head tail)
   (intern (format nil "~S~S" head tail)))
 
 ;;;REDUCES LAPLACE(F(T)/T**N,T,S) CASE TO LAPLACE(F(T)/T**(N-1),T,S) CASE
-(defun hackit (exponent rest)
+(defun hackit (exponent rest parm)
   (cond ((equal exponent -1)
 	 (let ((parm (createname parm 1)))
-	   (laptimes rest)))
-	(t (mydefint (hackit (1+ exponent) rest)
+	   (laptimes rest parm)))
+	(t (mydefint (hackit (1+ exponent) rest parm)
 		     (createname parm (- -1 exponent))
-		     (createname parm (- exponent))))))
+		     (createname parm (- exponent)) parm))))
 
 (defun afixsign (funct signswitch)
        ;;;MULTIPLIES FUNCT BY -1 IF SIGNSWITCH IS NIL
   (cond (signswitch funct)
 	(t (simptimes (list '(mtimes) -1 funct) 1 t))))
 
-(defun lapshift (fun rest)
+(defun lapshift (fun rest parm)
   (cond ((atom fun) (merror "LAPSHIFT: expected a cons, not ~M" fun))
 	((or (member 'laplace (car fun) :test #'eq) (null rest))
 	 (lapdefint (cond (rest (simptimes (cons '(mtimes)
 						 (cons fun rest)) 1 t))
-			  (t fun))))
+			  (t fun)) parm))
 	(t (laptimes (append rest
 			     (ncons (cons (append (car fun)
 						  '(laplace))
-					  (cdr fun))))))))
+					  (cdr fun)))) parm))))
 
 ;;;COMPUTES %E**(W*B*%I)*F(S-W*A*%I) WHERE W=-1 IF SIGN IS T ELSE W=1
 (defun mostpart (f parm sign a b)
   (let ((substinfun ($at f
-			 (list '(mequal simp)
+			 (list '(mequal)
 			       parm
-			       (list '(mplus simp) parm (afixsign (list '(mtimes) a '$%i) sign))))))
+			       (list '(mplus) parm (afixsign (list '(mtimes) a '$%i) sign))))))
     (if (zerop1 b)
 	substinfun
 	(list '(mtimes)
@@ -404,11 +404,11 @@
 			 1 nil))))
 
  ;;;FUN IS OF THE FORM SIN(A*T+B)*REST(T) OR COS
-(defun lapsin (fun rest trigswitch)
+(defun lapsin (fun rest trigswitch parm)
   (let ((ab (islinear (cadr fun) var)))
     (cond (ab
 	   (cond (rest
-		  (compose (laptimes rest)
+		  (compose (laptimes rest parm)
 			   parm
 			   trigswitch
 			   (car ab)
@@ -443,10 +443,10 @@
 			  -1))
 		   1 nil))))
 	  (t
-	   (lapshift fun rest)))))
+	   (lapshift fun rest parm)))))
 
  ;;;FUN IS OF THE FORM SINH(A*T+B)*REST(T) OR IS COSH
-(defun lapsinh (fun rest switch)
+(defun lapsinh (fun rest switch parm)
   (cond ((islinear (cadr fun) var)
 	 (sratsimp
 	  (laplus
@@ -467,11 +467,11 @@
 				   rest)
 			    switch))
 	    1
-	    nil))))
-	(t (lapshift fun rest))))
+	    nil) parm)))
+	(t (lapshift fun rest parm))))
 
  ;;;FUN IS OF THE FORM LOG(A*T)
-(defun laplog (fun)
+(defun laplog (fun parm)
   (let ((ab (islinear (cadr fun) var)))
     (cond ((and ab (zerop1 (cdr ab)))
 	   (simptimes (list '(mtimes)
@@ -482,7 +482,7 @@
 			    (list '(mexpt) parm -1))
 		      1 nil))
 	  (t
-	   (lapdefint fun)))))
+	   (lapdefint fun parm)))))
 
 (defun raiseup (fbase exponent)
   (if (equal exponent 1)
@@ -490,7 +490,7 @@
       (list '(mexpt) fbase exponent)))
 
 ;;TAKES TRANSFORM OF DELTA(A*T+B)*F(T)
-(defun lapdelta (fun rest)
+(defun lapdelta (fun rest parm)
   (let ((ab (islinear (cadr fun) var))
 	(sign nil)
 	(recipa nil))
@@ -510,9 +510,9 @@
 				   recipa)))
 		      nil))
 	  (t
-	   (lapshift fun rest)))))
+	   (lapshift fun rest parm)))))
 
-(defun laperf (fun)
+(defun laperf (fun parm)
   (let ((ab (islinear (cadr fun) var)))
     (cond ((and ab (equal (cdr ab) 0))
 	   (simptimes (list '(mtimes)
@@ -529,13 +529,13 @@
 		      1
 		      nil))
 	  (t
-	   (lapdefint fun)))))
+	   (lapdefint fun parm)))))
 
-(defun lapdefint (fun)
+(defun lapdefint (fun parm)
   (prog (tryint mult)
      (and ($unknown fun)(go skip))
      (setq mult (simptimes (list '(mtimes) (exponentiate
-					    (list '(mtimes simp) -1 var parm)) fun) 1 nil))
+					    (list '(mtimes) -1 var parm)) fun) 1 nil))
      (with-new-context (context)
        (progn
          (meval `(($assume) ,@(list (list '(mgreaterp) parm 0))))
@@ -549,17 +549,17 @@
 			       (caaar tryint))
 			  '%integrate))
 	  (return (car tryint)))
-     skip (return (list '(%laplace simp) fun var parm))))
+     skip (return (list '(%laplace) fun var parm))))
 
 
-(defun lapdiff (fun)
+(defun lapdiff (fun parm)
 ;;;FUN IS OF THE FORM DIFF(F(T),T,N) WHERE N IS A POSITIVE INTEGER
   (prog (difflist degree frontend resultlist newdlist order arg2)
      (setq newdlist (setq difflist (copy-tree (cddr fun))))
-     (setq arg2 (list '(mequal simp) var 0))
+     (setq arg2 (list '(mequal) var 0))
      a    (cond ((null difflist)
-		 (return (cons '(%derivative simp)
-			       (cons (list '(%laplace simp)
+		 (return (cons '(%derivative)
+			       (cons (list '(%laplace)
 					   (cadr fun)
 					   var
 					   parm)
@@ -571,10 +571,10 @@
      (setq difflist (cdr (setq frontend (cdr difflist))))
      (go a)
      out  (cond ((null (posint degree))
-		 (return (list '(%laplace simp) fun var parm))))
+		 (return (list '(%laplace) fun var parm))))
      (cond (frontend (rplacd frontend difflist))
 	   (t (setq newdlist difflist)))
-     (cond (newdlist (setq fun (cons '(%derivative simp)
+     (cond (newdlist (setq fun (cons '(%derivative)
 				     (cons (cadr fun)
 					   newdlist))))
 	   (t (setq fun (cadr fun))))
@@ -594,15 +594,15 @@
      (return (simplus (list '(mplus)
 			    (list '(mtimes)
 				  (raiseup parm order)
-				  (laplace fun))
+				  (laplace fun parm))
 			    (list '(mtimes)
 				  -1
 				  resultlist))
 		      1 nil))))
 
  ;;;FUN IS OF THE FORM INTEGRATE(F(X)*G(T)*H(T-X),X,0,T)
-(defun lapint (fun)
-  (prog (newfun parm-list f)
+(defun lapint (fun parm dvar)
+  (prog (newfun parm-list f var-list var-parm-list)
      (and dvar (go convolution))
      (setq dvar (cadr (setq newfun (cdr fun))))
      (and (cddr newfun)
@@ -614,17 +614,17 @@
      (cond ((cddr newfun)
 	    (cond ((and (freeof var (caddr newfun))
 			(freeof var (cadddr newfun)))
-		   (return (list '(%integrate simp)
-				 (laplace (car newfun))
+		   (return (list '(%integrate)
+				 (laplace (car newfun) parm dvar)
 				 dvar
 				 (caddr newfun)
 				 (cadddr newfun))))
 		  (t (go giveup))))
-	   (t (return (list '(%integrate simp)
-			    (laplace (car newfun))
+	   (t (return (list '(%integrate)
+			    (laplace (car newfun) parm dvar)
 			    dvar))))
      giveup
-     (return (list '(%laplace simp) fun var parm))
+     (return (list '(%laplace) fun var parm))
      convolutiontest
      (setq newfun ($factor (car newfun)))
      (cond ((eq (caar newfun) 'mtimes)
@@ -657,7 +657,7 @@
 					    var-parm-list))
 			      dvar
 			      0
-			      var)))))))
+			      var)))) parm dvar)))
      convolution
      (return
        (simptimes
@@ -665,9 +665,9 @@
 	 '(mtimes)
 	 (laplace ($expand (maxima-substitute var
 					      dvar
-					      (fixuprest var-list))))
+					      (fixuprest var-list))) parm dvar)
 	 (laplace
-	  ($expand (maxima-substitute 0 dvar (fixuprest var-parm-list)))))
+	  ($expand (maxima-substitute 0 dvar (fixuprest var-parm-list))) parm dvar))
 	1
 	t))))
 
@@ -688,7 +688,7 @@
 		 ($ilt (caddr exp) ils ilt)))
 	  ((zerop1 exp) 0)
 	  ((freeof ils exp)
-	   (list '(%ilt simp) exp ils ilt))
+	   (list '(%ilt) exp ils ilt))
 	  (t (ilt0 exp)))))
 
 (defun maxima-rationalp (le v)
@@ -713,14 +713,14 @@
 				  (cadr exp))))))
      (setq ratarg (ratrep* exp))
      (or (maxima-rationalp varlist ils)
-	 (return (list '(%ilt simp) exp ils ilt)))
+	 (return (list '(%ilt) exp ils ilt)))
      (setq ratform (car ratarg))
      (setq denom (ratdenominator (cdr ratarg)))
      (setq frpart (pdivide (ratnumerator (cdr ratarg)) denom))
      (setq wholepart (car frpart))
      (setq frpart (ratqu (cadr frpart) denom))
      (cond ((not (zerop1 (car wholepart)))
-	    (return (list '(%ilt simp) exp ils ilt)))
+	    (return (list '(%ilt) exp ils ilt)))
 	   ((zerop1 (car frpart)) (return 0)))
      (setq num (car frpart) denom (cdr frpart))
      (setq y (oldcontent denom))
@@ -856,7 +856,7 @@
      (and (equal degr 2) (go quadratic))
      (and (equal degr 3) (zerop1 c) (zerop1 d)
 	  (go cubic))
-     (return (list '(%ilt simp) (div* (disrep p)(disrep q)) ils ilt))
+     (return (list '(%ilt) (div* (disrep p)(disrep q)) ils ilt))
      cubic (setq  a (disrep (polcoef q 3))
 		  r (simpnrt (div* e a) 3))
      (setq d (div* (disrep p)(lapprod a (lapsum
@@ -873,7 +873,7 @@
      (setq sign (cond ((free discrim '$%i) (asksign discrim)) (t '$positive))
 	   term1 '(%cos)
 	   term2 '(%sin))
-     (setq degr (expo '$%e (lapprod ilt d (power c -1) '((rat simp) -1 2))))
+     (setq degr (expo '$%e (lapprod ilt d (power c -1) '((rat) -1 2))))
      (cond ((eq sign '$zero)
 	    (return (simptimes (lapprod degr (lapsum (div* b1 c)
 						     (lapprod
@@ -897,7 +897,7 @@
      (setq discrim (simptimes (lapprod
 			       discrim
 			       ilt
-			       '((rat simp) 1 2)
+			       '((rat) 1 2)
 			       c)
 			      1
 			      t))
@@ -910,5 +910,5 @@
 	1
 	nil))))
 
-(declare-top (unspecial dvar ils ilt *nounl* parm q ratform var
-			varlist var-list var-parm-list z))
+(declare-top (unspecial ils ilt *nounl* q ratform var
+			varlist z))
diff -Nru maxima-5.28.0/src/ldisp.lisp maxima-5.29.1/src/ldisp.lisp
--- maxima-5.28.0/src/ldisp.lisp	2012-05-16 15:42:34.000000000 +0000
+++ maxima-5.29.1/src/ldisp.lisp	1970-01-01 00:00:00.000000000 +0000
@@ -1,25 +0,0 @@
-;;; -*-  Mode: Lisp; Package: Maxima; Syntax: Common-Lisp; Base: 10 -*- ;;;;
-;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;
-;;;     The data in this file contains enhancments.                    ;;;;;
-;;;                                                                    ;;;;;
-;;;  Copyright (c) 1984,1987 by William Schelter,University of Texas   ;;;;;
-;;;     All rights reserved                                            ;;;;;
-;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;;
-;;; Auxiliary DISPLA package for doing 1-D display
-;;;
-;;; (c) 1979 Massachusetts Institute of Technology
-;;;
-;;; See KMP for details
-
-(in-package :maxima)
-
-;;; (LINEAR-DISPLA )
-;;;
-;;; Display text linearly. This function should be usable in any case
-;;;  DISPLA is usable and will attempt to do something reasonable with
-;;;  its input.
-
-(defun linear-displa (form)
-  (fresh-line *standard-output*)
-  (mgrind form *standard-output*)
-  (terpri))
diff -Nru maxima-5.28.0/src/limit.lisp maxima-5.29.1/src/limit.lisp
--- maxima-5.28.0/src/limit.lisp	2012-08-05 03:45:13.000000000 +0000
+++ maxima-5.29.1/src/limit.lisp	2012-12-09 21:42:56.000000000 +0000
@@ -30,7 +30,7 @@
 (declare-top (special errorsw errrjfflag raterr origval $lhospitallim low*
 		      *indicator half%pi nn* dn* numer denom exp var val varlist
 		      *zexptsimp? $tlimswitch $logarc taylored logcombed
-		      $exponentialize lhp? lhcount $ratfac genvar complex-limit lnorecurse
+		      $exponentialize lhp? lhcount $ratfac genvar
 		      loginprod? $limsubst $logabs a context limit-assumptions
 		      limit-top limitp integer-info old-integer-info $keepfloat $logexpand))
 
@@ -169,12 +169,6 @@
 		(setq val '$inf
 		      origval '$inf
 		      exp (subin (m* -1 var) exp)))
-	      ;; Limit is going to want to make its own assumptions
-	      ;; about the variable based on what the calling program
-	      ;; knows. Old assumptions are saved for restoration upon
-	      ;; exit.
-	      (unless (= lenargs 1)
-		(limit-context (second args) origval dr))
               
               ;; Hide noun form of %derivative, %integrate.
 	      (setq exp (hide exp))
@@ -186,15 +180,17 @@
 		    ;; *atp* prevents substitution from applying to vars 
 		    ;; bound by %sum, %product, %integrate, %limit
 		    (setq var (gensym))
-		    (setq limit-assumptions (cons (assume `(($equal) ,realvar ,(m+ val var)))
-						  limit-assumptions))
-		    (setq exp (maxima-substitute (m+ val var) realvar exp))
-		    (putprop var realvar 'limitsub)))
+		    (setq exp (maxima-substitute (m+ val var) realvar exp))))
 		(setq val (cond ((eq dr '$plus) '$zeroa)
 				((eq dr '$minus) '$zerob)
 				(t 0)))
 		(setq origval 0))
               
+	      ;; Make assumptions about limit var being very small or very large.
+	      ;; Assumptions are forgotten upon exit.
+	      (unless (= lenargs 1)
+		(limit-context var val dr))
+
               ;; Resimplify in light of new assumptions.
               (setq exp (resimplify
                           (factosimp
@@ -1840,7 +1836,7 @@
 		     (cond (infl (cond ((null minfl) (return '$inf))
 				       (t (go oon))))
 			   (minfl (return '$minf))
-                           (indl
+                           ((> (length indl) 1)
                             ;; At this point we have a sum of '$ind. We factor 
                             ;; the sum and try again. This way we get the limit 
                             ;; of expressions like (a-b)*ind, where (a-b)--> 0.
@@ -1918,6 +1914,7 @@
 	((equal e -1) (lower l))
 	(t l)))
 
+;; get rid of zeroa and zerob
 (defmfun ridofab (e)
   (if (among '$zeroa e) (setq e (maxima-substitute 0 '$zeroa e)))
   (if (among '$zerob e) (setq e (maxima-substitute 0 '$zerob e)))
@@ -2216,18 +2213,14 @@
 			   hi-terms))        ; otherwise return list of high terms
 	     (setq compare (limit (m// (car l) hi-term) var val 'think))
 	     (cond
-	       ((infinityp compare)
-		(setq total 1)
+	       ((or (infinityp compare)
+		    (and (eq compare '$und)
+			 (zerop2 (limit (m// hi-term (car l)) var val 'think))))
+		(setq total 1)	; have found new high term
 		(setq hi-terms (ncons (setq hi-term (car l)))))
-	       ((eq compare '$und)
-		(let ((compare2 (limit (m// hi-term (car l)) var val 'think)))
-		  (cond ((zerop2 compare2)
-			 (setq total 1)
-			 (setq hi-terms (ncons (setq hi-term (car l)))))
-			(t nil))))
 	       ((zerop2 compare)  nil)
-	       ;; COMPARE IS IND OR FINITE-VALUED
-	       (t
+	       ;; COMPARE IS IND, FINITE-VALUED, or und in both directions
+	       (t		; add to list of high terms
 		(setq total (m+ total compare))
 		(setq hi-terms (append hi-terms (ncons (car l))))))))))
 
@@ -2319,8 +2312,9 @@
 	 (let ((stren (istrength (cadr term))))
 	   (cond ((member (car stren) '(log var) :test #'eq)
 		  `(log ,term))
-		 ((eq (car stren) 'exp)
-		  (istrength (car (cddadr stren))))
+		 ((and (eq (car stren) 'exp)
+		       (eq (caar (second stren)) 'mexpt))
+		  (istrength (logred (second stren))))
 		 (t `(gen ,term)))))
 	((eq (caar term) 'mfactorial)
 	 (list 'fact term))
@@ -2686,7 +2680,7 @@
 	  ((eq lim1 '$inf) half%pi)
 	  ((eq lim1 '$minf)
 	   (m*t -1. half%pi))
-	  (t `(($atan2) ,lim1 ,lim2)))))
+	  (t (take '($atan2) lim1 lim2)))))
 
 (defun simplimsch (sch arg)
   (cond ((real-infinityp arg)
@@ -2860,7 +2854,7 @@
   (cond ((not (involve e '($fib))) e)
 	((eq (caar e) '$fib)
 	 (let ((lnorecurse t))
-	   ($fibtophi (list '($fib) (lfibtophi (cadr e))))))
+	   ($fibtophi (list '($fib) (lfibtophi (cadr e))) lnorecurse)))
 	(t (cons (car e)
 		 (mapcar #'lfibtophi (cdr e))))))
 
diff -Nru maxima-5.28.0/src/linnew.lisp maxima-5.29.1/src/linnew.lisp
--- maxima-5.28.0/src/linnew.lisp	2012-08-05 03:45:13.000000000 +0000
+++ maxima-5.29.1/src/linnew.lisp	2012-12-04 05:54:50.000000000 +0000
@@ -243,7 +243,7 @@
 	 (push name labels)
 	 (setq result (cdr result))
 	 (when $dispflag
-	   (mtell-open "~M" (nconc (ncons '(mlable))
+	   (mtell-open "~M" (nconc (ncons '(mlabel))
 				   (ncons name)
 				   (ncons (eval name)))))))))
 
@@ -348,7 +348,7 @@
 
 (defun tmstore (name x)
   (cond ((< n *threshold*)
-	 (eval (list 'store name (list 'quote x))))
+	 (eval `(setf ,name ',x)))
 	(t
 	 (mset name (list '(mquote simp) x))
 	 x)))
diff -Nru maxima-5.28.0/src/lmdcls.lisp maxima-5.29.1/src/lmdcls.lisp
--- maxima-5.28.0/src/lmdcls.lisp	2012-08-05 03:45:13.000000000 +0000
+++ maxima-5.29.1/src/lmdcls.lisp	2012-12-04 05:54:50.000000000 +0000
@@ -49,7 +49,7 @@
 	  $aliases $arrays $askexp $assumescalar $backsubst $berlefact
 	  $beta_args_sum_to_integer $bftorat $bftrunc $boxchar
 	  $breakup $cauchysum $change_filedefaults $compgrind $context
-	  $contexts $current_let_rule_package $cursordisp $debugmode
+	  $contexts $current_let_rule_package $debugmode
 	  $default_let_rule_package $demoivre $dependencies $derivabbrev
 	  $derivsubst $detout $dispflag $display2d $displayset
 	  $display_format_internal $doallmxops $domain $domxexpt $domxmxops
@@ -65,7 +65,7 @@
 	  $genindex $gensumnum $globalsolve $gradefs $halfangles $homog_hack
 	  $inchar $infeval $inflag $intfaclim
 	  $isolate_wrt_times $keepfloat $labels $leftjust $letrat $letvarsimp
-	  $let_rule_packages $liflag $linechar $linedisp $linenum $linel
+	  $let_rule_packages $liflag $linechar $linenum $linel
 	  $linsolvewarn $linsolve_params $lispdisp $listarith $listconstvars
 	  $lmxchar $logarc $logconcoeffp $logexpand $lognegint $lognumer
 	  $logsimp $m1pbranch $macroexpansion $macros $maperror $mapprint
@@ -108,7 +108,7 @@
 	  *transl-debug* *transl-file-debug* *warned-fexprs*
 	  *warned-mode-vars* *warned-un-declared-vars* *zexptsimp? |-1//2|
 	  -sqrt3//2 |1//2| adn* aexprp algfac* algnotexact
-	  aliaslist alpha *alphabet* arrays aryp assigns *atp* atvars *baktrcl*
+	  alpha *alphabet* arrays aryp assigns *atp* atvars *baktrcl*
 	  bfhalf bfmhalf bigfloat%e bigfloat%pi bigfloatone bigfloatzero
 	  bindlist bvars *mdebug*
 	  declares defined_variables defintdebug derivflag derivlist
@@ -119,16 +119,16 @@
 	  generate-atan2 genpairs genvar half%pi half%pi3 hmodulus
 	  implicit-real in-p infinitesimals infinities inratsimp inside-mprog
 	  integerl *islinp* lexprs limit-answers limitp linel
-	  linelable lnorecurse local loclist low* maplp master-mesfile mdop
+	  *linelabel* local loclist low* maplp master-mesfile mdop
 	  meta-prop-l meta-prop-p mfexprp minpoly* mlocp mm* modulus *mopl*
 	  mplc* mprogp mproplist mspeclist mspeclist2 msump munbindp
 	  need-prog? negprods negsums nn* noevalargs noitems nonintegerl
 	  *nounl* *nounsflag* opers opers-list outargs1 outargs2 outfiles
-	  preserve-direction prods putl radcanp radpe rd*
+	  preserve-direction prods putl radcanp rd*
 	  real-infinities realonlyratnum *refchkl* return-mode returns rulefcnl
 	  rulesw scanmapp sfindex sign-imag-errp simplimplus-problems
 	  *small-primes* specials sqrt3//2 state-pdl $stringdisp substp
-	  sums tellratlist timesinp timesp tr-abort tr-progret tr-unique
+	  sums tellratlist timesinp tr-abort tr-progret tr-unique
 	  transl-file translate-time-evalables transp
 	  tstack typel user-mesfile user-timesofar varlist wflag
 	  $wtlevel $cflength $weightlevels *trunclist $taylordepth
diff -Nru maxima-5.28.0/src/macdes.lisp maxima-5.29.1/src/macdes.lisp
--- maxima-5.28.0/src/macdes.lisp	2012-04-29 20:56:49.000000000 +0000
+++ maxima-5.29.1/src/macdes.lisp	2012-12-04 05:54:50.000000000 +0000
@@ -58,12 +58,12 @@
        (setq c-tag (makelabel $inchar))
        (unless $nolabels (setf (symbol-value c-tag) (nth 2 tem)))
        (let ($display2d)
-	 (displa `((mlable) ,c-tag ,(nth 2 tem))))
+	 (displa `((mlabel) ,c-tag ,(nth 2 tem))))
        (setq $% (meval* (nth 2 tem)))
        (setq d-tag (makelabel $outchar))
        (unless $nolabels (setf (symbol-value d-tag) $%))
        (when (eq (caar tem) 'displayinput)
-	 (displa `((mlable) ,d-tag ,$%)))
+	 (displa `((mlabel) ,d-tag ,$%)))
        (go doit)
 
        notfound
diff -Nru maxima-5.28.0/src/macsys.lisp maxima-5.29.1/src/macsys.lisp
--- maxima-5.28.0/src/macsys.lisp	2012-05-24 06:47:17.000000000 +0000
+++ maxima-5.29.1/src/macsys.lisp	2012-12-04 05:54:50.000000000 +0000
@@ -180,13 +180,13 @@
 		    (go top)))))
 	(format t "~a" *general-display-prefix*)
 	(cond (#.writefilep  ;write out the c line to the dribble file
-	       (let ( (#.ttyoff t) smart-tty  $linedisp)
-		 (displa `((mlable) , c-tag , $__)))))
+	       (let ((#.ttyoff t))
+		 (displa `((mlabel) , c-tag , $__)))))
 	(if (eq r eof) (return '$done))
 	(setq $__ (caddr r))
 	(unless $nolabels (set  c-tag $__))
 	(cond (batch-or-demo-flag
-	       (displa `((mlable) ,c-tag , $__))))
+	       (displa `((mlabel) ,c-tag , $__))))
 	(setq time-before (get-internal-run-time)
 	      etime-before (get-internal-real-time))
 	(setq area-before (used-area))
@@ -229,7 +229,7 @@
           (putprop '$% (cons time-used 0) 'time)
 	  (putprop d-tag (cons time-used  0) 'time))
 	(if (eq (caar r) 'displayinput)
-	    (displa `((mlable) ,d-tag ,$%))) ;; consistently misspelling label.
+	    (displa `((mlabel) ,d-tag ,$%))) ;; consistently misspelling label.
 	(when (eq batch-or-demo-flag ':demo)
           (princ (break-prompt))
           (force-output)
diff -Nru maxima-5.28.0/src/mactex.lisp maxima-5.29.1/src/mactex.lisp
--- maxima-5.28.0/src/mactex.lisp	2012-05-12 18:44:15.000000000 +0000
+++ maxima-5.29.1/src/mactex.lisp	2012-12-04 14:38:03.000000000 +0000
@@ -96,7 +96,7 @@
 (setf (get 'mdefmacro 'tex-environment)
       `(,(format nil "~%\\begin{verbatim}~%") . ,(format nil ";~%\\end{verbatim}~%")))
 
-(setf (get 'mlable 'tex-environment)
+(setf (get 'mlabel 'tex-environment)
       `(,(format nil "~%\\begin{verbatim}~%") . ,(format nil ";~%\\end{verbatim}~%")))
 
 ;; top level command the result of tex'ing the expression x.
@@ -181,10 +181,10 @@
 	       (string= (subseq (maybe-invert-string-case (string $outchar)) 1 (length (string $outchar)))
 			(subseq (string mexplabel) 1 (length (string $outchar)))))))
 	    ;; aha, this is a C-line: do the grinding:
-	    (format texport (car (get-tex-environment 'mlable)))
+	    (format texport (car (get-tex-environment 'mlabel)))
         (format texport "~a" mexplabel)
 	    (mgrind mexp texport)	;write expression as string
-	    (format texport (cdr (get-tex-environment 'mlable))))
+	    (format texport (cdr (get-tex-environment 'mlabel))))
 	   (t 
 	    (if mexplabel (setq mexplabel (quote-% mexplabel)))
 					; display the expression for TeX now:
@@ -1032,7 +1032,7 @@
 
 (defprop mtext tex-mtext tex)
 (defprop text-string tex-mtext tex)
-(defprop mlable tex-mlable tex)
+(defprop mlabel tex-mlabel tex)
 (defprop spaceout tex-spaceout tex)
 
 ;; Additions by Marek Rychlik (rychlik@u.arizona.edu)
@@ -1051,7 +1051,7 @@
 (defun tex-mtext (x l r)
   (tex-list (map 'list #'tex-try-sym (cdr x)) l r ""))
 
-(defun tex-mlable (x l r)
+(defun tex-mlabel (x l r)
   (tex (caddr x)
        (append l
 	       (if (cadr x)
diff -Nru maxima-5.28.0/src/mat.lisp maxima-5.29.1/src/mat.lisp
--- maxima-5.28.0/src/mat.lisp	2012-08-05 03:45:13.000000000 +0000
+++ maxima-5.29.1/src/mat.lisp	2012-12-04 05:54:50.000000000 +0000
@@ -16,7 +16,7 @@
 
 (declare-top (special *ech* *tri* $algebraic $multiplicities equations
 		      mul* $dispflag $nolabels errrjfflag *det*
-		      xm* xn* varlist ax linelable sol))
+		      xm* xn* varlist ax *linelabel*))
 
 ;;these are arrays.
 (defvar *row*)
@@ -447,13 +447,13 @@
 (defmfun displine (exp)
   (let ($nolabels (tim 0))
     (elabel exp)
-    (cond ($dispflag (remprop linelable 'nodisp)
+    (cond ($dispflag (remprop *linelabel* 'nodisp)
 		     (setq tim (get-internal-run-time))
 		     (mterpri)
-		     (displa (list '(mlable) linelable exp))
+		     (displa (list '(mlabel) *linelabel* exp))
 		     (timeorg tim))
-	  (t (putprop linelable t 'nodisp)))
-    linelable))
+	  (t (putprop *linelabel* t 'nodisp)))
+    *linelabel*))
 
 (declare-top (unspecial permsign a rank delta nrow nvar n m variableorder
 			dependentrows inconsistentrows l k))
diff -Nru maxima-5.28.0/src/matcom.lisp maxima-5.29.1/src/matcom.lisp
--- maxima-5.28.0/src/matcom.lisp	2012-04-29 20:56:49.000000000 +0000
+++ maxima-5.29.1/src/matcom.lisp	2012-12-04 05:54:50.000000000 +0000
@@ -189,7 +189,8 @@
 	       (cond ((cdr p)
 		      (setq leftover (cons (car p) leftover))
 		      (setq p (cdr p))
-		      (go a1)))
+		      (go a1))
+                      (leftover (setq leftover (cons (car p) leftover)) (setq p nil) (go a1)))
 	       (setq boundlist (cons (caaar p) boundlist))
 	       (emit (list 'msetq
 			   (caaar p)
@@ -285,7 +286,8 @@
 	       (cond ((cdr p)
 		      (setq leftover (cons (car p) leftover))
 		      (setq p (cdr p))
-		      (go a1)))
+		      (go a1))
+                     (leftover (setq leftover (cons (car p) leftover)) (setq p nil) (go a1)))
 	       (setq boundlist (cons (caaar p) boundlist))
 	       (emit (list 'msetq
 			   (caaar p)
@@ -664,36 +666,6 @@
 	   ((atom p) (compileatom e p))
 	   ((eq (caar p) 'mplus) (compileplus e p))
 	   ((eq (caar p) 'mtimes) (compiletimes e p))
-	   ((and (eq (caar p) 'mexpt)
-		 (fixedmatchp (cadr p)))
-	    (emit (list 'setq
-			(genref)
-			(list 'findexpon
-			      e
-			      (memqargs (cadr p))
-			      ''mexpt)))
-	    (compilematch (car reflist) (caddr p)))
-	   ((and (eq (caar p) 'mexpt)
-		 (fixedmatchp (cadr p)))
-	    (emit (list 'setq
-			(genref)
-			(list 'findbase
-			      e
-			      (memqargs (caddr p))
-			      ''mexpt)))
-	    (compilematch (car reflist) (cadr p)))
-	   ((eq (caar p) 'mexpt)
-	    (emit (list 'setq
-			(genref)
-			(list 'findbe e)))
-	    (emit (list 'setq
-			(genref)
-			(list 'kar (cadr reflist))))
-	    (compilematch (car reflist) (cadr p))
-	    (emit (list 'setq
-			(cadr reflist)
-			(list 'kdr (cadr reflist))))
-	    (compilematch (cadr reflist) (caddr p)))
 	   (t (compileatom (list 'kaar e)
 			   (caar p))
 	      (emit (list 'setq
diff -Nru maxima-5.28.0/src/matrun.lisp maxima-5.29.1/src/matrun.lisp
--- maxima-5.28.0/src/matrun.lisp	2011-08-21 19:26:02.000000000 +0000
+++ maxima-5.29.1/src/matrun.lisp	2012-12-04 05:54:50.000000000 +0000
@@ -159,6 +159,15 @@
 		 (cond (flag (merror (intl:gettext "PART+: two or more pattern variables match anything.")))
 		       (t (setq flag t p (reverse p) preds (reverse preds))
 			  (go a))))
+		((not (atom (car p)))
+		 (prog (mye) 
+		    (setq mye e)
+		    loop (cond ((null mye) (matcherr)))
+		    (setq val (catch 'match (mcall (car preds) (car mye))))
+		    (cond ((null val)
+			   (setq mye (cdr mye)) (go loop))
+			  (t (return (setq e (delete (car mye) e :count 1 :test #'equal))))))
+		 (go b))
 		(t (mset (car p) 0)))
      (setq saved 0)
      (mapc 
@@ -171,7 +180,7 @@
 		 (null (setq val (catch 'match (mcall (car preds) 0)))))
 	    (matcherr)))
      (mset (car p) saved)
-     (setq preds (cdr preds) p (cdr p))
+     b (setq preds (cdr preds) p (cdr p))
      (go a)))
 
 (defmfun part* (e p preds) 
diff -Nru maxima-5.28.0/src/maxima-package.lisp maxima-5.29.1/src/maxima-package.lisp
--- maxima-5.28.0/src/maxima-package.lisp	2012-05-31 05:30:36.000000000 +0000
+++ maxima-5.29.1/src/maxima-package.lisp	2012-12-04 05:54:50.000000000 +0000
@@ -318,7 +318,8 @@
 			  #:rationalize
 			  #:coerce
 			  )
-  (:export #:lentz))
+  (:export #:lentz
+	   #:sum-power-series))
 
 ;; Export all the external symbols in BIGFLOAT-IMPL from BIGFLOAT too.
 (do-external-symbols (s '#:bigfloat-impl)
diff -Nru maxima-5.28.0/src/maxima.asd maxima-5.29.1/src/maxima.asd
--- maxima-5.28.0/src/maxima.asd	2012-05-31 05:30:36.000000000 +0000
+++ maxima-5.29.1/src/maxima.asd	2012-12-04 05:54:50.000000000 +0000
@@ -68,14 +68,15 @@
                (:module prerequisites :pathname ""
                         :components ((:file "mormac") 
                                      (:file "compat")))
+	       (:module maxima-language-compiler-macros :pathname ""
+			:components ((:file "transm")))
 	       (:module getopt :pathname ""
 			:components ((:file "getopt")))
 	       (:module command-line :pathname ""
 			:depends-on (getopt)
 			:components ((:file "command-line")))
                (:module fundamental-macros :pathname ""
-                        :components ((:file "defopt") 
-                                     (:file "defcal") 
+                        :components ((:file "defcal") 
                                      (:file "maxmac")))
                (:module utility-macros :pathname ""
                         :components ((:file "mopers") 
@@ -422,8 +423,6 @@
 				     (:file "nrat4") 
 				     (:file "ratout")))
 
-	       (:module maxima-language-compiler-macros :pathname ""
-			:components ((:file "transm")))
 	       (:module maxima-language-compiler :pathname ""
 			:components ((:file "transl") 
 				     (:file "transs") 
@@ -467,7 +466,6 @@
 	       (:module display :pathname ""
 			:components ((:file "displa") 
 				     (:file "nforma") 
-				     (:file "ldisp") 
 				     (:file "grind")))
 
 	       (:module gcd :pathname ""
diff -Nru maxima-5.28.0/src/maxima.bat.in maxima-5.29.1/src/maxima.bat.in
--- maxima-5.28.0/src/maxima.bat.in	2012-06-15 05:21:34.000000000 +0000
+++ maxima-5.29.1/src/maxima.bat.in	2012-12-04 05:54:50.000000000 +0000
@@ -1,5 +1,8 @@
 @echo off
 
+rem begin localisation of Environment Variables
+setlocal
+
 set arg0=%0
 set arg1=%1
 set arg2=%2
@@ -105,7 +108,7 @@
 goto end
 
 :dogcl
-%maxima_imagesdir%\binary-gcl\maxima.exe -eval "(cl-user::run)" -f -- %arg1% %arg2% %arg3% %arg4% %arg5% %arg6% %arg7% %arg8% %arg9%
+"%maxima_imagesdir%\binary-gcl\maxima.exe" -eval "(cl-user::run)" -f -- %arg1% %arg2% %arg3% %arg4% %arg5% %arg6% %arg7% %arg8% %arg9%
 goto end
 
 :doclisp
@@ -150,4 +153,5 @@
 
 :end
 
-
+rem Restore environment variables
+endlocal
diff -Nru maxima-5.28.0/src/maxima.system maxima-5.29.1/src/maxima.system
--- maxima-5.28.0/src/maxima.system	2012-05-31 05:30:36.000000000 +0000
+++ maxima-5.29.1/src/maxima.system	2012-12-04 05:54:50.000000000 +0000
@@ -155,14 +155,15 @@
                (:module prerequisites :source-pathname ""
                         :components ((:file "mormac") 
                                      (:file "compat")))
+	       (:module maxima-language-compiler-macros :source-pathname ""
+			:components ((:file "transm")))
 	       (:module command-line :source-pathname ""
 			:depends-on (getopt)
 			:components ((:file "command-line")))
 	       (:module getopt :source-pathname ""
 			:components ((:file "getopt")))
                (:module fundamental-macros :source-pathname ""
-                        :components ((:file "defopt") 
-                                     (:file "defcal") 
+                        :components ((:file "defcal") 
                                      (:file "maxmac")))
                (:module utility-macros :source-pathname ""
                         :components ((:file "mopers") 
@@ -513,8 +514,6 @@
 				     (:file "rat3e") 
 				     (:file "nrat4") 
 				     (:file "ratout")))
-	       (:module maxima-language-compiler-macros :source-pathname ""
-			:components ((:file "transm")))
 	       (:module maxima-language-compiler :source-pathname ""
 			:components ((:file "transl") 
 				     (:file "transs") 
@@ -550,7 +549,6 @@
 	       (:module display :source-pathname ""
 			:components ((:file "displa") 
 				     (:file "nforma") 
-				     (:file "ldisp") 
 				     (:file "grind")))
 	       (:module gcd :source-pathname ""
 			:components ((:file "spgcd")
diff -Nru maxima-5.28.0/src/mhayat.lisp maxima-5.29.1/src/mhayat.lisp
--- maxima-5.28.0/src/mhayat.lisp	2012-04-29 20:56:49.000000000 +0000
+++ maxima-5.29.1/src/mhayat.lisp	2012-12-04 05:54:50.000000000 +0000
@@ -259,7 +259,7 @@
 
 (defmacro zero-warn (exp)
   `(mtell (intl:gettext "taylor: assumed to be zero: ~M~%")
-    `((mlable) () ,,exp)))
+    `((mlabel) () ,,exp)))
 
 
 (defmacro merrcatch (form) `(catch 'errorsw ,form))
diff -Nru maxima-5.28.0/src/mlisp.lisp maxima-5.29.1/src/mlisp.lisp
--- maxima-5.28.0/src/mlisp.lisp	2012-08-05 03:45:13.000000000 +0000
+++ maxima-5.29.1/src/mlisp.lisp	2012-12-04 05:54:50.000000000 +0000
@@ -799,6 +799,9 @@
 (defmspec $defstruct (L)
   `((mlist) ,@(mapcar 'defstruct1 (cdr L))))
 
+;; trivial translation to quiet complaint about lack of translation for this defmspec
+(def%tr $defstruct (x) `($any . (meval ',x)))
+
 (defvar $structures '((mlist)))
 
 (defun defstruct-translate (form)
@@ -853,6 +856,9 @@
 
           `(,(car recordname) ,@(mapcar #'meval (cdr recordname))))))))
 
+;; trivial translation to quiet complaint about lack of translation for this defmspec
+(def%tr $new (x) `($any . (meval ',x)))
+
 ;; Following property assignments comprise the Lisp code equivalent to infix("@", 200, 201)
 
 (defprop $@ %@ verb) 
diff -Nru maxima-5.28.0/src/mload.lisp maxima-5.29.1/src/mload.lisp
--- maxima-5.28.0/src/mload.lisp	2012-07-25 23:04:15.000000000 +0000
+++ maxima-5.29.1/src/mload.lisp	2012-12-04 05:54:50.000000000 +0000
@@ -537,13 +537,14 @@
 		     ;; the original order.  Fortunately, this doesn't
 		     ;; have to be very fast, so we do it very naively.
 		     (dolist (test (mapcar #'remove-dollarsign (cdr tests)))
-		       (when (find test (cdr $testsuite_files)
-				   :key #'(lambda (x)
-					    (maxima-string (if (listp x)
-							       (second x)
-							       x)))
-				   :test #'string=)
-			 (push test results)))
+		       (let ((matching-test (find test (cdr $testsuite_files)
+						  :key #'(lambda (x)
+							   (maxima-string (if (listp x)
+									      (second x)
+									      x)))
+						  :test #'string=)))
+			 (when matching-test
+			   (push matching-test results))))
 		     (nreverse results)))
 		  (t
 		   (cdr $testsuite_files))))))
@@ -565,7 +566,8 @@
       (load (concatenate 'string *maxima-testsdir* "/" "testsuite.lisp")))
     (let ((error-break-file)
 	  (testresult)
-	  (tests-to-run (intersect-tests tests))
+	  (tests-to-run (intersect-tests (cond ((consp tests) tests)
+					       (tests (list '(mlist) tests)))))
 	  (test-count 0)
 	  (total-count 0)
 	  (error-count 0))
diff -Nru maxima-5.28.0/src/nforma.lisp maxima-5.29.1/src/nforma.lisp
--- maxima-5.28.0/src/nforma.lisp	2012-02-26 15:20:13.000000000 +0000
+++ maxima-5.29.1/src/nforma.lisp	2012-12-04 05:54:50.000000000 +0000
@@ -12,7 +12,7 @@
 
 (macsyma-module nforma)
 
-(declare-top (special 1//2 -1//2 displayp aliaslist in-p))
+(declare-top (special 1//2 -1//2 displayp in-p))
 
 (defmvar $powerdisp nil)
 (defmvar $pfeformat nil)
@@ -28,7 +28,6 @@
 	 (cond ((and (realp form) (minusp form)) (list '(mminus) (- form)))
 	       ((eq t form) (if in-p t '$true))
 	       ((eq nil form) (if in-p nil '$false))
-	       ((and displayp (car (rassoc form aliaslist :test #'eq))))
 	       ;;	       (($EXTENDP FORM)
 	       ;;		(NFORMAT (transform-extends form)))
 	       (t form)))
diff -Nru maxima-5.28.0/src/nset.lisp maxima-5.29.1/src/nset.lisp
--- maxima-5.28.0/src/nset.lisp	2012-04-29 20:56:49.000000000 +0000
+++ maxima-5.29.1/src/nset.lisp	2012-12-04 05:54:50.000000000 +0000
@@ -863,7 +863,7 @@
 (setf (get '%kron_delta 'verb) '$kron_delta)
 (setf (get '$kron_delta 'alias) '%kron_delta)
 (setf (get '%kron_delta 'reversealias) '$kron_delta)
-(defun $kron_delta (x) (take '($kron_delta) x))
+(defun $kron_delta (&rest x) (simplifya `((%kron_delta) ,@x) t))
 (setf (get '%kron_delta 'real-valued) t) ;; conjugate(kron_delta(xxx)) --> kron_delta(xxx)
 (setf (get '%kron_delta 'integer-valued) t) ;; featurep(kron_delta(xxx), integer) --> true
 
@@ -873,7 +873,7 @@
   (declare (ignore y))
 
   (setq l (cdr l)) ;; remove (($kron_delta simp)
-  (if (and l (null (cdr l))) (wna-err '$knon_delta)) ;; wrong number of arguments error for exactly one argument
+  (if (and l (null (cdr l))) (wna-err '$kron_delta)) ;; wrong number of arguments error for exactly one argument
 
   ;; Checking both mnqp and meqp is convenient, but unnecessary. This code misses simplifications that
   ;; involve three or more arguments. Example: kron_delta(a,b,a+b+1,a-b+5) could (but doesn't) simplify 
diff -Nru maxima-5.28.0/src/numeric.lisp maxima-5.29.1/src/numeric.lisp
--- maxima-5.28.0/src/numeric.lisp	2012-06-01 06:17:12.000000000 +0000
+++ maxima-5.29.1/src/numeric.lisp	2012-12-04 05:54:50.000000000 +0000
@@ -91,7 +91,7 @@
 ;;;
 ;;;    BIGFLOAT converts a number to a BIGFLOAT or COMPLEX-BIGFLOAT.
 ;;; This is intended to convert CL numbers or Maxima (internal)
-;;; numbers to an bigfloat object.
+;;; numbers to a bigfloat object.
 (defun bigfloat (re &optional im)
   "Convert RE to a BIGFLOAT.  If IM is given, return a COMPLEX-BIGFLOAT"
   (cond (im
@@ -154,6 +154,69 @@
 (defmethod maxima::to ((z t))
   z)
 
+;; MAX-EXPONENT roughly computes the log2(|x|).  If x is real and x =
+;; 2^n*f, with |f| < 1, MAX-EXPONENT returns |n|.  For complex
+;; numbers, we return one more than the max of the exponent of the
+;; real and imaginary parts.
+(defmethod max-exponent ((x bigfloat))
+  (cl:abs (third (slot-value x 'real))))
+
+(defmethod max-exponent ((x complex-bigfloat))
+  (cl:1+ (cl:max (cl:abs (third (slot-value x 'real)))
+		 (cl:abs (third (slot-value x 'imag))))))
+
+(defmethod max-exponent ((x cl:float))
+  (cl:abs (nth-value 1 (cl:decode-float x))))
+
+(defmethod max-exponent ((x cl:rational))
+  (cl:ceiling (cl:log (cl:abs x) 2)))
+
+(defmethod max-exponent ((x cl:complex))
+  (cl:1+ (cl:max (max-exponent (cl:realpart x))
+		 (max-exponent (cl:imagpart x)))))
+
+;; When computing x^a using exp(a*log(x)), we need extra bits because
+;; the integer part of a*log(x) doesn't contribute to the accuracy of
+;; the result.  The number of extra bits needed is basically the
+;; "size" of a plus the number of bits for ceiling(log(x)).  We need
+;; ceiling(log(x)) extra bits because that's how many bits are taken
+;; up by the log(x).  The "size" of a is, basically, the exponent of
+;; a. If a = 2^n*f where |f| < 1, then the size is abs(n) because
+;; that's how many extra bits are added to the integer part of
+;; a*log(x).
+(defun expt-extra-bits (x a)
+  (max 1 (+ (integer-length (max-exponent x))
+	    (max-exponent a))))
+
+;;; WITH-EXTRA-PRECISION - Internal
+;;;
+;;;   Executes the body BODY with extra precision.  The precision is
+;;; increased by EXTRA, and the list of variables given in VARLIST have
+;;; the precision increased.  The precision of the first value of the
+;;; body is then reduced back to the normal precision.
+(defmacro with-extra-precision ((extra (&rest varlist)) &body body)
+  (let ((result (gensym))
+	(old-fpprec (gensym)))
+    `(let ((,result
+	     (let ((,old-fpprec maxima::fpprec))
+	       (unwind-protect
+		    (let ((maxima::fpprec (cl:+ maxima::fpprec ,extra)))
+		      (let ,(mapcar #'(lambda (v)
+					;; Could probably do this in a faster
+					;; way, but conversion to a maxima
+					;; form automatically increases the
+					;; precision of the bigfloat to the
+					;; new precision.  Conversion of that
+					;; to a bigfloat object preserves the
+					;; precision.
+					`(,v (bigfloat:to (maxima::to ,v))))
+			     varlist)
+			,@body))
+		 (setf maxima::fpprec ,old-fpprec)))))
+       ;; Conversion of the result to a maxima number adjusts the
+       ;; precision appropriately.
+       (bigfloat:to (maxima::to ,result)))))
+     
 ;;; REALP
 
 ;; GCL doesn't have the REAL class!  But since a real is a rational or
@@ -1433,12 +1496,14 @@
 	  (bigfloat 1))
       (cond ((and (zerop a) (plusp (realpart b)))
 	     (* a b))
-	    ((= b (truncate b))
+	    ((and (typep b 'bigfloat) (= b (truncate b)))
 	     ;; Use the numeric^number method because it can be much
 	     ;; more accurate when b is an integer.
 	     (expt a (truncate b)))
 	    (t
-	     (exp (* b (log a)))))))
+	     (with-extra-precision ((expt-extra-bits a b)
+				    (a b))
+	       (exp (* b (log a))))))))
 
 (defmethod expt ((a cl:number) (b numeric))
   (if (zerop b)
@@ -1450,9 +1515,13 @@
       (cond ((and (zerop a) (plusp (realpart b)))
 	     (* a b))
 	    ((= b (truncate b))
-	     (expt a (truncate b)))
+	     (with-extra-precision ((expt-extra-bits a b)
+				    (a b))
+	       (expt a (truncate b))))
 	    (t
-	     (exp (* b (log (bigfloat a))))))))
+	     (with-extra-precision ((expt-extra-bits a b)
+				    (a b))
+	       (exp (* b (log (bigfloat a)))))))))
 
 (defmethod expt ((a numeric) (b cl:number))
   (if (zerop b)
@@ -1481,7 +1550,9 @@
 		 (let ((a2 (* a a)))
 		   (/ (* a2 a2))))
 		(t
-		 (exp (* (bigfloat b) (log a))))))))
+		 (with-extra-precision ((expt-extra-bits a b)
+					(a b))
+		   (exp (* (bigfloat b) (log a)))))))))
 
 ;; Handle a^b a little more carefully because the result is known to
 ;; be real when a is real and b is an integer.
@@ -1508,10 +1579,14 @@
 	 ;; a^b = exp(b*log(|a|) + %i*%pi*b)
 	 ;;     = exp(b*log(|a|))*exp(%i*%pi*b)
 	 ;;     = (-1)^b*exp(b*log(|a|))
-	 (* (exp (* b (log (abs a))))
-	    (if (oddp b) -1 1)))
+	 (with-extra-precision ((expt-extra-bits a b)
+				(a b))
+	   (* (exp (* b (log (abs a))))
+	      (if (oddp b) -1 1))))
 	(t
-	 (exp (* b (log a))))))
+	 (with-extra-precision ((expt-extra-bits a b)
+				(a b))
+	   (exp (* b (log a)))))))
 
 ;;; TO - External
 ;;;
@@ -1988,7 +2063,7 @@
 ;;; %PI - External
 ;;;
 ;;;   Return a value of pi with the same precision as the argument.
-;;;   For rationals, we return a single-float approximation.
+;;; For rationals, we return a single-float approximation.
 (defmethod %pi ((x cl:rational))
   (declare (ignore x))
   (cl:coerce cl:pi 'single-float))
@@ -2047,18 +2122,20 @@
   fraction.  When this is reached, we assume that the continued
   fraction did not converge.")
 
-;; Lentz's algorithm for evaluating continued fractions.
-;;
-;; Let the continued fraction be:
-;;
-;;      a1    a2    a3
-;; b0 + ----  ----  ----
-;;      b1 +  b2 +  b3 +
-;;
-;;
-;; Then LENTZ expects two functions, each taking a single fixnum
-;; index.  The first returns the b term and the second returns the a
-;; terms as above for a give n.
+;;; LENTZ - External
+;;;
+;;; Lentz's algorithm for evaluating continued fractions.
+;;;
+;;; Let the continued fraction be:
+;;;
+;;;      a1    a2    a3
+;;; b0 + ----  ----  ----
+;;;      b1 +  b2 +  b3 +
+;;;
+;;;
+;;; Then LENTZ expects two functions, each taking a single fixnum
+;;; index.  The first returns the b term and the second returns the a
+;;; terms as above for a give n.
 (defun lentz (bf af)
   (let ((tiny-value-count 0))
     (flet ((value-or-tiny (v)
@@ -2070,10 +2147,10 @@
 		     ((or double-float cl:complex)
 		      (sqrt least-positive-normalized-double-float))
 		     ((or bigfloat complex-bigfloat)
-		      ;; What is a "tiny" bigfloat?  Bigfloats of
-		      ;; unbounded exponents, so we need small, but
-		      ;; not zero.  Arbitrarily choose an exponent of
-		      ;; 50 times the precision.
+		      ;; What is a "tiny" bigfloat?  Bigfloats have
+		      ;; unbounded exponents, so we need something
+		      ;; small, but not zero.  Arbitrarily choose an
+		      ;; exponent of 50 times the precision.
 		      (expt 10 (- (* 50 maxima::$fpprec))))))
 		 v)))
       (let* ((f (value-or-tiny (funcall bf 0)))
@@ -2106,3 +2183,25 @@
 		    :format-control "~"
 		    :format-arguments (list *max-cf-iterations* (/ c d))))))))
 
+;;; SUM-POWER-SERIES - External
+;;;
+;;;   SUM-POWER-SERIES sums the given power series, adding terms until
+;;; the next term would not change the sum.
+;;;
+;;; The series to be summed is
+;;;
+;;;   S = 1 + sum(c[k]*x^k, k, 1, inf)
+;;;     = 1 + sum(prod(f[n]*x, n, 1, k), k, 1, inf)
+;;;
+;;; where f[n] = c[n]/c[n-1].
+;;;
+(defun sum-power-series (x f)
+  (let ((eps (epsilon x)))
+    (do* ((k 1 (+ 1 k))
+	  (sum 1 (+ sum term))
+	  (term (* x (funcall f 1))
+		(* term x (funcall f k))))
+	 ((< (abs term) (* eps (abs sum)))
+	  sum)
+      #+nil
+      (format t "~4d: ~S ~S ~S~%" k sum term (funcall f k)))))
diff -Nru maxima-5.28.0/src/numerical/slatec/derf.lisp maxima-5.29.1/src/numerical/slatec/derf.lisp
--- maxima-5.28.0/src/numerical/slatec/derf.lisp	2012-05-12 17:16:55.000000000 +0000
+++ maxima-5.29.1/src/numerical/slatec/derf.lisp	2012-12-04 05:54:50.000000000 +0000
@@ -67,7 +67,7 @@
       (setf first$ f2cl-lib:%false%)
       (setf y (abs x))
       (if (> y 1.0) (go label20))
-      (if (<= y sqeps) (setf derf (/ (* 2.0 x x) sqrtpi)))
+      (if (<= y sqeps) (setf derf (/ (* 2.0 x) sqrtpi)))
       (if (> y sqeps)
           (setf derf (* x (+ 1.0 (dcsevl (- (* 2.0 x x) 1.0) erfcs nterf)))))
       (go end_label)
diff -Nru maxima-5.28.0/src/numerical/slatec/fortran/derf.f maxima-5.29.1/src/numerical/slatec/fortran/derf.f
--- maxima-5.28.0/src/numerical/slatec/fortran/derf.f	2011-04-24 21:58:09.000000000 +0000
+++ maxima-5.29.1/src/numerical/slatec/fortran/derf.f	2012-12-04 05:54:50.000000000 +0000
@@ -69,7 +69,7 @@
 C
 C ERF(X) = 1.0 - ERFC(X)  FOR  -1.0 .LE. X .LE. 1.0
 C
-      IF (Y.LE.SQEPS) DERF = 2.0D0*X*X/SQRTPI
+      IF (Y.LE.SQEPS) DERF = 2.0D0*X/SQRTPI
       IF (Y.GT.SQEPS) DERF = X*(1.0D0 + DCSEVL (2.D0*X*X-1.D0,
      1  ERFCS, NTERF))
       RETURN
diff -Nru maxima-5.28.0/src/numth.lisp maxima-5.29.1/src/numth.lisp
--- maxima-5.28.0/src/numth.lisp	2012-08-11 21:09:41.000000000 +0000
+++ maxima-5.29.1/src/numth.lisp	2012-12-10 20:29:29.000000000 +0000
@@ -544,18 +544,21 @@
   (unless (and (fixnump n) (< 1 n))
     (merror (intl:gettext 
       "Argument to `zn_mult_table' must be a small fixnum greater 1." )) )
-  (do ((i 1 (1+ i)) res)
+  (do ((i 0 (1+ i)) res)
       ((= i n) (cons '($matrix) (nreverse res)))
       (declare (fixnum i))
     (when (or all? (= 1 (gcd i n))) 
-      (push (mfuncall '$makelist `(mod (* ,i $j) ,n) '$j 1 (1- n)) res) )))
+      (push 
+        (mfuncall '$cons 0
+          (mfuncall '$makelist `(mod (* ,i $j) ,n) '$j 1 (1- n)) )
+        res ) )))
 
 (defmfun $zn_power_table (n &optional (all? t))
   (declare (fixnum n))
   (unless (and (fixnump n) (< 1 n))
     (merror (intl:gettext 
       "Argument to `zn_power_table' must be a small fixnum greater 1." )) )
-  (do ((i 1 (1+ i)) (tn1 (1+ (mfuncall '$totient n))) res)
+  (do ((i 0 (1+ i)) (tn1 (1+ (mfuncall '$totient n))) res)
       ((= i n) (cons '($matrix) (nreverse res)))
       (declare (fixnum i))
     (when (or all? (= 1 (gcd i n))) 
@@ -581,27 +584,29 @@
 
 ;; Maxima functions: 
 
-;; gf_set, gf_unset, gf_char, gf_prim, gf_red, gf_info, 
-;; gf_make_tables, gf_mult_table, gf_power_table, 
-;; gf_add, gf_sub, gf_mul, gf_inv, gf_div, gf_exp, gf_ind, gf_log, 
+;; gf_set, gf_unset, gf_minimal_set, gf_info, 
+;; gf_characteristic, gf_primitive, gf_reduction, gf_order, 
+;; gf_make_arrays, gf_mult_table, gf_powers, 
+;; gf_add, gf_sub, gf_mult, gf_inv, gf_div, gf_exp, gf_index, gf_log, 
 ;; gf_p2n, gf_n2p, gf_p2l, gf_l2p, gf_l2n, gf_n2l, 
-;; gf_irr_p, gf_prim_p, gf_next_prim,  
-;; gf_eval, gf_rand, gf_factor, gf_gcd, gf_gcdex, gf_ord, gf_deg, gf_minpoly, 
-;; gf_normal_p, gf_normal, gf_random_normal, gf_normal_basis, gf_nbrep, 
-;; gf_matadd, gf_matmul, gf_matinv
+;; gf_irreducible_p, gf_primitive_p, gf_next_primitive,  
+;; gf_eval, gf_random, gf_factor, gf_gcd, gf_gcdex, gf_degree, gf_minimal_poly, 
+;; gf_normal_p, gf_normal, gf_random_normal, gf_normal_basis, gf_normal_basis_rep, 
+;; gf_matadd, gf_matmult, gf_matinv
 
-(declaim (special $gf_power_table $gf_log_table $gf_rat)) 
+(declare-top (special $gf_powers $gf_logs $gf_rat)) 
 
-(declaim (special 
+(declare-top (special 
   *gf-var* *gf-rat-sym* *gf-rat-header*
   *gf-char* *fixnump-2gf-char* *gf-exp* *gf-ord* *gf-card* *gf-prim* *gf-red* 
   *gf-fs-ord* *gf-fs* *gf-fs-base-p* *gf-x^p-powers* 
-  *gf-set?* *gf-tables?* ))
+  *gf-set?* *gf-minset?* *gf-tables?* ))
 
 (declaim (fixnum *gf-exp*)) ;; this doesn't seem to be a real practical limitation 
 
 (defmvar $gf_rat nil "functions in gf return rational expressions?" boolean)
-(defmvar *gf-set?* nil "field is set?" boolean)
+(defmvar *gf-set?* nil "gf data are set?" boolean)
+(defmvar *gf-minset?* nil "characteristic and reduction polynomial are set?" boolean)
 (defmvar *gf-tables?* nil "log and power tables are computed?" boolean)
 
 
@@ -803,7 +808,8 @@
 
     (when (equal *gf-prim* '$false) (setq *gf-prim* nil))
     
-    (setq *gf-set?* t)
+    (setq *gf-minset?* t
+          *gf-set?* t )
 
     `((mlist simp) 
       ,(when *gf-prim* (gf-x2p *gf-prim*)) 
@@ -828,8 +834,8 @@
 
 
 (defmfun $gf_unset ()
-  (setq $gf_power_table '$gf_power_table
-        $gf_log_table '$gf_log_table
+  (setq $gf_powers '$gf_powers
+        $gf_logs '$gf_logs
         $gf_rat nil
         *gf-var* nil *gf-rat-sym* nil *gf-rat-header* nil
         *gf-char* 0 *gf-exp* 0 *gf-ord* 0 
@@ -839,27 +845,30 @@
   t )
 
 
+(defun gf-minset? ()
+  (unless *gf-minset?*
+    (merror (intl:gettext "gf data not set." )) ))
+
 (defun gf-set? ()
   (unless *gf-set?*
-    (merror (intl:gettext "Field not yet set." )) ))  
+    (merror (intl:gettext "gf data not or not fully set." )) ))  
 
 (defun field? ()
   (unless *gf-prim*
     (merror (intl:gettext "Not a field." )) ))
 
-(defmfun $gf_char () 
-  (gf-set?) *gf-char* )
+(defmfun $gf_characteristic () 
+  (gf-minset?) *gf-char* )
 
-(defmfun $gf_prim () 
+(defmfun $gf_primitive () 
   (gf-set?) (gf-x2p *gf-prim*) )
 
-(defmfun $gf_red () 
-  (gf-set?) (gf-x2p *gf-red*) )
+(defmfun $gf_reduction () 
+  (gf-minset?) (gf-x2p *gf-red*) )
 
 
 (defmfun $gf_info (&optional (print? t))
-  (unless *gf-set?*
-    (merror (intl:gettext "Field not set." )) )
+  (gf-set?)
   (cond
     (print?
       (mfuncall '$print "char:" *gf-char*)
@@ -878,17 +887,31 @@
         ,*gf-char* ,*gf-exp* ,*gf-ord* ,@(unless *gf-prim* `(,*gf-card*))
         ,(when *gf-prim* (gf-x2p *gf-prim*)) 
         ,(gf-x2p *gf-red*) )) ))
+
+;; Minimal set
+;; Just set characteristic and reduction poly to allow basic arithmetics on the fly.
+(defmfun $gf_minimal_set (p red)
+  (unless (and (integerp p) (primep p))
+    (merror (intl:gettext "First argument to `gf_minimal_set' must be a prime number." )) )
+  ($gf_unset)
+  (setq *gf-char* p)
+  #-gcl (setq *fixnump-2gf-char* (< (* 2 p) most-positive-fixnum))
+  (setq red (gf-set-red red))
+  (unless (fixnump (setq *gf-exp* (car red)))
+    (merror (intl:gettext "The exponent must be a fixnum." )) )
+  (when (= 0 *gf-exp*) (setq *gf-exp* 1))
+  (setq *gf-minset?* t) )
 ;;
 ;; -----------------------------------------------------------------------------
 
 
 ;; lookup tables ---------------------------------------------------------------
 ;;
-(defmfun $gf_make_tables () 
+(defmfun $gf_make_arrays () 
   (gf-set?)
   (field?)
   (unless (fixnump *gf-ord*)
-    (merror (intl:gettext "`gf_make_tables': Field order must be a fixnum." )) )
+    (merror (intl:gettext "`gf_make_arrays': Field order must be a fixnum." )) )
   (when *gf-prim* (gf-make-tables)) )
 
 (defun gf-make-tables () 
@@ -898,27 +921,27 @@
 ;; power table of the field, where the i-th element is the numerical
 ;; equivalent of the field element e^i, where e is a primitive element 
 ;;
-    (setq $gf_power_table (make-array (1+ ord) :element-type 'integer))
-    (setf (svref $gf_power_table 0) 1)
+    (setq $gf_powers (make-array (1+ ord) :element-type 'integer))
+    (setf (svref $gf_powers 0) 1)
     (do ((i 1 (1+ i)))
         ((> i ord))
         (declare (fixnum i))
       (setq x (gf-xtimes x primx))
-      (setf (svref $gf_power_table i) (gf-x2n x)) )
+      (setf (svref $gf_powers i) (gf-x2n x)) )
 ;;
 ;; log table: the inverse lookup of the power table 
 ;;
-    (setq $gf_log_table (make-array (1+ ord) :initial-element nil))
+    (setq $gf_logs (make-array (1+ ord) :initial-element nil))
     (do ((i 0 (1+ i)))
         ((= i ord))
         (declare (fixnum i))
-      (setf (svref $gf_log_table (svref $gf_power_table i)) i) )
+      (setf (svref $gf_logs (svref $gf_powers i)) i) )
     (setq *gf-tables?* t)
-    `((mlist simp) ,$gf_power_table ,$gf_log_table) ))
+    `((mlist simp) ,$gf_powers ,$gf_logs) ))
 
 (defun gf-clear-tables () 
-  (setq $gf_power_table '$gf_power_table
-        $gf_log_table '$gf_log_table
+  (setq $gf_powers '$gf_powers
+        $gf_logs '$gf_logs
         *gf-tables?* nil ))
 ;;
 ;; -----------------------------------------------------------------------------
@@ -1001,16 +1024,16 @@
 (defmfun $gf_mult_table ()
   (gf-set?)
   (mfuncall '$genmatrix  
-              #'(lambda (i j) (gf-x2n (gf-xtimes (gf-n2x i) (gf-n2x j)))) 
-              (1- *gf-card*) 
-              (1- *gf-card*) ))
+              #'(lambda (i j) (gf-x2n (gf-xtimes (gf-n2x (1- i)) (gf-n2x (1- j))))) 
+              *gf-card* 
+              *gf-card* ))
 
-(defmfun $gf_power_table ()
+(defmfun $gf_powers ()
   (gf-set?)
   (mfuncall '$genmatrix  
-              #'(lambda (i j) (gf-x2n (gf-pow (gf-n2x i) j)))
-              (1- *gf-card*) 
-              (1- *gf-card*) ))
+              #'(lambda (i j) (gf-x2n (gf-pow (gf-n2x (1- i)) j)))
+              *gf-card* 
+              (1+ *gf-ord*) ))
 ;;
 ;; -----------------------------------------------------------------------------
 
@@ -1021,9 +1044,9 @@
 ;; an arbitrary polynomial is evaluated in a given field
 
 (defmfun $gf_eval (a) 
-  (gf-set?) 
+  (gf-minset?) 
   (let ((modulus *gf-char*))
-    (setq a (mfuncall '$remainder ($rat a) ($gf_red)))
+    (setq a (mfuncall '$remainder ($rat a) ($gf_reduction)))
     (if (integerp (cadr a))
       (rplaca (cdr a) (mod (cadr a) *gf-char*))
       (let ((b (gf-mod (cdadr a))))
@@ -1064,27 +1087,27 @@
 ;; arithmetic in Galois Fields - Maxima level functions ------------------------
 ;;
 (defmfun $gf_add (&rest args) 
-  (gf-set?)
+  (gf-minset?)
   (setq args (mapcar #'gf-p2x args))
   (gf-x2p (reduce #'gf-xplus args)) )
 
 (defmfun $gf_sub (&rest args) 
-  (gf-set?)
+  (gf-minset?)
   (setq args (mapcar #'gf-p2x args))
   (gf-x2p (gf-xplus (car args) (gf-xminus (reduce #'gf-xplus (cdr args))))) )
 
-(defmfun $gf_mul (&rest args) 
-  (gf-set?)
+(defmfun $gf_mult (&rest args) 
+  (gf-minset?)
   (setq args (mapcar #'gf-p2x args))
   (gf-x2p (reduce #'gf-xtimes args)) ) 
 
 (defmfun $gf_inv (a) 
-  (gf-set?) 
+  (gf-minset?) 
   (setq a (gf-inv (gf-p2x a)))
   (when a (gf-x2p a)) ) ;; a is nil in case the inverse does not exist
 
 (defmfun $gf_div (&rest args) 
-  (gf-set?)
+  (gf-minset?)
   (setq args (mapcar #'gf-p2x args)
         args (cons (car args) (mapcar #'gf-inv (cdr args))) )
   (cond
@@ -1093,10 +1116,18 @@
     (t (gf-x2p (reduce #'gf-xtimes args))) )) 
 
 (defmfun $gf_exp (&optional a n)
-  (gf-set?) 
-  (if a
-    (gf-x2p (gf-pow (gf-p2x a) n))
-    *gf-exp* ))
+  (gf-minset?) 
+  (cond 
+    ((not a) *gf-exp*)
+    ((not n) 
+      (merror (intl:gettext "`gf_exp' needs zero or two arguments." )) )
+    ((not (integerp n))
+      (merror (intl:gettext "Second argument to `gf_exp' must be an integer." )) )
+    ((< n 0)
+      (setq a (gf-inv (gf-p2x a)))
+      (when a ($gf_exp (gf-x2p a) (neg n))) ) ;; a is nil in case the inverse does not exist
+    (t 
+      (gf-x2p (gf-pow (gf-p2x a) (mod n *gf-ord*))) )))
 ;;
 ;; -----------------------------------------------------------------------------
 
@@ -1396,7 +1427,7 @@
 
 ;; x^n mod y
 
-(defun gf-pow (x n) 
+(defun gf-pow (x n) ;; assume 0 <= n <= order
   #+ (or ccl ecl gcl) (declare (optimize (speed 3) (safety 0)))
   (cond 
     ((= 0 n) (list 0 1))
@@ -1410,8 +1441,8 @@
               x (gf-sq x)) ))))
 
 (defun gf-pow-by-table (x n) 
-  (let ((index (svref $gf_log_table (gf-x2n x))))
-    (gf-n2x (svref $gf_power_table (mod (* index n) *gf-ord*))) ))
+  (let ((index (svref $gf_logs (gf-x2n x))))
+    (gf-n2x (svref $gf_powers (mod (* index n) *gf-ord*))) ))
   
 ;; remainder:
 ;; x - quotient(x, y) * y 
@@ -1527,7 +1558,7 @@
 ;; polynomial/number/list - conversions ----------------------------------------
 ;;
 (defmfun $gf_p2n (p) 
-  (gf-set?) (gf-x2n (gf-p2x p)) )
+  (gf-minset?) (gf-x2n (gf-p2x p)) )
 
 (defun gf-x2n (x)
   #+ (or ccl ecl gcl) (declare (optimize (speed 3) (safety 0)))
@@ -1541,7 +1572,7 @@
         (setq x (cddr x)) ))))
 
 (defmfun $gf_n2p (n) 
-  (gf-set?)
+  (gf-minset?)
   (unless (integerp n)
     (merror (intl:gettext "`gf_n2p': Argument must be an integer.")) )
   (gf-x2p (gf-n2x n)) )
@@ -1558,7 +1589,7 @@
 
 (defmfun $gf_p2l (p &optional (len 0)) ;; in case of len = 0 the list isn't padded or truncated
   (declare (fixnum len))
-  (gf-set?) 
+  (gf-minset?) 
   (let ((x (gf-p2x p)))
     (cons '(mlist simp) (gf-x2l x len)) ))
 
@@ -1577,7 +1608,7 @@
         (unless (null x) (setq e (the fixnum (car x)))) ))))
 
 (defmfun $gf_l2p (l)
-  (gf-set?)
+  (gf-minset?)
   (unless ($listp l)
     (merror (intl:gettext "`gf_l2p': Argument must be a list of integers.")) )
   (gf-x2p (gf-l2x (cdr l))) )
@@ -1596,7 +1627,7 @@
 
 
 (defmfun $gf_l2n (l) 
-  (gf-set?)
+  (gf-minset?)
   (unless ($listp l)
     (merror (intl:gettext "Argument to `gf_l2n' must be a list of integers.")) )
   (gf-l2n (cdr l)) )
@@ -1612,7 +1643,7 @@
 
 (defmfun $gf_n2l (n &optional (len 0)) ;; in case of len = 0 the list isn't padded or truncated
   (declare (fixnum len))
-  (gf-set?)
+  (gf-minset?)
   (unless (integerp n)
     (merror (intl:gettext "First argument to `gf_n2l' must be an integer.")) )
   (cons '(mlist simp) (if (= 0 len) (gf-n2l n) (gf-n2l-twoargs n len))) )
@@ -1647,12 +1678,12 @@
 
 ;; irreducibility (Ben-Or algorithm) -------------------------------------------
 ;;
-(defmfun $gf_irr_p (a &optional p) 
+(defmfun $gf_irreducible_p (a &optional p) 
   (cond
     (p (unless (and (integerp p) (primep p))
-        (merror (intl:gettext "`gf_irr_p': Second argument must be a prime number." )) ))
-    (t (gf-set?) (setq p *gf-char*)) )
-  (let* ((*gf-char* p)                ;; gf_irr_p is independent of the given environment
+        (merror (intl:gettext "`gf_irreducible_p': Second argument must be a prime number." )) ))
+    (t (gf-minset?) (setq p *gf-char*)) )
+  (let* ((*gf-char* p)                ;; gf_irreducible_p is independent of the given environment
          (x (gf-p2x a)) n) 
     (cond
       ((null x) nil)
@@ -1664,7 +1695,7 @@
 
 (defun gf-irr-p (y p n) ;; p,n > 1 !
   #+ (or ccl ecl gcl) (declare (optimize (speed 3) (safety 0)))
-  (let ((*gf-char* p)                  ;; gf_irr_p is independent of the field set
+  (let ((*gf-char* p)                  ;; gf_irreducible_p is independent of the field set
         #-gcl (*fixnump-2gf-char* (< (* 2 p) most-positive-fixnum)) ;; see above
         (*gf-red* y)
         (x (list 1 1)) (mx (list 1 (1- p)))) 
@@ -1695,7 +1726,7 @@
 
 ;; Tests if an element is primitive in the field 
 
-(defmfun $gf_prim_p (a) 
+(defmfun $gf_primitive_p (a) 
   (gf-set?)
   (let ((n (gf-x2n (gf-p2x a))))
     (when (< n *gf-card*) (gf-prim-p (gf-n2x n))) ))
@@ -1716,7 +1747,7 @@
 
 ;; Find the next primitive element
 
-(defmfun $gf_next_prim (a) 
+(defmfun $gf_next_primitive (a) 
   (gf-set?)
   (field?)
   (let* ((n (gf-x2n (gf-p2x a)))
@@ -1868,7 +1899,7 @@
 
 ;; Produces a random element within the given environment 
 
-(defmfun $gf_rand () 
+(defmfun $gf_random () 
   (gf-set?) (gf-x2p (gf-rand)) )
 
 (defun gf-rand ()
@@ -1885,7 +1916,7 @@
   (cond
     (p (unless (and (integerp p) (primep p))
         (merror (intl:gettext "`gf_factor': Second argument must be a prime number." )) ))
-    (t (gf-set?) 
+    (t (gf-minset?) 
        (setq p *gf-char*) ))
   (let* ((*gf-char* p) (modulus p) 
          (a (mfuncall '$rat a))
@@ -1925,12 +1956,12 @@
 ;; gcd and gcdex
 
 (defmfun $gf_gcd (a b) 
-  (gf-set?)
+  (gf-minset?)
   (setq a (gf-p2x a) b (gf-p2x b))
   (gf-x2p (gf-gcd a b)) )
 
 (defmfun $gf_gcdex (a b) 
-  (gf-set?)
+  (gf-minset?)
   (setq a (gf-p2x a) b (gf-p2x b))
   (cons '(mlist simp) (mapcar #'gf-x2p (gf-gcdex a b))) )
 ;;
@@ -1942,7 +1973,7 @@
 
 ;; Finds the lowest value k for which x^k = 1  (Otto Forsters Version)
 
-(defmfun $gf_ord (&optional a) 
+(defmfun $gf_order (&optional a) 
   (gf-set?) 
   (cond 
     (a (setq a (gf-p2x a))
@@ -1964,7 +1995,7 @@
                 k (* k p) ) )) )))
 
 (defun gf-ord-by-table (x) 
-  (let ((index (svref $gf_log_table (gf-x2n x))))
+  (let ((index (svref $gf_logs (gf-x2n x))))
     (truncate *gf-ord* (gcd *gf-ord* index)) ))
 
 
@@ -1995,7 +2026,7 @@
 
 ;; Finds the lowest value d for which x^(p^d) = x
 
-(defmfun $gf_deg (a) 
+(defmfun $gf_degree (a) 
   (gf-set?) 
   (field?)
   (gf-deg (gf-p2x a)) )
@@ -2008,7 +2039,7 @@
 
 ;; produce the minimal polynomial 
 
-(defmfun $gf_minpoly (a)
+(defmfun $gf_minimal_poly (a)
   (gf-set?)
   (field?)
   (let ((z-cre (mfuncall '$rat (if (equal *gf-var* '$z) '$x '$z)))) 
@@ -2112,7 +2143,7 @@
         gf-exp )))
 
 ;; coeffs returns all coefficients of a polynomial, as a list of designated length.
-;; The elements of the list are values in the range 0, 1, 2, ..., gf_char - 1. 
+;; The elements of the list are values in the range 0, 1, 2, ..., gf_characteristic - 1. 
 
 (defun gf-coeffs-array (x n) 
   #+ (or ccl ecl gcl) (declare (optimize (speed 3) (safety 0)))
@@ -2148,15 +2179,15 @@
         (push (cadr x) cs)
         (setq x (cddr x))
         (unless (null x) (setq e (the fixnum (car x)))) ))))
-
     
 ;; Produces the normal representation of an element as a list of coefficients 
 
-(defmfun $gf_nbrep (a m)
+(defmfun $gf_normal_basis_rep (a m)
   (gf-set?)
   (field?)
   (let* ((inv ($gf_matinv m))
          (cs (cons '(mlist simp) (gf-coeffs-list (gf-p2x a) (1- *gf-exp*)))) 
+         ($matrix_element_mult '*) ($matrix_element_add '+)
          (nbrep (meval `((mnctimes) ,cs ,inv))) res)
     (dolist (c (cdadr nbrep)) (push (gf-cmod c) res)) ;; 0 <= c
     (cons '(mlist simp) res) ))
@@ -2205,32 +2236,32 @@
 
 ;; matrix multiplication (convenience: mat, list or poly possible as argument)
 
-(defmfun $gf_matmul (&rest args) 
-  (mfuncall '$rreduce #'gf-matmul (cons '(mlist simp) args)) )
+(defmfun $gf_matmult (&rest args) 
+  (mfuncall '$rreduce #'gf-matmult (cons '(mlist simp) args)) )
 
-(defun gf-matmul (m1 m2) 
+(defun gf-matmult (m1 m2) 
   (when ($listp m1) (setq m1 (list '($matrix simp) m1)))
   (when ($listp m2) (setq m2 (mfuncall '$transpose m2)))
   (cond 
     ((and ($matrixp m1) ($matrixp m2))
-      (gf-matmul2 m1 m2) )
+      (gf-matmult2 m1 m2) )
     (($matrixp m1)
-      (gf-matmul1 m1 m2) ) ;; assumed without checking: m2 is poly 
+      (gf-matmult1 m1 m2) ) ;; assumed without checking: m2 is poly 
     (($matrixp m2)
-      (gf-matmul1 m2 m1) )
+      (gf-matmult1 m2 m1) )
     (t 
-      ($gf_mul m1 m2) ) ))
+      ($gf_mult m1 m2) ) ))
 
-(defmfun gf-matmul1 (m poly) 
+(defmfun gf-matmult1 (m poly) 
   (do ((r (cdr m) (cdr r)) new)
       ((null r) (cons '($matrix simp) (nreverse new)))
     (push (cons '(mlist simp) 
-                (mapcar #'(lambda (p) ($gf_mul p poly)) (cdar r)) ) new) ))
+                (mapcar #'(lambda (p) ($gf_mult p poly)) (cdar r)) ) new) ))
 
-(defmfun gf-matmul2 (m1 m2) 
+(defmfun gf-matmult2 (m1 m2) 
   (setq m1 (cdr m1) m2 (cdr ($transpose m2)))
   (unless (= (length (car m1)) (length (car m2)))
-    (merror (intl:gettext "`gf_matmul': attempt to multiply nonconformable matrices.")) )
+    (merror (intl:gettext "`gf_matmult': attempt to multiply nonconformable matrices.")) )
   (do ((r1 m1 (cdr r1)) new-mat)
       ((null r1) 
         (if (and (not (eq nil $scalarmatrixp))
@@ -2251,7 +2282,7 @@
 (defmfun $gf_matinv (m) 
   (gf-set?)
   (field?)
-  (let* (($matrix_element_mult '$gf_mul) ($matrix_element_add '$gf_add)
+  (let* (($matrix_element_mult '$gf_mult) ($matrix_element_add '$gf_add)
          (dm (mfuncall '$determinant m))
          (am (mfuncall '$adjoint m)) )
     (mfuncall '$matrixmap #'(lambda (p) ($gf_div p dm)) am) ))
@@ -2264,7 +2295,7 @@
 
 ;; solve g^x = a in Fp^n, where g is a generator 
 
-(defmfun $gf_ind (a) 
+(defmfun $gf_index (a) 
   (gf-set?) 
   (field?)
   (if (= 1 *gf-exp*)
@@ -2295,7 +2326,7 @@
 (defun gf-dlog (a)
   #+ (or ccl ecl gcl) (declare (optimize (speed 3) (safety 0)))
   (if *gf-tables?*
-    (svref $gf_log_table (gf-x2n a))
+    (svref $gf_logs (gf-x2n a))
     (let (p (e 0) odivp (g *gf-prim*) gg x dlog dlogs tmp) 
          (declare (fixnum e))
       (dolist (f *gf-fs-ord*)
diff -Nru maxima-5.28.0/src/openmcl-depends.mk maxima-5.29.1/src/openmcl-depends.mk
--- maxima-5.28.0/src/openmcl-depends.mk	2012-06-15 05:21:34.000000000 +0000
+++ maxima-5.29.1/src/openmcl-depends.mk	2012-12-04 05:54:50.000000000 +0000
@@ -11,9 +11,9 @@
 $(OPENMCL_MAXIMA) : commac.lisp
 $(OPENMCL_MAXIMA) : mormac.lisp
 $(OPENMCL_MAXIMA) : compat.lisp
+$(OPENMCL_MAXIMA) : transm.lisp
 $(OPENMCL_MAXIMA) : getopt.lisp
 $(OPENMCL_MAXIMA) : command-line.lisp
-$(OPENMCL_MAXIMA) : defopt.lisp
 $(OPENMCL_MAXIMA) : defcal.lisp
 $(OPENMCL_MAXIMA) : maxmac.lisp
 $(OPENMCL_MAXIMA) : mopers.lisp
@@ -190,7 +190,6 @@
 $(OPENMCL_MAXIMA) : rat3e.lisp
 $(OPENMCL_MAXIMA) : nrat4.lisp
 $(OPENMCL_MAXIMA) : ratout.lisp
-$(OPENMCL_MAXIMA) : transm.lisp
 $(OPENMCL_MAXIMA) : transl.lisp
 $(OPENMCL_MAXIMA) : transs.lisp
 $(OPENMCL_MAXIMA) : trans1.lisp
@@ -221,7 +220,6 @@
 $(OPENMCL_MAXIMA) : nparse.lisp
 $(OPENMCL_MAXIMA) : displa.lisp
 $(OPENMCL_MAXIMA) : nforma.lisp
-$(OPENMCL_MAXIMA) : ldisp.lisp
 $(OPENMCL_MAXIMA) : grind.lisp
 $(OPENMCL_MAXIMA) : spgcd.lisp
 $(OPENMCL_MAXIMA) : ezgcd.lisp
diff -Nru maxima-5.28.0/src/outmis.lisp maxima-5.29.1/src/outmis.lisp
--- maxima-5.28.0/src/outmis.lisp	2012-08-05 03:45:13.000000000 +0000
+++ maxima-5.29.1/src/outmis.lisp	2012-12-04 05:54:50.000000000 +0000
@@ -255,7 +255,7 @@
     (do ((ll (mget (car l) 'atvalues) (cdr ll)))
 	((null ll))
       (mtell-open "~M~%"
-		  (list '(mlable) nil
+		  (list '(mlabel) nil
 			(list '(mequal)
 			      (atdecode (car l) (caar ll) (cadar ll)) (caddar ll))))))
   '$done)
@@ -291,7 +291,7 @@
     (do ((j (mget (car i) '$atomgrad) (cdr j)))
 	((null j))
       (mtell-open "~M~%"
-		  (list '(mlable) nil
+		  (list '(mlabel) nil
 			(list '(mequal)
 			      (list '(%derivative) (car i) (caar j) 1) (cdar j))))))
   '$done)
@@ -305,7 +305,7 @@
 	 (thing (cons (ncons (car i)) (car l))))
 	((or (null k) (null j)))
       (mtell-open "~M~%"
-		  (list '(mlable)
+		  (list '(mlabel)
 			nil (list '(mequal) (list '(%derivative) thing (car j) 1.) (car k))))))
   '$done)
 
diff -Nru maxima-5.28.0/src/plot.lisp maxima-5.29.1/src/plot.lisp
--- maxima-5.28.0/src/plot.lisp	2012-05-31 05:31:21.000000000 +0000
+++ maxima-5.29.1/src/plot.lisp	2012-12-04 05:54:50.000000000 +0000
@@ -127,7 +127,10 @@
                (ccl:run-program path nil
                                 :wait nil :output nil
                                 :input :stream)))
-  #-(or clisp cmu sbcl gcl scl lispworks ecl ccl)
+  #+allegro (setf *gnuplot-stream* (excl:run-shell-command
+                    path :input :stream :output nil :wait nil))
+  #+abcl (setq *gnuplot-stream* (system::process-input (system::run-program path nil :wait nil)))
+  #-(or clisp cmu sbcl gcl scl lispworks ecl ccl allegro abcl)
   (merror (intl:gettext "plotting: I don't know how to tell this Lisp to run Gnuplot."))
   
   ;; set mouse must be the first command send to gnuplot
diff -Nru maxima-5.28.0/src/risch.lisp maxima-5.29.1/src/risch.lisp
--- maxima-5.28.0/src/risch.lisp	2012-08-05 03:45:13.000000000 +0000
+++ maxima-5.29.1/src/risch.lisp	2012-12-04 05:54:50.000000000 +0000
@@ -1063,14 +1063,19 @@
     (putprop e (cdr d) 'rischdiff)
     (putprop e (cdr c) 'rischarg)))
 
+;; order of expressions for risch.
+;; expressions containing erf and li last.
+;; then order by size of expression to guarantee that
+;; any subexpressions are considered smaller.
+;; this relation should be transitive, since it is called by sort. 
 (defun intgreat (a b)
   (cond ((and (not (atom a)) (not (atom b)))
 	 (cond ((and (not (freeof '%erf a)) (freeof '%erf b)) t)
 	       ((and (not (freeof '$li a)) (freeof '$li b)) t)
 	       ((and (freeof '$li a) (not (freeof '$li b))) nil)
 	       ((and (freeof '%erf a) (not (freeof '%erf b))) nil)
-	       ((not (free b a)) nil)
-	       ((not (free a b)) t)
+	       ((> (conssize a) (conssize b)) t)
+	       ((< (conssize a) (conssize b)) nil)
 	       (t (great (resimplify (fixintgreat a))
 			 (resimplify (fixintgreat b))))))
 	(t (great (resimplify (fixintgreat a))
diff -Nru maxima-5.28.0/src/sbcl-depends.mk maxima-5.29.1/src/sbcl-depends.mk
--- maxima-5.28.0/src/sbcl-depends.mk	2012-06-15 05:21:34.000000000 +0000
+++ maxima-5.29.1/src/sbcl-depends.mk	2012-12-04 05:54:50.000000000 +0000
@@ -11,9 +11,9 @@
 $(SBCL_MAXIMA) : commac.lisp
 $(SBCL_MAXIMA) : mormac.lisp
 $(SBCL_MAXIMA) : compat.lisp
+$(SBCL_MAXIMA) : transm.lisp
 $(SBCL_MAXIMA) : getopt.lisp
 $(SBCL_MAXIMA) : command-line.lisp
-$(SBCL_MAXIMA) : defopt.lisp
 $(SBCL_MAXIMA) : defcal.lisp
 $(SBCL_MAXIMA) : maxmac.lisp
 $(SBCL_MAXIMA) : mopers.lisp
@@ -190,7 +190,6 @@
 $(SBCL_MAXIMA) : rat3e.lisp
 $(SBCL_MAXIMA) : nrat4.lisp
 $(SBCL_MAXIMA) : ratout.lisp
-$(SBCL_MAXIMA) : transm.lisp
 $(SBCL_MAXIMA) : transl.lisp
 $(SBCL_MAXIMA) : transs.lisp
 $(SBCL_MAXIMA) : trans1.lisp
@@ -221,7 +220,6 @@
 $(SBCL_MAXIMA) : nparse.lisp
 $(SBCL_MAXIMA) : displa.lisp
 $(SBCL_MAXIMA) : nforma.lisp
-$(SBCL_MAXIMA) : ldisp.lisp
 $(SBCL_MAXIMA) : grind.lisp
 $(SBCL_MAXIMA) : spgcd.lisp
 $(SBCL_MAXIMA) : ezgcd.lisp
diff -Nru maxima-5.28.0/src/scl-depends.mk maxima-5.29.1/src/scl-depends.mk
--- maxima-5.28.0/src/scl-depends.mk	2012-05-31 05:30:36.000000000 +0000
+++ maxima-5.29.1/src/scl-depends.mk	2012-12-04 05:54:50.000000000 +0000
@@ -10,9 +10,9 @@
 binary-scl/maxima.core : commac.lisp
 binary-scl/maxima.core : mormac.lisp
 binary-scl/maxima.core : compat.lisp
+binary-scl/maxima.core : transm.lisp
 binary-scl/maxima.core : getopt.lisp
 binary-scl/maxima.core : command-line.lisp
-binary-scl/maxima.core : defopt.lisp
 binary-scl/maxima.core : defcal.lisp
 binary-scl/maxima.core : maxmac.lisp
 binary-scl/maxima.core : mopers.lisp
@@ -188,7 +188,6 @@
 binary-scl/maxima.core : rat3e.lisp
 binary-scl/maxima.core : nrat4.lisp
 binary-scl/maxima.core : ratout.lisp
-binary-scl/maxima.core : transm.lisp
 binary-scl/maxima.core : transl.lisp
 binary-scl/maxima.core : transs.lisp
 binary-scl/maxima.core : trans1.lisp
@@ -219,7 +218,6 @@
 binary-scl/maxima.core : nparse.lisp
 binary-scl/maxima.core : displa.lisp
 binary-scl/maxima.core : nforma.lisp
-binary-scl/maxima.core : ldisp.lisp
 binary-scl/maxima.core : grind.lisp
 binary-scl/maxima.core : spgcd.lisp
 binary-scl/maxima.core : ezgcd.lisp
diff -Nru maxima-5.28.0/src/series.lisp maxima-5.29.1/src/series.lisp
--- maxima-5.28.0/src/series.lisp	2012-08-05 03:45:13.000000000 +0000
+++ maxima-5.29.1/src/series.lisp	2012-12-04 05:54:50.000000000 +0000
@@ -70,7 +70,7 @@
 
 (defun show-exp (e)
   (mtell "~%~%~M~%~%"
-	 (list '(mlable) nil (out-of e))))
+	 (list '(mlabel) nil (out-of e))))
 
 (defun seriespass1 (e)
   (let ((w (sratsimp (sp1 e))))
@@ -119,7 +119,7 @@
   (let (nn* dn* *gcd*)
     (if $verbose
 	(mtell (intl:gettext "powerseries: attempt rational function expansion of~%~M")
-	       (list '(mlable) nil exp)))
+	       (list '(mlabel) nil exp)))
     (numden exp)
     (sratexpnd nn* dn*)))
 
diff -Nru maxima-5.28.0/src/sharefiles.mk maxima-5.29.1/src/sharefiles.mk
--- maxima-5.28.0/src/sharefiles.mk	2012-08-11 21:09:41.000000000 +0000
+++ maxima-5.29.1/src/sharefiles.mk	2012-12-10 20:01:02.000000000 +0000
@@ -157,7 +157,6 @@
 colnew/prob3.mac \
 colnew/prob4.mac \
 combinatorics/README \
-contrib/aes.mac \
 contrib/altsimp/altsimp.lisp \
 contrib/augmented_lagrangian.mac \
 contrib/bitwise/bitwise.lisp \
@@ -314,7 +313,8 @@
 contrib/gentran/test/type.output \
 contrib/gentran/vaxinit.lisp \
 contrib/gentran/vaxlsp.lisp \
-contrib/gf/gf_hard_test.mac \
+contrib/gf/aes2.mac \
+contrib/gf/aes.mac \
 contrib/gf/gf.mac \
 contrib/gf/gf_manual.pdf \
 contrib/gf/gf_manual.tex \
@@ -909,8 +909,6 @@
 misc/declin.mac \
 misc/declin.usg \
 misc/diffop.lisp \
-misc/disran.lisp \
-misc/disran.usg \
 misc/dump.lisp \
 misc/dump.usg \
 misc/foptim.lisp \
diff -Nru maxima-5.28.0/src/simp.lisp maxima-5.29.1/src/simp.lisp
--- maxima-5.28.0/src/simp.lisp	2012-08-11 21:09:41.000000000 +0000
+++ maxima-5.29.1/src/simp.lisp	2012-12-04 05:54:50.000000000 +0000
@@ -552,6 +552,19 @@
 		    (funcall w x 1 y))
 		   (t (simpargs x y)))))))
 
+;; EQTEST returns an expression which is the same as X
+;; except that it is marked with SIMP and maybe other flags from CHECK.
+;;
+;; Following description is inferred from the code. Dunno why the function is named "EQTEST".
+;;
+;; (1) if X is already marked with SIMP flag or doesn't need it: return X.
+;; (2) if X is pretty much the same as CHECK (same operator and same arguments),
+;; then return CHECK after marking it with SIMP flag.
+;; (3) if operator of X has the MSIMPIND property, replace it
+;; with value of MSIMPIND (something like '(MPLUS SIMP)) and return X.
+;; (4) if X or CHECK is an array expression, return X after marking it with SIMP and ARRAY flags.
+;; (5) otherwise, return X after marking it with SIMP flag.
+
 (defmfun eqtest (x check)
   (let ((y nil))
     (cond ((or (atom x)
diff -Nru maxima-5.28.0/src/solve.lisp maxima-5.29.1/src/solve.lisp
--- maxima-5.28.0/src/solve.lisp	2012-08-05 03:45:13.000000000 +0000
+++ maxima-5.29.1/src/solve.lisp	2012-12-04 05:54:50.000000000 +0000
@@ -14,7 +14,7 @@
 
 (load-macsyma-macros ratmac strmac)
 
-(declare-top (special var-list expsumsplit $dispflag checkfactors *g
+(declare-top (special expsumsplit $dispflag checkfactors *g
 		      $algebraic equations ;List of E-labels
 		      *power *varb *flg $derivsubst $numer $float
 		      $%emode genvar genpairs varlist broken-not-freeof
@@ -24,7 +24,7 @@
 		      *failures	;alternating list of equations and multiplicities
 		      *myvar $listconstvars
 		      *has*var *var $dontfactor $linenum $linechar
-		      linelable $keepfloat $ratfac
+		      *linelabel* $keepfloat $ratfac
 		      errrjfflag  ;A substitute for condition binding.
 		      xm* xn* mul*))
 
diff -Nru maxima-5.28.0/src/specfn.lisp maxima-5.29.1/src/specfn.lisp
--- maxima-5.28.0/src/specfn.lisp	2012-08-05 03:45:13.000000000 +0000
+++ maxima-5.29.1/src/specfn.lisp	2012-12-04 05:54:50.000000000 +0000
@@ -235,8 +235,7 @@
 (putprop '$psi
   `((n x)
    nil
-   ,(lambda (n unused)
-     (declare (ignore unused))
+   ,(lambda (n x)
      (cond 
       ((and ($integerp n) (>= n 0))
        (cond 
@@ -565,7 +564,10 @@
 	 '((mtimes simp) ((rat simp) 1 2) $%i $%pi))
         ;; numerical evaluation
 	((complex-float-numerical-eval-p x)
-	 (to (bigfloat::lambert-w-k 0 (bigfloat:to x))))
+          ;; x may be an integer.  eg "lambert_w(1),numer;"
+	  (if (integerp x)
+	    (to (bigfloat::lambert-w-k 0 (bigfloat:to ($float x))))
+	    (to (bigfloat::lambert-w-k 0 (bigfloat:to x)))))
 	((complex-bigfloat-numerical-eval-p x)
 	 (to (bigfloat::lambert-w-k 0 (bigfloat:to x))))
 	(t (list '(%lambert_w simp) x))))
@@ -805,7 +807,10 @@
     (cond
      ;; Numerical evaluation for real or complex x
      ((and (integerp k) (complex-float-numerical-eval-p x))
-      (to (bigfloat::lambert-w-k k (bigfloat:to x))))
+       ;; x may be an integer.  eg "generalized_lambert_w(0,1),numer;"
+       (if (integerp x) 
+	   (to (bigfloat::lambert-w-k k (bigfloat:to ($float x))))
+	   (to (bigfloat::lambert-w-k k (bigfloat:to x)))))
      ;; Numerical evaluation for real or complex bigfloat x
      ((and (integerp k) (complex-bigfloat-numerical-eval-p x))
       (to (bigfloat::lambert-w-k k (bigfloat:to x))))
diff -Nru maxima-5.28.0/src/suprv1.lisp maxima-5.29.1/src/suprv1.lisp
--- maxima-5.28.0/src/suprv1.lisp	2012-08-05 03:45:13.000000000 +0000
+++ maxima-5.29.1/src/suprv1.lisp	2012-12-04 05:54:50.000000000 +0000
@@ -31,9 +31,9 @@
 		       varlist genvar
 		       $gensumnum checkfactors $features featurel
 		       $weightlevels tellratlist $dontfactor
-		       dispflag savefile $%% $error smart-tty
+		       dispflag savefile $%% $error
 		       opers *ratweights $ratweights
-		       $stringdisp $lispdisp defaultf command
+		       $stringdisp $lispdisp command
 		       transp $contexts $setcheck $macros autoload))
 
 (mapc #'(lambda (x) (setf (symbol-value (car x))
@@ -55,7 +55,7 @@
 (defvar lessorder nil)
 (defvar greatorder nil)
 (defvar *in-translate-file* nil)
-(defvar linelable nil)
+(defvar *linelabel* nil)
 (defvar rephrase nil)
 (defvar st nil)
 (defvar oldst nil)
@@ -107,10 +107,6 @@
 
 (defmvar user-timesofar nil)
 
-(defmvar aliaslist nil
-  "is used by the `makeatomic' scheme which has never been completed"
-  no-reset)
-
 ;; This version of meval* makes sure, that the facts from the global variable
 ;; locals are cleared with a call to clearsign. The facts are added by asksign
 ;; and friends. The function meval* is only used for top level evaluations.
@@ -128,17 +124,17 @@
     (clearsign)))
 
 (defmfun makelabel (x)
-  (setq linelable ($concat '|| x $linenum))
+  (setq *linelabel* ($concat '|| x $linenum))
   (unless $nolabels
     (when (or (null (cdr $labels))
-	      (when (member linelable (cddr $labels) :test #'equal)
-		(setf $labels (delete linelable $labels :count 1 :test #'eq)) t)
-	      (not (eq linelable (cadr $labels))))
-      (setq $labels (cons (car $labels) (cons linelable (cdr $labels))))))
-  linelable)
+	      (when (member *linelabel* (cddr $labels) :test #'equal)
+		(setf $labels (delete *linelabel* $labels :count 1 :test #'eq)) t)
+	      (not (eq *linelabel* (cadr $labels))))
+      (setq $labels (cons (car $labels) (cons *linelabel* (cdr $labels))))))
+  *linelabel*)
 
 (defmfun printlabel ()
-  (mtell-open "(~A) " (subseq (print-invert-case linelable) 1)))
+  (mtell-open "(~A) " (subseq (print-invert-case *linelabel*) 1)))
 
 (defmfun mexploden (x)
   (let (*print-radix*
@@ -521,7 +517,7 @@
 	     (incharp (char= (getlabcharn (car l1)) inchar)))
 	 (errset
 	  (cond ((and (not nostringp) incharp)
-		 (let ((linelable (car l1))) (mterpri) (printlabel))
+		 (let ((*linelabel* (car l1))) (mterpri) (printlabel))
 		 (if grindp
 		     (mgrind (meval1 (car l1)) nil)
 		     (mapc #'(lambda (x) (write-char x)) (mstring (meval1 (car l1))))) ;gcl doesn't like a
@@ -535,7 +531,7 @@
 			      (if x (mtell (intl:gettext "  GC time = ~A seconds") (cdr l)))
 			      (mterpri))
 			 (not (or inputp (get (car l1) 'nodisp)))))
-		 (mterpri) (displa (list '(mlable) (car l1) (meval1 (car l1)))))
+		 (mterpri) (displa (list '(mlabel) (car l1) (meval1 (car l1)))))
 		(t (go a)))))
        (when (and slowp (cdr l1) (not (continuep)))
 	 (return '$terminated))
@@ -601,14 +597,10 @@
 (defmfun fullstrip1 (x)
   (or (and (numberp x) x)
       (let ((y (get x 'reversealias))) (if y (stripdollar y)))
-      (let ((u (rassoc x aliaslist :test #'eq)))
-	(if u (implode (string*1 (car u)))))
       (stripdollar x)))
 
 (defun string* (x)
   (or (and (numberp x) (exploden x))
-      (let ((u (rassoc x aliaslist :test #'eq)))
-	(if u (string*1 (car u))))
       (string*1 x)))
 
 (defun string*1 (x)
@@ -838,16 +830,8 @@
 
 ;; File-processing stuff.
 
-;; This prevents single blank lines from appearing at the top of video
-;; terminals.  If at the upper left corner and we want to print a blank
-;; line, leave the cursor there and send the blank line to transcript
-;; files only.
-
 (defmfun mterpri ()
-  (if smart-tty
-      (let ((#.ttyoff t))
-	(terpri))
-      (terpri)))
+   (terpri))
 
 (defmspec $status (form)
   (setq form (cdr form))
diff -Nru maxima-5.28.0/src/sys-proclaim.lisp maxima-5.29.1/src/sys-proclaim.lisp
--- maxima-5.28.0/src/sys-proclaim.lisp	2012-04-29 20:56:49.000000000 +0000
+++ maxima-5.29.1/src/sys-proclaim.lisp	2012-12-07 01:10:07.000000000 +0000
@@ -12,23 +12,16 @@
     '(FTYPE (FUNCTION
                 (LONG-FLOAT LONG-FLOAT LONG-FLOAT FIXNUM FIXNUM
                     (VECTOR LONG-FLOAT) (VECTOR LONG-FLOAT) FIXNUM
-                    (VECTOR LONG-FLOAT) (VECTOR LONG-FLOAT) LONG-FLOAT
-                    LONG-FLOAT LONG-FLOAT)
+                    FIXNUM)
                 *)
-            SLATEC::ZWRSK)) 
-(PROCLAIM
-    '(FTYPE (FUNCTION
-                (LONG-FLOAT LONG-FLOAT FIXNUM LONG-FLOAT LONG-FLOAT) *)
-            SLATEC::ZUCHK)) 
+            SLATEC:ZBESK)) 
 (PROCLAIM
     '(FTYPE (FUNCTION
-                (LONG-FLOAT LONG-FLOAT LONG-FLOAT LONG-FLOAT LONG-FLOAT
-                    LONG-FLOAT)
+                (LONG-FLOAT LONG-FLOAT LONG-FLOAT FIXNUM FIXNUM
+                    (VECTOR LONG-FLOAT) (VECTOR LONG-FLOAT) FIXNUM
+                    (VECTOR LONG-FLOAT) (VECTOR LONG-FLOAT) FIXNUM)
                 *)
-            SLATEC::ZDIV SLATEC::ZMLT SLATEC::ZSHCH)) 
-(PROCLAIM
-    '(FTYPE (FUNCTION (LONG-FLOAT LONG-FLOAT LONG-FLOAT LONG-FLOAT) *)
-            SLATEC::ZEXP)) 
+            SLATEC:ZBESY)) 
 (PROCLAIM
     '(FTYPE (FUNCTION
                 (LONG-FLOAT LONG-FLOAT LONG-FLOAT FIXNUM FIXNUM FIXNUM
@@ -37,19 +30,31 @@
                 *)
             SLATEC::ZBUNK)) 
 (PROCLAIM
+    '(FTYPE (FUNCTION (LONG-FLOAT LONG-FLOAT LONG-FLOAT LONG-FLOAT) *)
+            SLATEC::ZEXP)) 
+(PROCLAIM
+    '(FTYPE (FUNCTION ((VECTOR LONG-FLOAT) FIXNUM LONG-FLOAT) *)
+            SLATEC::INITDS)) 
+(PROCLAIM
     '(FTYPE (FUNCTION
-                (LONG-FLOAT LONG-FLOAT LONG-FLOAT FIXNUM FIXNUM
-                    (VECTOR LONG-FLOAT) (VECTOR LONG-FLOAT) FIXNUM
-                    FIXNUM FIXNUM LONG-FLOAT LONG-FLOAT LONG-FLOAT
+                (LONG-FLOAT LONG-FLOAT LONG-FLOAT LONG-FLOAT LONG-FLOAT
                     LONG-FLOAT)
                 *)
-            SLATEC::ZBUNI)) 
+            SLATEC::ZDIV SLATEC::ZMLT SLATEC::ZSHCH)) 
 (PROCLAIM
     '(FTYPE (FUNCTION
-                (LONG-FLOAT LONG-FLOAT LONG-FLOAT LONG-FLOAT LONG-FLOAT
-                    FIXNUM)
+                (LONG-FLOAT LONG-FLOAT FIXNUM LONG-FLOAT LONG-FLOAT) *)
+            SLATEC::ZUCHK)) 
+(PROCLAIM
+    '(FTYPE (FUNCTION
+                (LONG-FLOAT LONG-FLOAT LONG-FLOAT FIXNUM FIXNUM
+                    (VECTOR LONG-FLOAT) (VECTOR LONG-FLOAT) FIXNUM
+                    (VECTOR LONG-FLOAT) (VECTOR LONG-FLOAT) LONG-FLOAT
+                    LONG-FLOAT LONG-FLOAT)
                 *)
-            SLATEC::DQWGTC SLATEC::DQWGTF SLATEC::DQWGTS)) 
+            SLATEC::ZWRSK)) 
+(PROCLAIM
+    '(FTYPE (FUNCTION (LONG-FLOAT LONG-FLOAT FIXNUM) *) SLATEC::D9UPAK)) 
 (PROCLAIM
     '(FTYPE (FUNCTION
                 (LONG-FLOAT LONG-FLOAT (VECTOR LONG-FLOAT)
@@ -58,136 +63,71 @@
                 *)
             SLATEC::DQMOMO)) 
 (PROCLAIM
-    '(FTYPE (FUNCTION (LONG-FLOAT LONG-FLOAT INTEGER) *)
-            SLATEC::D9UPAK)) 
-(PROCLAIM
     '(FTYPE (FUNCTION
-                (LONG-FLOAT LONG-FLOAT LONG-FLOAT FIXNUM FIXNUM
-                    (VECTOR LONG-FLOAT) (VECTOR LONG-FLOAT) FIXNUM
+                (LONG-FLOAT LONG-FLOAT LONG-FLOAT LONG-FLOAT LONG-FLOAT
                     FIXNUM)
                 *)
-            SLATEC:ZBESK)) 
+            SLATEC::DQWGTC SLATEC::DQWGTF SLATEC::DQWGTS)) 
 (PROCLAIM
     '(FTYPE (FUNCTION
                 (LONG-FLOAT LONG-FLOAT LONG-FLOAT FIXNUM FIXNUM
                     (VECTOR LONG-FLOAT) (VECTOR LONG-FLOAT) FIXNUM
-                    (VECTOR LONG-FLOAT) (VECTOR LONG-FLOAT) FIXNUM)
+                    FIXNUM FIXNUM LONG-FLOAT LONG-FLOAT LONG-FLOAT
+                    LONG-FLOAT)
                 *)
-            SLATEC:ZBESY)) 
-(PROCLAIM
-    '(FTYPE (FUNCTION ((VECTOR T)) *) MT19937::RANDOM-MT19937-UPDATE)) 
+            SLATEC::ZBUNI)) 
 (PROCLAIM
     '(FTYPE (FUNCTION (*) (VALUES T T)) MAXIMA::CONCAT
             MAXIMA::SYMBOLCONC)) 
 (PROCLAIM
+    '(FTYPE (FUNCTION ((VECTOR T)) *) MT19937::RANDOM-MT19937-UPDATE)) 
+(PROCLAIM
+    '(FTYPE (FUNCTION (FIXNUM) T) MAXIMA::RCPLYGAM MAXIMA::CMNULLF
+            MAXIMA::FFIB MAXIMA::STYOTBSP MAXIMA::INDEX*)) 
+(PROCLAIM '(FTYPE (FUNCTION (T) FUNCTION) INTL::DOMAIN-ENTRY-READFN)) 
+(PROCLAIM '(FTYPE (FUNCTION (T) HASH-TABLE) INTL::DOMAIN-ENTRY-HASH)) 
+(PROCLAIM
     '(FTYPE (FUNCTION (T) FIXNUM) MAXIMA::FLATC MAXIMA::FLATSIZE
             MAXIMA::NUMBER-OF-DIGITS MAXIMA::COMPLM
             MAXIMA::GNUPLOT-COLOR MAXIMA::GNUPLOT-COLORS
             MAXIMA::GNUPLOT-POINTTYPE MAXIMA::GNUPLOT-POINTTYPES
             MAXIMA::PRMUSIGN MAXIMA::$POLYSIGN MAXIMA::SIGN-GJC
-            MAXIMA::SIGNUM1 MAXIMA::SIGNUM)) 
-(PROCLAIM '(FTYPE (FUNCTION (T) FUNCTION) INTL::DOMAIN-ENTRY-READFN)) 
-(PROCLAIM '(FTYPE (FUNCTION (T) HASH-TABLE) INTL::DOMAIN-ENTRY-HASH)) 
-(PROCLAIM
-    '(FTYPE (FUNCTION (FIXNUM) T) MAXIMA::CMNULLF MAXIMA::FFIB
-            MAXIMA::STYOTBSP MAXIMA::INDEX*)) 
+            MAXIMA::SIGNUM1 MAXIMA::SIGNUM MAXIMA::$GF_DEG
+            MAXIMA::GF-DEG)) 
+(PROCLAIM '(FTYPE (FUNCTION (*) (*)) MAXIMA::$GF_MATADD)) 
 (PROCLAIM '(FTYPE (FUNCTION (T) PATHNAME) INTL::DOMAIN-ENTRY-FILE)) 
 (PROCLAIM
+    '(FTYPE (FUNCTION (T) SIMPLE-STRING) INTL::DOMAIN-ENTRY-DOMAIN
+            INTL::DOMAIN-ENTRY-LOCALE)) 
+(PROCLAIM
     '(FTYPE (FUNCTION (T) (SIMPLE-ARRAY (UNSIGNED-BYTE 32) (627)))
             MT19937::RANDOM-STATE-STATE)) 
 (PROCLAIM
-    '(FTYPE (FUNCTION (T) SIMPLE-STRING) INTL::DOMAIN-ENTRY-DOMAIN
-            INTL::DOMAIN-ENTRY-LOCALE)) 
+    '(FTYPE (FUNCTION (T) (VALUES T T)) MAXIMA::GF-ORD-BY-TABLE
+            MAXIMA::$MKEY MAXIMA::MAKEALIAS MAXIMA::DEFINE-SYMBOL
+            MAXIMA::ASCII MAXIMA::IMPLODE MAXIMA::INTERN-INVERT-CASE)) 
 (PROCLAIM
-    '(FTYPE (FUNCTION (T) (VALUES T T)) MAXIMA::$MKEY MAXIMA::MAKEALIAS
-            MAXIMA::DEFINE-SYMBOL MAXIMA::ASCII MAXIMA::IMPLODE
-            MAXIMA::INTERN-INVERT-CASE)) 
+    '(FTYPE (FUNCTION (FIXNUM *) T) MAXIMA::$ZN_MULT_TABLE
+            MAXIMA::$ZN_POWER_TABLE)) 
 (PROCLAIM
     '(FTYPE (FUNCTION ((VECTOR T) *) T) MT19937::VEC-INIT-RANDOM-STATE)) 
 (PROCLAIM
-    '(FTYPE (FUNCTION (T FIXNUM) T) MAXIMA::CPBQ1 MAXIMA::EXPANDEXPT
-            MAXIMA::EXPONENTIATE-SUM MAXIMA::DIAGP MAXIMA::NZL
-            MAXIMA::SPRDET MAXIMA::P2CPOL MAXIMA::TDBU MAXIMA::POWRS)) 
+    '(FTYPE (FUNCTION (FIXNUM T) T) MAXIMA::RAND MAXIMA::MTYOTBSP)) 
 (PROCLAIM
     '(FTYPE (FUNCTION (T T) FIXNUM) MAXIMA::RELATIVE-LINE
             MAXIMA::$ARRAY_DIMENSION_N MAXIMA::REVAL
             MAXIMA::FORCEBREAK)) 
 (PROCLAIM
-    '(FTYPE (FUNCTION (FIXNUM T) T) MAXIMA::RAND MAXIMA::MTYOTBSP)) 
-(PROCLAIM
-    '(FTYPE (FUNCTION ((VECTOR LONG-FLOAT) T) T) MAXIMA::$GET_RANGE)) 
+    '(FTYPE (FUNCTION (T FIXNUM) T) MAXIMA::GF-X2L
+            MAXIMA::GF-N2L-TWOARGS MAXIMA::GF-COEFFS-ARRAY
+            MAXIMA::GF-COEFFS-LIST MAXIMA::CPBQ1 MAXIMA::EXPANDEXPT
+            MAXIMA::EXPONENTIATE-SUM MAXIMA::DIAGP MAXIMA::NZL
+            MAXIMA::SPRDET MAXIMA::P2CPOL MAXIMA::TDBU MAXIMA::POWRS)) 
 (PROCLAIM
     '(FTYPE (FUNCTION (T T) (VALUES T T)) MAXIMA::CREATENAME
             MAXIMA::NXTBINCOEF)) 
 (PROCLAIM
-    '(FTYPE (FUNCTION ((VECTOR LONG-FLOAT) INTEGER LONG-FLOAT) *)
-            SLATEC::INITDS)) 
-(PROCLAIM
-    '(FTYPE (FUNCTION
-                (T LONG-FLOAT LONG-FLOAT LONG-FLOAT LONG-FLOAT FIXNUM
-                   LONG-FLOAT LONG-FLOAT FIXNUM LONG-FLOAT LONG-FLOAT
-                   FIXNUM FIXNUM (VECTOR LONG-FLOAT)
-                   (VECTOR LONG-FLOAT) (VECTOR LONG-FLOAT)
-                   (VECTOR LONG-FLOAT) (VECTOR FIXNUM) FIXNUM)
-                *)
-            SLATEC::DQAWSE)) 
-(PROCLAIM
-    '(FTYPE (FUNCTION
-                (T LONG-FLOAT LONG-FLOAT LONG-FLOAT FIXNUM LONG-FLOAT
-                   LONG-FLOAT FIXNUM FIXNUM FIXNUM LONG-FLOAT
-                   LONG-FLOAT FIXNUM FIXNUM FIXNUM (VECTOR LONG-FLOAT)
-                   (VECTOR LONG-FLOAT) (VECTOR LONG-FLOAT)
-                   (VECTOR LONG-FLOAT) (VECTOR FIXNUM) (VECTOR FIXNUM)
-                   FIXNUM (VECTOR LONG-FLOAT))
-                *)
-            SLATEC::DQAWOE)) 
-(PROCLAIM
-    '(FTYPE (FUNCTION
-                (T LONG-FLOAT LONG-FLOAT LONG-FLOAT LONG-FLOAT
-                   LONG-FLOAT FIXNUM LONG-FLOAT LONG-FLOAT FIXNUM
-                   FIXNUM (VECTOR LONG-FLOAT) (VECTOR LONG-FLOAT)
-                   (VECTOR LONG-FLOAT) (VECTOR LONG-FLOAT)
-                   (VECTOR FIXNUM) FIXNUM)
-                *)
-            SLATEC::DQAWCE)) 
-(PROCLAIM
-    '(FTYPE (FUNCTION
-                (T LONG-FLOAT LONG-FLOAT LONG-FLOAT LONG-FLOAT FIXNUM
-                   LONG-FLOAT LONG-FLOAT FIXNUM FIXNUM
-                   (VECTOR LONG-FLOAT) (VECTOR LONG-FLOAT)
-                   (VECTOR LONG-FLOAT) (VECTOR LONG-FLOAT)
-                   (VECTOR FIXNUM) FIXNUM)
-                *)
-            SLATEC::DQAGSE)) 
-(PROCLAIM
-    '(FTYPE (FUNCTION
-                (T LONG-FLOAT FIXNUM LONG-FLOAT LONG-FLOAT FIXNUM
-                   LONG-FLOAT LONG-FLOAT FIXNUM FIXNUM
-                   (VECTOR LONG-FLOAT) (VECTOR LONG-FLOAT)
-                   (VECTOR LONG-FLOAT) (VECTOR LONG-FLOAT)
-                   (VECTOR FIXNUM) FIXNUM)
-                *)
-            SLATEC::DQAGIE)) 
-(PROCLAIM
-    '(FTYPE (FUNCTION
-                (T LONG-FLOAT LONG-FLOAT FIXNUM (VECTOR LONG-FLOAT)
-                   LONG-FLOAT LONG-FLOAT FIXNUM LONG-FLOAT LONG-FLOAT
-                   FIXNUM FIXNUM (VECTOR LONG-FLOAT)
-                   (VECTOR LONG-FLOAT) (VECTOR LONG-FLOAT)
-                   (VECTOR LONG-FLOAT) (VECTOR LONG-FLOAT)
-                   (VECTOR FIXNUM) (VECTOR FIXNUM) (VECTOR FIXNUM)
-                   FIXNUM)
-                *)
-            SLATEC::DQAGPE)) 
-(PROCLAIM
-    '(FTYPE (FUNCTION
-                (T LONG-FLOAT LONG-FLOAT LONG-FLOAT LONG-FLOAT FIXNUM
-                   FIXNUM LONG-FLOAT LONG-FLOAT FIXNUM FIXNUM
-                   (VECTOR LONG-FLOAT) (VECTOR LONG-FLOAT)
-                   (VECTOR LONG-FLOAT) (VECTOR LONG-FLOAT)
-                   (VECTOR FIXNUM) FIXNUM)
-                *)
-            SLATEC::DQAGE)) 
+    '(FTYPE (FUNCTION ((VECTOR LONG-FLOAT) T) T) MAXIMA::$GET_RANGE)) 
 (PROCLAIM
     '(FTYPE (FUNCTION
                 (T LONG-FLOAT LONG-FLOAT FIXNUM (VECTOR LONG-FLOAT)
@@ -249,18 +189,86 @@
                 *)
             SLATEC:DQAG)) 
 (PROCLAIM
+    '(FTYPE (FUNCTION
+                (T LONG-FLOAT LONG-FLOAT LONG-FLOAT LONG-FLOAT FIXNUM
+                   FIXNUM LONG-FLOAT LONG-FLOAT FIXNUM FIXNUM
+                   (VECTOR LONG-FLOAT) (VECTOR LONG-FLOAT)
+                   (VECTOR LONG-FLOAT) (VECTOR LONG-FLOAT)
+                   (VECTOR FIXNUM) FIXNUM)
+                *)
+            SLATEC::DQAGE)) 
+(PROCLAIM
+    '(FTYPE (FUNCTION
+                (T LONG-FLOAT LONG-FLOAT FIXNUM (VECTOR LONG-FLOAT)
+                   LONG-FLOAT LONG-FLOAT FIXNUM LONG-FLOAT LONG-FLOAT
+                   FIXNUM FIXNUM (VECTOR LONG-FLOAT)
+                   (VECTOR LONG-FLOAT) (VECTOR LONG-FLOAT)
+                   (VECTOR LONG-FLOAT) (VECTOR LONG-FLOAT)
+                   (VECTOR FIXNUM) (VECTOR FIXNUM) (VECTOR FIXNUM)
+                   FIXNUM)
+                *)
+            SLATEC::DQAGPE)) 
+(PROCLAIM
+    '(FTYPE (FUNCTION
+                (T LONG-FLOAT FIXNUM LONG-FLOAT LONG-FLOAT FIXNUM
+                   LONG-FLOAT LONG-FLOAT FIXNUM FIXNUM
+                   (VECTOR LONG-FLOAT) (VECTOR LONG-FLOAT)
+                   (VECTOR LONG-FLOAT) (VECTOR LONG-FLOAT)
+                   (VECTOR FIXNUM) FIXNUM)
+                *)
+            SLATEC::DQAGIE)) 
+(PROCLAIM
+    '(FTYPE (FUNCTION
+                (T LONG-FLOAT LONG-FLOAT LONG-FLOAT LONG-FLOAT FIXNUM
+                   LONG-FLOAT LONG-FLOAT FIXNUM FIXNUM
+                   (VECTOR LONG-FLOAT) (VECTOR LONG-FLOAT)
+                   (VECTOR LONG-FLOAT) (VECTOR LONG-FLOAT)
+                   (VECTOR FIXNUM) FIXNUM)
+                *)
+            SLATEC::DQAGSE)) 
+(PROCLAIM
+    '(FTYPE (FUNCTION
+                (T LONG-FLOAT LONG-FLOAT LONG-FLOAT LONG-FLOAT
+                   LONG-FLOAT FIXNUM LONG-FLOAT LONG-FLOAT FIXNUM
+                   FIXNUM (VECTOR LONG-FLOAT) (VECTOR LONG-FLOAT)
+                   (VECTOR LONG-FLOAT) (VECTOR LONG-FLOAT)
+                   (VECTOR FIXNUM) FIXNUM)
+                *)
+            SLATEC::DQAWCE)) 
+(PROCLAIM
+    '(FTYPE (FUNCTION
+                (T LONG-FLOAT LONG-FLOAT LONG-FLOAT FIXNUM LONG-FLOAT
+                   LONG-FLOAT FIXNUM FIXNUM FIXNUM LONG-FLOAT
+                   LONG-FLOAT FIXNUM FIXNUM FIXNUM (VECTOR LONG-FLOAT)
+                   (VECTOR LONG-FLOAT) (VECTOR LONG-FLOAT)
+                   (VECTOR LONG-FLOAT) (VECTOR FIXNUM) (VECTOR FIXNUM)
+                   FIXNUM (VECTOR LONG-FLOAT))
+                *)
+            SLATEC::DQAWOE)) 
+(PROCLAIM
+    '(FTYPE (FUNCTION
+                (T LONG-FLOAT LONG-FLOAT LONG-FLOAT LONG-FLOAT FIXNUM
+                   LONG-FLOAT LONG-FLOAT FIXNUM LONG-FLOAT LONG-FLOAT
+                   FIXNUM FIXNUM (VECTOR LONG-FLOAT)
+                   (VECTOR LONG-FLOAT) (VECTOR LONG-FLOAT)
+                   (VECTOR LONG-FLOAT) (VECTOR FIXNUM) FIXNUM)
+                *)
+            SLATEC::DQAWSE)) 
+(PROCLAIM
     '(FTYPE (FUNCTION ((ARRAY T)) T) MAXIMA::$POLAR_TO_XY
             MAXIMA::$SPHERICAL_TO_XYZ)) 
+(PROCLAIM '(FTYPE (FUNCTION (INTEGER *) *) MAXIMA::GET-ONE-FACTOR-P-1)) 
 (PROCLAIM
     '(FTYPE (FUNCTION (T) INTEGER) MAXIMA::TC-STATE-NCOSETS
             MAXIMA::TC-STATE-NVARS)) 
-(PROCLAIM '(FTYPE (FUNCTION (INTEGER *) *) MAXIMA::GET-ONE-FACTOR-P-1)) 
 (PROCLAIM
     '(FTYPE (FUNCTION (T) (OR NULL FUNCTION))
             INTL::DOMAIN-ENTRY-PLURALS)) 
 (PROCLAIM
     '(FTYPE (FUNCTION (LONG-FLOAT LONG-FLOAT) *) SLATEC::DGAMLM
             SLATEC::ZABS)) 
+(PROCLAIM
+    '(FTYPE (FUNCTION ((VECTOR FIXNUM) FIXNUM) *) SLATEC::XGETUA)) 
 (PROCLAIM '(FTYPE (FUNCTION (INTEGER T) *) MAXIMA::G-FUN)) 
 (PROCLAIM
     '(FTYPE (FUNCTION (FIXNUM FIXNUM) T) MAXIMA::MAKE-GRID-VERTICES
@@ -277,133 +285,75 @@
     '(FTYPE (FUNCTION (LONG-FLOAT) *) MAXIMA::AIRY-AI-REAL
             MAXIMA::AIRY-BI-REAL MAXIMA::ELLIPTIC-K SLATEC::DEI)) 
 (PROCLAIM
-    '(FTYPE (FUNCTION (STRING STRING STRING INTEGER INTEGER) *)
+    '(FTYPE (FUNCTION (STRING STRING STRING FIXNUM FIXNUM FIXNUM) *)
+            SLATEC::XERCNT)) 
+(PROCLAIM
+    '(FTYPE (FUNCTION (STRING STRING STRING FIXNUM FIXNUM) *)
             SLATEC::XERMSG)) 
 (PROCLAIM
-    '(FTYPE (FUNCTION (STRING STRING STRING INTEGER INTEGER INTEGER) *)
-            SLATEC::XERCNT)) 
+    '(FTYPE (FUNCTION (T T *) *) MAXIMA::APPLY-REFLECTION-SIMP
+            INTL::FIND-DOMAIN INTL::LOAD-DOMAIN MAXIMA::$COEFF
+            MAXIMA::MAPLIST_TR MAXIMA::MARRAYREF MAXIMA::MASET1
+            MAXIMA::$OUTERMAP MAXIMA::SCANMAP1 MAXIMA::$PSUBSTITUTE
+            MAXIMA::$RATCOEF MAXIMA::SOLVABLE MAXIMA::$DIVIDE
+            MAXIMA::$GCD MAXIMA::$SUBSTITUTE GETOPT::MATCH-OPTION
+            MAXIMA::$XREDUCE MAXIMA::TEST-BATCH
+            MAXIMA::PRETTY-GOOD-FLOOR-OR-CEILING GETOPT:GETOPT)) 
 (PROCLAIM
-    '(FTYPE (FUNCTION (T T T T) *) MAXIMA::SIMPPROD1-SAVE
-            MAXIMA::SIMPSUM1-SAVE MAXIMA::SOLVEX MAXIMA::FREESUM
-            MAXIMA::GAMMA1 MAXIMA::SP2INTEG2 MAXIMA::NUMJORY
-            MAXIMA::SP3SUBSTPN
-            BIGFLOAT::|(PCL::FAST-METHOD TWO-ARG-- (LISP:COMPLEX BIGFLOAT))|
-            BIGFLOAT::|(PCL::FAST-METHOD TWO-ARG-- (LISP:FLOAT BIGFLOAT))|
-            BIGFLOAT::|(PCL::FAST-METHOD TWO-ARG-- (LISP:RATIONAL BIGFLOAT))|
-            BIGFLOAT::|(PCL::FAST-METHOD TWO-ARG-- (NUMBER COMPLEX-BIGFLOAT))|
-            BIGFLOAT::|(PCL::FAST-METHOD TWO-ARG-/ (BIGFLOAT BIGFLOAT))|
-            BIGFLOAT::|(PCL::FAST-METHOD TWO-ARG-/ (BIGFLOAT COMPLEX-BIGFLOAT))|
-            BIGFLOAT::|(PCL::FAST-METHOD TWO-ARG-/ (BIGFLOAT LISP:COMPLEX))|
-            BIGFLOAT::|(PCL::FAST-METHOD TWO-ARG-/ (BIGFLOAT LISP:FLOAT))|
-            BIGFLOAT::|(PCL::FAST-METHOD TWO-ARG-/ (BIGFLOAT LISP:RATIONAL))|
-            BIGFLOAT::|(PCL::FAST-METHOD TWO-ARG-/ (COMPLEX-BIGFLOAT BIGFLOAT))|
-            BIGFLOAT::|(PCL::FAST-METHOD TWO-ARG-/ (COMPLEX-BIGFLOAT COMPLEX-BIGFLOAT))|
-            BIGFLOAT::|(PCL::FAST-METHOD TWO-ARG-/ (COMPLEX-BIGFLOAT NUMBER))|
-            BIGFLOAT::|(PCL::FAST-METHOD TWO-ARG-/ (LISP:COMPLEX BIGFLOAT))|
-            BIGFLOAT::|(PCL::FAST-METHOD TWO-ARG-/ (LISP:FLOAT BIGFLOAT))|
-            BIGFLOAT::|(PCL::FAST-METHOD TWO-ARG-/ (LISP:RATIONAL BIGFLOAT))|
-            BIGFLOAT::|(PCL::FAST-METHOD TWO-ARG-/ (NUMBER COMPLEX-BIGFLOAT))|
-            BIGFLOAT::|(PCL::FAST-METHOD TWO-ARG-= (BIGFLOAT BIGFLOAT))|
-            BIGFLOAT::|(PCL::FAST-METHOD TWO-ARG-= (BIGFLOAT NUMBER))|
-            BIGFLOAT::|(PCL::FAST-METHOD TWO-ARG-= (COMPLEX-BIGFLOAT COMPLEX-BIGFLOAT))|
-            BIGFLOAT::|(PCL::FAST-METHOD TWO-ARG-= (COMPLEX-BIGFLOAT NUMBER))|
-            BIGFLOAT::|(PCL::FAST-METHOD TWO-ARG-= (NUMBER BIGFLOAT))|
-            BIGFLOAT::|(PCL::FAST-METHOD TWO-ARG-= (NUMBER COMPLEX-BIGFLOAT))|
-            MAXIMA::GGRM1
-            BIGFLOAT::|(PCL::FAST-METHOD TWO-ARG-ATAN (BIGFLOAT BIGFLOAT))|
-            BIGFLOAT::|(PCL::FAST-METHOD TWO-ARG-ATAN (BIGFLOAT LISP:FLOAT))|
-            BIGFLOAT::|(PCL::FAST-METHOD TWO-ARG-ATAN (BIGFLOAT LISP:RATIONAL))|
-            BIGFLOAT::|(PCL::FAST-METHOD TWO-ARG-ATAN (LISP:FLOAT BIGFLOAT))|
-            BIGFLOAT::|(PCL::FAST-METHOD TWO-ARG-ATAN (LISP:RATIONAL BIGFLOAT))|
-            BIGFLOAT::|(PCL::FAST-METHOD TWO-ARG-COMPLEX (BIGFLOAT BIGFLOAT))|
-            BIGFLOAT::|(PCL::FAST-METHOD TWO-ARG-COMPLEX (BIGFLOAT LISP:FLOAT))|
-            BIGFLOAT::|(PCL::FAST-METHOD TWO-ARG-COMPLEX (BIGFLOAT LISP:RATIONAL))|
-            BIGFLOAT::|(PCL::FAST-METHOD TWO-ARG-COMPLEX (LISP:FLOAT BIGFLOAT))|
-            BIGFLOAT::|(PCL::FAST-METHOD TWO-ARG-COMPLEX (LISP:RATIONAL BIGFLOAT))|
-            MAXIMA::ZMTORAT
-            BIGFLOAT::|(PCL::FAST-METHOD TWO-ARG-LOG (NUMBER NUMERIC))|
-            BIGFLOAT::|(PCL::FAST-METHOD TWO-ARG-LOG (NUMERIC NUMBER))|
-            BIGFLOAT::|(PCL::FAST-METHOD TWO-ARG-LOG (NUMERIC NUMERIC))|
-            MAXIMA::$TLDEFINT
-            MAXIMA::|(PCL::FAST-METHOD PRINT-OBJECT (MAXIMA-$ERROR T))|
-            MAXIMA::TAN-TIMES MAXIMA::JACOBPOL MAXIMA::LIMFACT2
-            MAXIMA::LIMIT MAXIMA::LIMIT2 BIGFLOAT::BF-RJ
-            BIGFLOAT::BF-RJ1 MAXIMA::$LDEFINT
-            BIGFLOAT::|(PCL::FAST-METHOD CEILING (BIGFLOAT))|
-            MAXIMA::LISPM-MFUNCTION-CALL-AUX
-            BIGFLOAT::|(PCL::FAST-METHOD DESCRIBE-OBJECT (COMPLEX-BIGFLOAT T))|
-            MAXIMA::COT-TIMES MAXIMA::ALGIII
-            MAXIMA::INTEGRAND-CHANGEVAR MAXIMA::LT-LTP MAXIMA::LT1M
-            MAXIMA::LT1P MAXIMA::LT1Q MAXIMA::LT1S MAXIMA::RATROOT
-            MAXIMA::DINTEGRATE MAXIMA::RESM0
-            MAXIMA::$BETA_INCOMPLETE_GENERALIZED MAXIMA::$CARLSON_RJ
-            MAXIMA::$CHANGEVAR MAXIMA::MAPPLY1 MAXIMA::MARRAYSET-GENSUB
-            MAXIMA::MAYBE-RESET MAXIMA::SER0 MAXIMA::METHOD-BY-LIMITS
-            BIGFLOAT::|(PCL::FAST-METHOD EXPT (BIGFLOAT INTEGER))|
-            BIGFLOAT::|(PCL::FAST-METHOD EXPT (NUMBER NUMERIC))|
-            BIGFLOAT::|(PCL::FAST-METHOD EXPT (NUMERIC NUMBER))|
-            BIGFLOAT::|(PCL::FAST-METHOD EXPT (NUMERIC NUMERIC))|
-            BIGFLOAT::|(PCL::FAST-METHOD FCEILING (BIGFLOAT))|
-            BIGFLOAT::|(PCL::FAST-METHOD FFLOOR (BIGFLOAT))|
-            BIGFLOAT::|(PCL::FAST-METHOD FLOAT (LISP:FLOAT BIGFLOAT))|
-            BIGFLOAT::|(PCL::FAST-METHOD FLOAT (LISP:RATIONAL BIGFLOAT))|
-            MAXIMA::DEFINT-LIST MAXIMA::DEFINT-LOG-EXP
-            BIGFLOAT::|(PCL::FAST-METHOD FLOOR (BIGFLOAT))|
-            BIGFLOAT::|(PCL::FAST-METHOD FROUND (BIGFLOAT))|
-            BIGFLOAT::|(PCL::FAST-METHOD FTRUNCATE (BIGFLOAT))|
-            MAXIMA::DEN1DEN1 MAXIMA::F16P217TEST MAXIMA::DERIVAT
-            MAXIMA::F50P188-SIMP MAXIMA::F81 MAXIMA::F82 MAXIMA::F83
-            MAXIMA::F84 MAXIMA::F85 MAXIMA::F86
-            BIGFLOAT::|(PCL::FAST-METHOD ROUND (BIGFLOAT))|
-            BIGFLOAT::|(PCL::FAST-METHOD SCALE-FLOAT (BIGFLOAT INTEGER))|
-            MAXIMA::DIFAPPLY
-            BIGFLOAT::|(PCL::FAST-METHOD TRUNCATE (BIGFLOAT))|
-            BIGFLOAT::|(PCL::FAST-METHOD TWO-ARG-* (BIGFLOAT BIGFLOAT))|
-            BIGFLOAT::|(PCL::FAST-METHOD TWO-ARG-* (BIGFLOAT COMPLEX-BIGFLOAT))|
-            BIGFLOAT::|(PCL::FAST-METHOD TWO-ARG-* (BIGFLOAT LISP:COMPLEX))|
-            BIGFLOAT::|(PCL::FAST-METHOD TWO-ARG-* (BIGFLOAT LISP:FLOAT))|
-            BIGFLOAT::|(PCL::FAST-METHOD TWO-ARG-* (BIGFLOAT LISP:RATIONAL))|
-            BIGFLOAT::|(PCL::FAST-METHOD TWO-ARG-* (COMPLEX-BIGFLOAT BIGFLOAT))|
-            BIGFLOAT::|(PCL::FAST-METHOD TWO-ARG-* (COMPLEX-BIGFLOAT COMPLEX-BIGFLOAT))|
-            BIGFLOAT::|(PCL::FAST-METHOD TWO-ARG-* (COMPLEX-BIGFLOAT NUMBER))|
-            BIGFLOAT::|(PCL::FAST-METHOD TWO-ARG-* (NUMBER BIGFLOAT))|
-            BIGFLOAT::|(PCL::FAST-METHOD TWO-ARG-* (NUMBER COMPLEX-BIGFLOAT))|
-            BIGFLOAT::|(PCL::FAST-METHOD TWO-ARG-+ (BIGFLOAT BIGFLOAT))|
-            BIGFLOAT::|(PCL::FAST-METHOD TWO-ARG-+ (BIGFLOAT COMPLEX-BIGFLOAT))|
-            BIGFLOAT::|(PCL::FAST-METHOD TWO-ARG-+ (BIGFLOAT LISP:COMPLEX))|
-            BIGFLOAT::|(PCL::FAST-METHOD TWO-ARG-+ (BIGFLOAT LISP:FLOAT))|
-            BIGFLOAT::|(PCL::FAST-METHOD TWO-ARG-+ (BIGFLOAT LISP:RATIONAL))|
-            BIGFLOAT::|(PCL::FAST-METHOD TWO-ARG-+ (COMPLEX-BIGFLOAT BIGFLOAT))|
-            BIGFLOAT::|(PCL::FAST-METHOD TWO-ARG-+ (COMPLEX-BIGFLOAT COMPLEX-BIGFLOAT))|
-            BIGFLOAT::|(PCL::FAST-METHOD TWO-ARG-+ (COMPLEX-BIGFLOAT NUMBER))|
-            BIGFLOAT::|(PCL::FAST-METHOD TWO-ARG-+ (NUMBER BIGFLOAT))|
-            BIGFLOAT::|(PCL::FAST-METHOD TWO-ARG-+ (NUMBER COMPLEX-BIGFLOAT))|
-            BIGFLOAT::|(PCL::FAST-METHOD TWO-ARG-- (BIGFLOAT BIGFLOAT))|
-            BIGFLOAT::|(PCL::FAST-METHOD TWO-ARG-- (BIGFLOAT COMPLEX-BIGFLOAT))|
-            BIGFLOAT::|(PCL::FAST-METHOD TWO-ARG-- (BIGFLOAT LISP:COMPLEX))|
-            BIGFLOAT::|(PCL::FAST-METHOD TWO-ARG-- (BIGFLOAT LISP:FLOAT))|
-            BIGFLOAT::|(PCL::FAST-METHOD TWO-ARG-- (BIGFLOAT LISP:RATIONAL))|
-            BIGFLOAT::|(PCL::FAST-METHOD TWO-ARG-- (COMPLEX-BIGFLOAT BIGFLOAT))|
-            BIGFLOAT::|(PCL::FAST-METHOD TWO-ARG-- (COMPLEX-BIGFLOAT COMPLEX-BIGFLOAT))|
-            BIGFLOAT::|(PCL::FAST-METHOD TWO-ARG-- (COMPLEX-BIGFLOAT NUMBER))|
-            MAXIMA::SIMP2>F<2 MAXIMA::SIMPLIMEXPT)) 
-(PROCLAIM
-    '(FTYPE (FUNCTION (T T T) *) MAXIMA::LT-EXP MAXIMA::CTPJAC
-            MAXIMA::LT1GAMMAGREEK MAXIMA::LT1HSTRUVE MAXIMA::LT1J
-            MAXIMA::LT1J^2 MAXIMA::LT1LSTRUVE MAXIMA::RATCOEFF
-            MAXIMA::LTW MAXIMA::APPLY1 MAXIMA::RATLOG
-            BIGFLOAT::|(PCL::FAST-METHOD ATANH (BIGFLOAT))|
-            BIGFLOAT::|(PCL::FAST-METHOD CIS (BIGFLOAT))|
-            INTL::READ-NESTED-COMMENT MAXIMA::$BETA_INCOMPLETE
-            MAXIMA::$BETA_INCOMPLETE_REGULARIZED MAXIMA::DRAW2D
-            MAXIMA::$CARLSON_RD MAXIMA::$CARLSON_RF MAXIMA::MAPPLY
-            MAXIMA::E3PROG MAXIMA::EASY-SUBS MAXIMA::EEZZ
-            MAXIMA::SIMP-BESSEL-K MAXIMA::SIMP-BESSEL-Y
-            MAXIMA::SIMP-BETA-INCOMPLETE
-            MAXIMA::SIMP-BETA-INCOMPLETE-GENERALIZED
-            MAXIMA::SIMP-BETA-INCOMPLETE-REGULARIZED MAXIMA::SIMP-MNOT
-            MAXIMA::SIMP-MOEBIUS MAXIMA::SIMP-NUMMOD MAXIMA::ZTORAT
-            MAXIMA::HTJORY MAXIMA::HYP-ATANH
+    '(FTYPE (FUNCTION (T T T) *) MAXIMA::SIMP-STIRLING1
+            MAXIMA::SIMP-STIRLING2 MAXIMA::SIMP-STRUVE-H
+            MAXIMA::MARRAYREF-GENSUB
+            BIGFLOAT::|(PCL::FAST-METHOD UNARY-FTRUNCATE (BIGFLOAT))|
+            MAXIMA::SIMP-BESSEL-I MAXIMA::SIMP-BESSEL-J MAXIMA::ARCHK
+            MAXIMA::MONSTERTRIG MAXIMA::SIMP-STRUVE-L
+            MAXIMA::SIMP-TRUNCATE MAXIMA::SIMP-ZETA MAXIMA::SIMPABS
+            MAXIMA::SIMPATAN2 MAXIMA::SIMPBERN MAXIMA::SIMPBETA
+            MAXIMA::SIMPBIGFLOAT MAXIMA::SIMPBINOCOEF MAXIMA::SIMPDERIV
+            MAXIMA::SIMPEULER
+            BIGFLOAT::|(PCL::FAST-METHOD ONE-ARG-LOG (BIGFLOAT))|
+            MAXIMA::SIMP-%COSH MAXIMA::$RESIDUE
+            BIGFLOAT::|(PCL::FAST-METHOD FLOAT-SIGN (BIGFLOAT))|
+            MAXIMA::SIMP-$ELLIPTIC_E
+            BIGFLOAT::|(PCL::FAST-METHOD IMAGPART (BIGFLOAT))|
+            MAXIMA::COT-PLUS MAXIMA::SIMP-%INVERSE_JACOBI_DC
+            MAXIMA::F2P105V2COND-SIMP MAXIMA::SAME-SHEET-SUBS
+            MAXIMA::SASSQ MAXIMA::ERFGAMMARED MAXIMA::ERFGAMNUMRED
+            MAXIMA::ERFRED MAXIMA::SIMPLIM%ERF_GENERALIZED
+            MAXIMA::SIMPEXPT MAXIMA::SIMPFACT MAXIMA::SIMPGAMMA
+            MAXIMA::SIMPINTEG MAXIMA::SIMPLIM$LI MAXIMA::MUL3
+            MAXIMA::SIMPLIM$PSI
+            BIGFLOAT::|(PCL::FAST-METHOD UNARY-DIVIDE (COMPLEX-BIGFLOAT))|
+            MAXIMA::SUBSC MAXIMA::SUBSCS
+            BIGFLOAT::|(PCL::FAST-METHOD UNARY-FCEILING (BIGFLOAT))|
+            BIGFLOAT::|(PCL::FAST-METHOD UNARY-FFLOOR (BIGFLOAT))|
+            MAXIMA::2F1POLYS
+            BIGFLOAT::|(PCL::FAST-METHOD ABS (BIGFLOAT))|
+            BIGFLOAT::|(PCL::FAST-METHOD ABS (COMPLEX-BIGFLOAT))|
+            MAXIMA::SIMP-%ELLIPTIC_KC MAXIMA::F24P146TEST
+            MAXIMA::SIMP-%INVERSE_JACOBI_CD MAXIMA::SIMPLIMSC
+            MAXIMA::SIMPLN
+            BIGFLOAT::|(PCL::FAST-METHOD ONE-ARG-LOG (COMPLEX-BIGFLOAT))|
+            MAXIMA::SIMP-%COT MAXIMA::SIMP-%COTH
+            BIGFLOAT::|(PCL::FAST-METHOD PHASE (BIGFLOAT))|
+            MAXIMA::SIMP-%CSC
+            BIGFLOAT::|(PCL::FAST-METHOD PHASE (COMPLEX-BIGFLOAT))|
+            MAXIMA::SIMP-%CSCH MAXIMA::SIMP-%ELLIPTIC_EC
+            MAXIMA::F24P146 MAXIMA::SIMP-%INVERSE_JACOBI_SD
+            MAXIMA::SIMP-%INVERSE_JACOBI_SN MAXIMA::SIMP-%JACOBI_CD
+            BIGFLOAT::|(PCL::FAST-METHOD ONE-ARG-ATAN (COMPLEX-BIGFLOAT))|
+            MAXIMA::SIMP-%ASINH
+            BIGFLOAT::|(PCL::FAST-METHOD ONE-ARG-COMPLEX (BIGFLOAT))|
+            MAXIMA::SIMP-%ATAN MAXIMA::SIMP-%ATANH MAXIMA::SIMP-%COS
+            BIGFLOAT::|(PCL::FAST-METHOD UNARY-MINUS (BIGFLOAT))|
+            BIGFLOAT::|(PCL::FAST-METHOD UNARY-MINUS (COMPLEX-BIGFLOAT))|
+            BIGFLOAT::|(PCL::FAST-METHOD ZEROP (BIGFLOAT))|
+            MAXIMA::LEGF16 MAXIMA::LEGF20 MAXIMA::LEGF24 MAXIMA::LEGF36
+            MAXIMA::LEGFUN MAXIMA::SIMP-%ASIN MAXIMA::SIMP-%JACOBI_SN
+            BIGFLOAT::|(PCL::FAST-METHOD SINH (BIGFLOAT))|
+            MAXIMA::LOGCPJ MAXIMA::CREATE-POLY MAXIMA::RADLIM
+            MAXIMA::LT-EXEC MAXIMA::SIMP-BETA-INCOMPLETE-REGULARIZED
+            MAXIMA::SIMP-MNOT MAXIMA::SIMP-MOEBIUS MAXIMA::SIMP-NUMMOD
+            MAXIMA::ZTORAT MAXIMA::HTJORY MAXIMA::HYP-ATANH
             BIGFLOAT::|(PCL::FAST-METHOD CONJUGATE (COMPLEX-BIGFLOAT))|
             BIGFLOAT::|(PCL::FAST-METHOD COS (BIGFLOAT))|
             BIGFLOAT::|(PCL::FAST-METHOD COSH (BIGFLOAT))|
@@ -462,8 +412,9 @@
             MAXIMA::LHOSPITAL MAXIMA::LHOSPITAL-CATCH
             MAXIMA::TRY-LHOSPITAL MAXIMA::TRY-LHOSPITAL-QUIT
             MAXIMA::LIMIT-SUBS MAXIMA::LIMIT1 BIGFLOAT::BF-ELLIPTIC-PI
-            BIGFLOAT::BF-RD BIGFLOAT::BF-RF BIGFLOAT::BF-RG
-            MAXIMA::INTSC0 MAXIMA::INTSC1 MAXIMA::INTSUBS
+            BIGFLOAT::BF-RD MAXIMA::SIMP-GENERALIZED-LAMBERTW
+            BIGFLOAT::BF-RF BIGFLOAT::BF-RG MAXIMA::INTSC0
+            MAXIMA::INTSC1 MAXIMA::INTSUBS
             BIGFLOAT::|(PCL::FAST-METHOD MAXIMA::TO (BIGFLOAT))|
             MAXIMA::SIMP-%ACOT MAXIMA::SIMP-%ACOTH MAXIMA::SIMP-%ACSC
             MAXIMA::INTI MAXIMA::TEX-NOFIX MAXIMA::TEX-PAREN
@@ -524,348 +475,171 @@
             BIGFLOAT::|(PCL::FAST-METHOD SIGNUM (COMPLEX-BIGFLOAT))|
             MAXIMA::SIMP-%JACOBI_SC MAXIMA::SIMP-%JACOBI_SD
             BIGFLOAT::|(PCL::FAST-METHOD SIN (BIGFLOAT))|
-            MAXIMA::SIMP-SQRT MAXIMA::SIMP-STIRLING1
-            MAXIMA::SIMP-STIRLING2 MAXIMA::SIMP-STRUVE-H
-            MAXIMA::MARRAYREF-GENSUB
-            BIGFLOAT::|(PCL::FAST-METHOD UNARY-FTRUNCATE (BIGFLOAT))|
-            MAXIMA::SIMP-BESSEL-I MAXIMA::SIMP-BESSEL-J MAXIMA::ARCHK
-            MAXIMA::MONSTERTRIG MAXIMA::SIMP-STRUVE-L
-            MAXIMA::SIMP-TRUNCATE MAXIMA::SIMP-ZETA MAXIMA::SIMPABS
-            MAXIMA::SIMPATAN2 MAXIMA::SIMPBERN MAXIMA::SIMPBETA
-            MAXIMA::SIMPBIGFLOAT MAXIMA::SIMPBINOCOEF MAXIMA::SIMPDERIV
-            MAXIMA::SIMPEULER
-            BIGFLOAT::|(PCL::FAST-METHOD ONE-ARG-LOG (BIGFLOAT))|
-            MAXIMA::SIMP-%COSH MAXIMA::$RESIDUE
-            BIGFLOAT::|(PCL::FAST-METHOD FLOAT-SIGN (BIGFLOAT))|
-            MAXIMA::SIMP-$ELLIPTIC_E
-            BIGFLOAT::|(PCL::FAST-METHOD IMAGPART (BIGFLOAT))|
-            MAXIMA::COT-PLUS MAXIMA::SIMP-%INVERSE_JACOBI_DC
-            MAXIMA::F2P105V2COND-SIMP MAXIMA::SAME-SHEET-SUBS
-            MAXIMA::SASSQ MAXIMA::ERFGAMMARED MAXIMA::ERFGAMNUMRED
-            MAXIMA::ERFRED MAXIMA::SIMPLIM%ERF_GENERALIZED
-            MAXIMA::SIMPEXPT MAXIMA::SIMPFACT MAXIMA::SIMPGAMMA
-            MAXIMA::SIMPINTEG MAXIMA::SIMPLIM$LI MAXIMA::MUL3
-            MAXIMA::SIMPLIM$PSI
-            BIGFLOAT::|(PCL::FAST-METHOD UNARY-DIVIDE (COMPLEX-BIGFLOAT))|
-            MAXIMA::SUBSC MAXIMA::SUBSCS
-            BIGFLOAT::|(PCL::FAST-METHOD UNARY-FCEILING (BIGFLOAT))|
-            BIGFLOAT::|(PCL::FAST-METHOD UNARY-FFLOOR (BIGFLOAT))|
-            MAXIMA::2F1POLYS
-            BIGFLOAT::|(PCL::FAST-METHOD ABS (BIGFLOAT))|
-            BIGFLOAT::|(PCL::FAST-METHOD ABS (COMPLEX-BIGFLOAT))|
-            MAXIMA::SIMP-%ELLIPTIC_KC MAXIMA::F24P146TEST
-            MAXIMA::SIMP-%INVERSE_JACOBI_CD MAXIMA::SIMPLIMSC
-            MAXIMA::SIMPLN
-            BIGFLOAT::|(PCL::FAST-METHOD ONE-ARG-LOG (COMPLEX-BIGFLOAT))|
-            MAXIMA::SIMP-%COT MAXIMA::SIMP-%COTH
-            BIGFLOAT::|(PCL::FAST-METHOD PHASE (BIGFLOAT))|
-            MAXIMA::SIMP-%CSC
-            BIGFLOAT::|(PCL::FAST-METHOD PHASE (COMPLEX-BIGFLOAT))|
-            MAXIMA::SIMP-%CSCH MAXIMA::SIMP-%ELLIPTIC_EC
-            MAXIMA::F24P146 MAXIMA::SIMP-%INVERSE_JACOBI_SD
-            MAXIMA::SIMP-%INVERSE_JACOBI_SN MAXIMA::SIMP-%JACOBI_CD
-            BIGFLOAT::|(PCL::FAST-METHOD ONE-ARG-ATAN (COMPLEX-BIGFLOAT))|
-            MAXIMA::SIMP-%ASINH
-            BIGFLOAT::|(PCL::FAST-METHOD ONE-ARG-COMPLEX (BIGFLOAT))|
-            MAXIMA::SIMP-%ATAN MAXIMA::SIMP-%ATANH MAXIMA::SIMP-%COS
-            BIGFLOAT::|(PCL::FAST-METHOD UNARY-MINUS (BIGFLOAT))|
-            BIGFLOAT::|(PCL::FAST-METHOD UNARY-MINUS (COMPLEX-BIGFLOAT))|
-            BIGFLOAT::|(PCL::FAST-METHOD ZEROP (BIGFLOAT))|
-            MAXIMA::LEGF16 MAXIMA::LEGF20 MAXIMA::LEGF24 MAXIMA::LEGF36
-            MAXIMA::LEGFUN MAXIMA::SIMP-%ASIN MAXIMA::SIMP-%JACOBI_SN
-            BIGFLOAT::|(PCL::FAST-METHOD SINH (BIGFLOAT))|
-            MAXIMA::LOGCPJ MAXIMA::CREATE-POLY MAXIMA::RADLIM
-            MAXIMA::LT-EXEC)) 
-(PROCLAIM
-    '(FTYPE (FUNCTION (T T *) *) GETOPT:GETOPT
-            MAXIMA::APPLY-REFLECTION-SIMP INTL::FIND-DOMAIN
-            INTL::LOAD-DOMAIN MAXIMA::$COEFF MAXIMA::MAPLIST_TR
-            MAXIMA::MARRAYREF MAXIMA::MASET1 MAXIMA::$OUTERMAP
-            MAXIMA::SCANMAP1 MAXIMA::$PSUBSTITUTE MAXIMA::$RATCOEF
-            MAXIMA::SOLVABLE MAXIMA::$DIVIDE MAXIMA::$GCD
-            MAXIMA::$SUBSTITUTE GETOPT::MATCH-OPTION MAXIMA::$XREDUCE
-            MAXIMA::TEST-BATCH MAXIMA::PRETTY-GOOD-FLOOR-OR-CEILING)) 
-(PROCLAIM
-    '(FTYPE (FUNCTION (T T T T T T T T T) *) MAXIMA::MM-INTIR1
-            MAXIMA::MM-INTIR1-EXEC MAXIMA::PM-INTIR1 MAXIMA::INTIR1-REF
-            MAXIMA::PP-INTIR1 MAXIMA::PP-INTIR1-EXEC)) 
-(PROCLAIM
-    '(FTYPE (FUNCTION (T T T T T) *) MAXIMA::CSC/SEC-PLUS
-            MAXIMA::LT-ARBPOW2 MAXIMA::LT2J MAXIMA::RATRAD
-            MAXIMA::SBSTPT MAXIMA::SC^N MAXIMA::MDEFARRAY
-            MAXIMA::DEN1DENN MAXIMA::F19P220-SIMP MAXIMA::DIFAP1
-            MAXIMA::DIFFHK MAXIMA::FAN MAXIMA::SIN/COS-PLUS
-            MAXIMA::COMPOSE MAXIMA::OUTPUT-TEXT* MAXIMA::TEX
-            MAXIMA::PJACTEST MAXIMA::INTSUM1)) 
-(PROCLAIM
-    '(FTYPE (FUNCTION (T T T T T T) *) MAXIMA::DIMNARY
-            MAXIMA::DIMNARY-BOOLEAN MAXIMA::DIMNARY-MTEXT
-            MAXIMA::AS-15.2.2 MAXIMA::AS-15.2.3 MAXIMA::AS-15.2.4
-            MAXIMA::AS-15.2.5 MAXIMA::AS-15.2.6 MAXIMA::AS-15.2.7
-            MAXIMA::AS-15.2.8 MAXIMA::DIMENSION MAXIMA::AS-15.2.9
-            MAXIMA::SIN/COS-TIMES MAXIMA::INTIR3-R0TEST
-            MAXIMA::INTIR3-REF MAXIMA::CSC/SEC-TIMES)) 
-(PROCLAIM
-    '(FTYPE (FUNCTION (T T T *) *) MAXIMA::SCAN-DIGITS
-            MAXIMA::WARN-MODE BIGFLOAT::FIND-ROOT-SUBR MAXIMA::HYP-COS)) 
-(PROCLAIM
-    '(FTYPE (FUNCTION (T T T T T T T) *) MAXIMA::STEP-7-MM
-            MAXIMA::STEP-7-MP MAXIMA::STEP-7-PM MAXIMA::STEP-7-PP
-            MAXIMA::ZS-INTIR3)) 
-(PROCLAIM
-    '(FTYPE (FUNCTION (T T FIXNUM FIXNUM) *) MAXIMA::B-SEARCH-EXPR)) 
-(PROCLAIM '(FTYPE (FUNCTION (T T T T *) *) MAXIMA::QUAD-QAGI)) 
-(PROCLAIM
-    '(FTYPE (FUNCTION (LONG-FLOAT) T) MAXIMA::AIRY-DAI-REAL
-            MAXIMA::AIRY-DBI-REAL MAXIMA::ELLIPTIC-EC)) 
-(PROCLAIM
-    '(FTYPE (FUNCTION (STRING STRING T) T) INTL::DOMAIN-LOOKUP-PLURAL)) 
-(PROCLAIM '(FTYPE (FUNCTION (STRING T *) T) MAXIMA::SPLIT-STRING)) 
+            MAXIMA::SIMP-SQRT MAXIMA::LT-EXP MAXIMA::CTPJAC
+            MAXIMA::LT1GAMMAGREEK MAXIMA::LT1HSTRUVE MAXIMA::LT1J
+            MAXIMA::LT1J^2 MAXIMA::LT1LSTRUVE MAXIMA::RATCOEFF
+            MAXIMA::LTW MAXIMA::APPLY1 MAXIMA::RATLOG
+            BIGFLOAT::|(PCL::FAST-METHOD ATANH (BIGFLOAT))|
+            BIGFLOAT::|(PCL::FAST-METHOD CIS (BIGFLOAT))|
+            INTL::READ-NESTED-COMMENT MAXIMA::$BETA_INCOMPLETE
+            MAXIMA::$BETA_INCOMPLETE_REGULARIZED MAXIMA::DRAW2D
+            MAXIMA::$CARLSON_RD MAXIMA::$CARLSON_RF MAXIMA::MAPPLY
+            MAXIMA::E3PROG MAXIMA::EASY-SUBS MAXIMA::EEZZ
+            MAXIMA::SIMP-BESSEL-K MAXIMA::SIMP-BESSEL-Y
+            MAXIMA::SIMP-BETA-INCOMPLETE
+            MAXIMA::SIMP-BETA-INCOMPLETE-GENERALIZED
+            MAXIMA::SIMPLIM%ERFC)) 
 (PROCLAIM
-    '(FTYPE (FUNCTION (T T T) T) MAXIMA::PADE
-            MAXIMA::$SET_TEX_ENVIRONMENT MAXIMA::PALGSIMP
-            MAXIMA::CONSFUNDEF MAXIMA::STURMAPC MAXIMA::SUBFUNMAKE
-            MAXIMA::PART* MAXIMA::LET-MACRO-HAIR MAXIMA::PRSNARY
-            MAXIMA::MSIZE-ARRAY-OBJECT MAXIMA::PSCDIFF
-            MAXIMA::TRY-INTSUBS MAXIMA::PSCHECK MAXIMA::SIMP-%AIRY_DAI
-            MAXIMA::INTCV3 MAXIMA::PINTERP MAXIMA::TEX-ARRAY
-            MAXIMA::TEX-AT MAXIMA::TEX-ATOM MAXIMA::TEX-BIGFLOAT
-            MAXIMA::PINTERPOLATE6 MAXIMA::TEX-CHOOSE MAXIMA::PIVOT
-            BIGFLOAT::|(PCL::FAST-METHOD REALP (BIGFLOAT))|
-            BIGFLOAT::|(PCL::FAST-METHOD REALP (LISP:FLOAT))|
-            MAXIMA::SIMP-%JACOBI_AM MAXIMA::TSDIFF BIGFLOAT::AGM-SCALE
-            MAXIMA::MULTBK MAXIMA::BEHAVIOR MAXIMA::PGCDU1
-            MAXIMA::INTCV1 MAXIMA::TESTA MAXIMA::INTCV2
-            MAXIMA::MSIZE-MMINUS MAXIMA::SIMPLUS MAXIMA::SIMPMDEF
-            MAXIMA::SIMPMDEFMACRO MAXIMA::NEW-FILE-SEARCH1
-            MAXIMA::PSCSUBST MAXIMA::LIFTING-FACTORS-IMAGE
-            MAXIMA::$HGFPOLY MAXIMA::$HGFRED MAXIMA::PSDISEXCNT
-            MAXIMA::$ILT MAXIMA::SIMPTIMES MAXIMA::NISARGMATCH
-            MAXIMA::NISARGSCHECKER MAXIMA::NISEXPOCHECK MAXIMA::FPQFORM
-            MAXIMA::COMMONROOTS
-            BIGFLOAT::|(PCL::FAST-METHOD %PI (LISP:RATIONAL))|
-            MAXIMA::LISIMP MAXIMA::UNI MAXIMA::PSQUOREM1
-            BIGFLOAT::|(PCL::FAST-METHOD ADD1 (NUMBER))|
-            BIGFLOAT::|(PCL::FAST-METHOD CIS (LISP:FLOAT))|
-            BIGFLOAT::|(PCL::FAST-METHOD CIS (LISP:RATIONAL))|
-            BIGFLOAT::|(PCL::FAST-METHOD COMPLEXP (COMPLEX-BIGFLOAT))|
-            MAXIMA::ATAN-POLES MAXIMA::MSIZE-NOFIX MAXIMA::MSIZE-PAREN
-            MAXIMA::MSIZE-POSTFIX MAXIMA::SP1ADDTO MAXIMA::NOUNLIMIT
-            MAXIMA::WHITFUN MAXIMA::NPROD MAXIMA::SIMP-CHARFUN
-            MAXIMA::MSIZE-MLABLE MAXIMA::SIMP-DOUBLE-FACTORIAL
-            MAXIMA::MSIZE-MTEXT MAXIMA::FACTPLUS0 MAXIMA::FACTPLUS1
-            MAXIMA::MPUTPROP MAXIMA::GENNEGS MAXIMA::GERED1
-            BIGFLOAT::|(PCL::FAST-METHOD EPSILON (LISP:FLOAT))|
-            MAXIMA::PTORAT MAXIMA::USE-OLD-CONTEXT MAXIMA::PTTS1
-            MAXIMA::ADDVARDEG MAXIMA::TMRATCONV MAXIMA::TMS
-            MAXIMA::KANSEL MAXIMA::TODD-COXETER MAXIMA::POWER-MOD
-            MAXIMA::KERNSUBST MAXIMA::KEYHOLE MAXIMA::POWERCOEFLIST
-            MAXIMA::MSIZE-TEXT-STRING MAXIMA::FINDBASE MAXIMA::RATSIMP
-            MAXIMA::RATTI MAXIMA::RATTIMES MAXIMA::M2-LTEP MAXIMA::CPUT
-            MAXIMA::CREATE-ANY-POLY MAXIMA::CSEMIDOWN MAXIMA::ISOLAT
-            MAXIMA::TMEXCHANGE MAXIMA::BOOL-CHECKED-MFUNCALL
-            MAXIMA::LT1YREF MAXIMA::LTERMVEC MAXIMA::LTY
-            MAXIMA::LUCAS-SEQUENCE MAXIMA::M2 MAXIMA::RATDP2
-            MAXIMA::DBUNIVAR MAXIMA::RATGSUBST MAXIMA::M2-D*X^M*%E^A*X
-            MAXIMA::DECLMODE MAXIMA::DECLVALUE MAXIMA::GFACT
-            MAXIMA::MSZ-MDO MAXIMA::AVLINSERT MAXIMA::MSZ-MDOIN
-            MAXIMA::MSZ-MEXPT MAXIMA::SUBSTITUTEL MAXIMA::HGFSIMP-EXEC
-            MAXIMA::PSHIFT MAXIMA::TSPRSUM MAXIMA::LIN-VAR-FIND
-            MAXIMA::PSISIMP MAXIMA::PSP2FORM MAXIMA::LINEARIZE3
-            BIGFLOAT::|(PCL::FAST-METHOD %PI (BIGFLOAT))|
-            BIGFLOAT::|(PCL::FAST-METHOD UNARY-FLOOR (BIGFLOAT))|
-            BIGFLOAT::|(PCL::FAST-METHOD NUMBERP (NUMBER))|
-            MAXIMA::MSZ-MPLUS MAXIMA::MSZ-MQAPPLY MAXIMA::MSZ-MTIMES
-            MAXIMA::SIMPGFACT MAXIMA::BADFUNCHK MAXIMA::BAKALEVEL
-            BIGFLOAT::|(PCL::FAST-METHOD REAL-VALUE (COMPLEX-BIGFLOAT))|
-            MAXIMA::PSDISREP2 MAXIMA::TRY-INTSC MAXIMA::LIMIT-CONTEXT
-            MAXIMA::TS-FORMULA MAXIMA::ILT1 MAXIMA::PELSO1
-            MAXIMA::TEX-MATCHFIX MAXIMA::PLYGAM-CONST
-            MAXIMA::TEX-MATRIX MAXIMA::TEX-MBOX MAXIMA::PLYGAM-POLE
-            MAXIMA::TEX-MCOND MAXIMA::INTERVAL-ERROR MAXIMA::TEX-MDO
-            MAXIMA::INTERVAL-LIST MAXIMA::LINHACKCONTENT
-            BIGFLOAT::|(PCL::FAST-METHOD %PI (LISP:FLOAT))|
-            MAXIMA::CHECKDERIV1 MAXIMA::EPROGRATD MAXIMA::COEFFP
-            MAXIMA::RGSUBST MAXIMA::DSKATOM MAXIMA::DSKDEFPROP
-            MAXIMA::INTEGRATE-USE-ROOTSOF MAXIMA::TEX-INT
-            MAXIMA::TEX-KRON-DELTA MAXIMA::INTERP-POLYS MAXIMA::DSTRB
-            MAXIMA::DSUBSTA MAXIMA::CF MAXIMA::DVCOE MAXIMA::EASY-CASES
-            MAXIMA::MARK+0 MAXIMA::MARK+1 MAXIMA::ROOTADDUP
-            MAXIMA::MARK-0 MAXIMA::ECM-SQUARE MAXIMA::MARK-1
-            MAXIMA::MONICIZE-ROW MAXIMA::SIMP-%TAN
-            BIGFLOAT::|(PCL::FAST-METHOD SUB1 (NUMBER))|
-            MAXIMA::ATDECODE MAXIMA::MSIZE-PREFIX MAXIMA::ATFIND
-            MAXIMA::EVERYSUBST0 MAXIMA::$POISMAP MAXIMA::EVERYSUBST00
-            MAXIMA::EVERYSUBST1 MAXIMA::MEASURE MAXIMA::MEMBERROOT
-            MAXIMA::MEMSIMILAR MAXIMA::RE-SOLVE MAXIMA::REARRAY-AUX
-            MAXIMA::ZFF MAXIMA::SIMP-FRESNEL-C MAXIMA::ASK-PROP
-            MAXIMA::MRV-COMPARE MAXIMA::SIMP-INVERSE-ERF
-            MAXIMA::MRV-LEADTERM MAXIMA::PUT-MODE MAXIMA::LOADFILE
-            MAXIMA::PUT-TRACE-INFO MAXIMA::LOBJ->POLY MAXIMA::$MINOR
-            MAXIMA::CPA MAXIMA::PUTPROP MAXIMA::MSIZE-SPACEOUT
-            MAXIMA::MERGE11 MAXIMA::$PUT MAXIMA::SET-UP MAXIMA::SETARG1
-            MAXIMA::META-MPUTPROP MAXIMA::META-PUTPROP
-            MAXIMA::PRED-$READ MAXIMA::PREFIXCONC MAXIMA::LAMBDA-WRAP1
-            MAXIMA::TRACE-ENTER-BREAK MAXIMA::PRESULT
-            MAXIMA::TRACE-ERROR-BREAK MAXIMA::PRESULTANT MAXIMA::TCONS3
-            MAXIMA::PGATHERCOEF MAXIMA::PGCDA MAXIMA::INSRT
-            MAXIMA::INSURE-ARRAY-PROPS MAXIMA::PGCDP MAXIMA::INTCV
-            MAXIMA::MABS-SUBST MAXIMA::REPLACEROW MAXIMA::DLQF
-            MAXIMA::$ARRAYSETAPPLY MAXIMA::DLSF MAXIMA::PGSUBST
-            MAXIMA::PSCOEF MAXIMA::DEQF MAXIMA::MLISTCAN-$ALL
-            MAXIMA::PERIOD MAXIMA::IN-INTERVAL MAXIMA::PEXPON*//
-            MAXIMA::PEXPTMOD
-            BIGFLOAT::|(PCL::FAST-METHOD ZEROP (COMPLEX-BIGFLOAT))|
-            BIGFLOAT::|(PCL::FAST-METHOD ZEROP (NUMBER))|
-            MAXIMA::PCETIMES1 MAXIMA::SUBSTFORSUM MAXIMA::PCOEFADD
-            MAXIMA::TRACE-FSHADOW MAXIMA::PRIMELMT MAXIMA::TRACEMOD1
-            MAXIMA::LCHK MAXIMA::TRIG-LOG-1-NEG MAXIMA::PCSUBST
-            MAXIMA::PCSUBSTY MAXIMA::PDECRED MAXIMA::SWAP-ROWS
-            MAXIMA::PDIAG-ALL MAXIMA::SYMBOLIC-EXPAND
-            MAXIMA::SYNTACTIC-SUBSTITUTE MAXIMA::COEFVEC MAXIMA::DGQF
-            BIGFLOAT::|(PCL::FAST-METHOD REALP (LISP:RATIONAL))|
-            BIGFLOAT::|(PCL::FAST-METHOD REALP (T))| MAXIMA::DGRF
-            MAXIMA::DIAGLIZE1 MAXIMA::DIAGMATRIX MAXIMA::FACRTIMES
-            MAXIMA::COLLISION-CHECK MAXIMA::COLLISION-LOOKUP
-            MAXIMA::COLOUT MAXIMA::SPC5 MAXIMA::SPC5B MAXIMA::DRAW-2D
-            MAXIMA::DRAW-LINEAR MAXIMA::CALL-AND-SIMP MAXIMA::FPSCAN
-            MAXIMA::SMINMAX MAXIMA::SMONOGEN MAXIMA::NISSEARCH
-            MAXIMA::NISTREEBUILDER MAXIMA::SOLVE MAXIMA::VAR-EXPAND
-            MAXIMA::MBIND MAXIMA::MBIND-DOIT
-            MAXIMA::NUMERIC-BETA-INCOMPLETE MAXIMA::DIFFINT1
-            MAXIMA::SIMP-%TANH MAXIMA::MONOMGCDCO MAXIMA::SIMP-CARG
-            MAXIMA::POISMERGES MAXIMA::POISMERGESX MAXIMA::IS-MAND_TR
-            MAXIMA::POISSUBSTA MAXIMA::IS-MOR_TR MAXIMA::BIG-PRIME-VAR
-            MAXIMA::ISGEO1 MAXIMA::POLELIST MAXIMA::GEREDF
-            MAXIMA::GERED2 MAXIMA::MSIZE-MATCHFIX MAXIMA::ATAN-POLE1
-            MAXIMA::MSIZE-NARY MAXIMA::FIND-CF1
-            MAXIMA::SIMP-INVERSE-ERFC MAXIMA::MRV-MAX
-            MAXIMA::SIMP-KRON-DELTA MAXIMA::TFGELI0 MAXIMA::TFGELI1
-            MAXIMA::POISMERGE MAXIMA::ASS-EQ-SET MAXIMA::SIMP-MAX
-            MAXIMA::SIMP-MOR MAXIMA::MSIZE-ARRAY MAXIMA::SIMP-REALPART
-            MAXIMA::ASSSO MAXIMA::MSIZE-ATOM MAXIMA::SIMP-ROUND
-            MAXIMA::SIMP-SET MAXIMA::MSIZE-INFIX MAXIMA::MSIZE-LIST
-            MAXIMA::FILTER-SUM MAXIMA::EXECFY
-            BIGFLOAT::|(PCL::FAST-METHOD ONE-ARG-COMPLEX (LISP:RATIONAL))|
-            MAXIMA::MINOR
-            BIGFLOAT::|(PCL::FAST-METHOD ONE-ARG-LOG (NUMBER))|
-            MAXIMA::MINVARLIST-MRAT MAXIMA::MKILL
-            BIGFLOAT::|(PCL::FAST-METHOD PLUSP (BIGFLOAT))|
-            MAXIMA::MSUM MAXIMA::SIMPBUILDQ MAXIMA::MSZ
-            MAXIMA::MSZ-BIGFLOAT MAXIMA::MSZ-MCOND MAXIMA::PFACTORALG1
-            MAXIMA::INHERIT-PROPL MAXIMA::REF-FPQ MAXIMA::DISPFUN1
-            INTL::LOCATE-DOMAIN-FILE MAXIMA::SIMP-%AIRY_DBI
-            BIGFLOAT::|(PCL::FAST-METHOD NUMBERP (T))|
-            BIGFLOAT::|(PCL::FAST-METHOD ONE-ARG-ATAN (NUMBER))|
-            MAXIMA::SIMP-%AT
-            BIGFLOAT::|(PCL::FAST-METHOD IMAG-VALUE (COMPLEX-BIGFLOAT))|
-            MAXIMA::EXPPLYGAM-FUNS MAXIMA::SIMP-$ELLIPTIC_EU
-            MAXIMA::DEG-LESSP MAXIMA::EXPSEC-FUNS MAXIMA::KILL
-            MAXIMA::POWERSET-SUBSET
-            MAXIMA::TR-MACSYMA-USER-FUNCTION-CALL
-            MAXIMA::KSUBSET-LEX-SUCCESSOR
-            BIGFLOAT::|(PCL::FAST-METHOD MAXIMA::TO (LISP:COMPLEX))|
-            BIGFLOAT::|(PCL::FAST-METHOD MAXIMA::TO (LISP:FLOAT))|
-            BIGFLOAT::|(PCL::FAST-METHOD MAXIMA::TO (LISP:RATIONAL))|
-            MAXIMA::SIMP-%AIRY_AI
-            BIGFLOAT::|(PCL::FAST-METHOD MINUSP (BIGFLOAT))|
-            BIGFLOAT::|(PCL::FAST-METHOD NUMBERP (BIGFLOAT))|
-            MAXIMA::SIMP-%AIRY_BI
-            BIGFLOAT::|(PCL::FAST-METHOD NUMBERP (COMPLEX-BIGFLOAT))|
-            MAXIMA::RES1 MAXIMA::DNQF MAXIMA::MACSYMA-TRACE-SUB
-            MAXIMA::$ATVALUE MAXIMA::NEWDET MAXIMA::NEWGCD
-            MAXIMA::SIMPPROD MAXIMA::$PADE MAXIMA::COEFFPT
-            MAXIMA::COEFFT MAXIMA::ESTCHECK2 MAXIMA::COEFMATRIX
-            MAXIMA::EVAL-PRED MAXIMA::FIXVL0 MAXIMA::SIMPLIM$MIN
-            MAXIMA::RESIDUE MAXIMA::MACSYMA-UNTRACE-SUB
-            MAXIMA::RESOLVENT MAXIMA::DPDIF1 MAXIMA::$BEZOUT
-            MAXIMA::RESULT1 MAXIMA::RETFACTOR
-            BIGFLOAT::|(PCL::FAST-METHOD %PI (COMPLEX-BIGFLOAT))|
-            BIGFLOAT::|(PCL::FAST-METHOD %PI (LISP:COMPLEX))|
-            MAXIMA::MARRAYSET1$ MAXIMA::ELLIPTIC-PI MAXIMA::NISLET
-            MAXIMA::NISMATCH MAXIMA::SLOMMELTJANDY MAXIMA::TEX-MQAPPLY
-            MAXIMA::TEX-MQUOTIENT MAXIMA::TEX-MTEXT MAXIMA::TEX-NARY
-            MAXIMA::TEX-RAT MAXIMA::TEX-SPACEOUT MAXIMA::BF-QUAD-SL
-            MAXIMA::TEX-SUM MAXIMA::TFGELI MAXIMA::$PFACTORALG
-            MAXIMA::Z1 MAXIMA::ZASSG MAXIMA::GCD-DEGREE-VECTOR
-            MAXIMA::ZEPOW MAXIMA::SP1PUTBUC MAXIMA::SP1PUTBUC1
-            MAXIMA::WTM MAXIMA::NROOT1 MAXIMA::TEX-MDOIN
-            MAXIMA::INTERVAL2 MAXIMA::NROOTS MAXIMA::WTPCTIMES1
-            MAXIMA::WTPTIMES MAXIMA::WTPTIMES1 MAXIMA::WWHIT
-            MAXIMA::X$-CL-MACRO-READ MAXIMA::X**Q
-            MAXIMA::$EXTREMAL_SUBSET MAXIMA::SP2DIFF2 MAXIMA::GAM-CONST
-            MAXIMA::STRICTLY-IN-INTERVAL MAXIMA::SP2INTEG12
-            MAXIMA::GAMMAC MAXIMA::LITTLESLOMMEL MAXIMA::DIONARGHYP
-            MAXIMA::DIONARGHYP-Y MAXIMA::DISP1 MAXIMA::REF
-            MAXIMA::SQFRNORM MAXIMA::GET-LEXP
-            MAXIMA::GET-NEWEXP&FACTORS MAXIMA::GETEXP-FUN MAXIMA::STEP4
-            MAXIMA::CONF2 MAXIMA::STEP4-A MAXIMA::EZGCD
-            BIGFLOAT::|(PCL::FAST-METHOD ONE-ARG-COMPLEX (LISP:FLOAT))|
-            MAXIMA::LOG-TRANSFORM MAXIMA::QTF MAXIMA::CPBGZASS
-            MAXIMA::AL1 MAXIMA::QUAD-SL MAXIMA::LOGX1
-            MAXIMA::EXPASIN-FUNS MAXIMA::$RATSUBST MAXIMA::MEVALP_TR
-            MAXIMA::DEF-BREAK MAXIMA::MFACT MAXIMA::SIGNAL-MODE-ERROR
-            MAXIMA::EXPLIST MAXIMA::ANNOUNCE-RULE-FIRING
-            MAXIMA::$RESULTANT
-            BIGFLOAT::|(PCL::FAST-METHOD FLOAT-DIGITS (BIGFLOAT))|
-            MAXIMA::SIGNDIS1 MAXIMA::SIGNDISCR
-            BIGFLOAT::|(PCL::FAST-METHOD FLOAT-SIGN (LISP:FLOAT))|
-            MAXIMA::DEFS1 MAXIMA::SUBFUNMAKES MAXIMA::PART+
-            MAXIMA::PARTIAL-DIAG
-            BIGFLOAT::|(PCL::FAST-METHOD UNARY-CEILING (BIGFLOAT))|
-            MAXIMA::PARTITION
-            BIGFLOAT::|(PCL::FAST-METHOD UNARY-DIVIDE (NUMBER))|
-            MAXIMA::TESTA*
-            BIGFLOAT::|(PCL::FAST-METHOD MAXIMA::TO (COMPLEX-BIGFLOAT))|
-            MAXIMA::SUBST-EXCEPT-SECOND-ARG MAXIMA::PASIMP1
-            MAXIMA::SUBST-IF-NOT-FREEOF
-            BIGFLOAT::|(PCL::FAST-METHOD UNARY-MINUS (NUMBER))|
-            BIGFLOAT::|(PCL::FAST-METHOD UNARY-TRUNCATE (BIGFLOAT))|
-            MAXIMA::BAKALEVEL1 MAXIMA::MTF MAXIMA::SIMPLAMBDA
-            MAXIMA::FIXED-LENGTH-PARTITIONS MAXIMA::MTORAT
-            MAXIMA::SIMPLIM$MAX MAXIMA::TEX-LIMIT MAXIMA::TEX-LSUM
-            MAXIMA::PCSUB MAXIMA::PCSUB2
-            BIGFLOAT::|(PCL::FAST-METHOD MAXIMA::TO (T))|
-            MAXIMA::MULTIPLE-%PI MAXIMA::BEHAVIOR-BY-DIFF MAXIMA::MWHIT
-            MAXIMA::MYDEFINT MAXIMA::DPREMQUO MAXIMA::MAKE-OPERATION
-            MAXIMA::REVEAL MAXIMA::MAKE-TRACE-HOOK MAXIMA::TEX-MEXPT
-            MAXIMA::BETA-INCOMPLETE-EXPAND-NEGATIVE-INTEGER
-            MAXIMA::TEX-MLABOX MAXIMA::NEWVARMEXPT MAXIMA::SIMPSUM
-            MAXIMA::FPINTEXPT MAXIMA::DSKRAT-SUBST MAXIMA::CD1
-            MAXIMA::CDINF MAXIMA::RISCHEXPVAR MAXIMA::SOLVENTH3
-            MAXIMA::FREE2 MAXIMA::VMAKE MAXIMA::EVERYSUBST
-            MAXIMA::IPOLY2 MAXIMA::POISMERGEC MAXIMA::POISMERGECX
-            MAXIMA::FACT BIGFLOAT::|(PCL::FAST-METHOD SIGNUM (NUMBER))|
-            MAXIMA::FACT20 MAXIMA::SIMP-%SIN MAXIMA::SIMP-%SINH
-            MAXIMA::SP1SINCOS1 MAXIMA::SIMP-EXPINTEGRAL-CHI
-            MAXIMA::FACTPOWERSELECT MAXIMA::DIMCHECK MAXIMA::SPLITPFQ
-            MAXIMA::GEREDNO2 MAXIMA::BOOLEAN-CONVERT
-            MAXIMA::TMNOMOREUSE MAXIMA::J2TF
-            BIGFLOAT::|(PCL::FAST-METHOD COMPLEXP (LISP:COMPLEX))|
-            BIGFLOAT::|(PCL::FAST-METHOD COMPLEXP (T))|
-            MAXIMA::ADD2CSTR MAXIMA::PTF MAXIMA::SIMP-LIMIT
-            MAXIMA::SIMP-MAND MAXIMA::PUTPROP1 MAXIMA::PVSUBST
-            MAXIMA::ATOMCHK MAXIMA::FINDEXPON MAXIMA::SIMPARGS1
-            MAXIMA::FINDFUN MAXIMA::TR-MASET MAXIMA::TR-MPROG-BODY
-            MAXIMA::MEMSIMILARL MAXIMA::$POWER_MOD
-            MAXIMA::SET-LBP-AND-RBP MAXIMA::SET-LINEINFO
-            MAXIMA::MEQP-BY-CSIGN MAXIMA::CSEMIUP MAXIMA::ALLSUBST00
-            MAXIMA::TRACE-EXIT-BREAK MAXIMA::REMFACTOR
-            MAXIMA::DISREP-MONOM MAXIMA::$ALGNORM MAXIMA::DIV-DEG-CHK
-            MAXIMA::$ALGTRACE MAXIMA::PROPSCHK MAXIMA::STEP4-INT
-            MAXIMA::GETLABELS MAXIMA::STF MAXIMA::STORE-INTERNAL-1D
-            MAXIMA::SIMP-$IS MAXIMA::DEGVECTOR MAXIMA::EXPTAN-FUNS
-            MAXIMA::PSCOEFF1 MAXIMA::LHSIMP MAXIMA::F2P105V2COND
-            BIGFLOAT::|(PCL::FAST-METHOD RATIONAL (BIGFLOAT))|
-            BIGFLOAT::|(PCL::FAST-METHOD RATIONAL (LISP:FLOAT))|
-            BIGFLOAT::|(PCL::FAST-METHOD RATIONAL (LISP:RATIONAL))|
-            BIGFLOAT::|(PCL::FAST-METHOD REAL-VALUE (BIGFLOAT))|
-            MAXIMA::MSZ-MDEF)) 
+    '(FTYPE (FUNCTION (T T T T) *)
+            BIGFLOAT::|(PCL::FAST-METHOD INIT-LAMBERT-W-K (INTEGER NUMBER))|
+            MAXIMA::SIMPPROD1-SAVE MAXIMA::SIMPSUM1-SAVE MAXIMA::SOLVEX
+            MAXIMA::FREESUM MAXIMA::GAMMA1 MAXIMA::SP2INTEG2
+            MAXIMA::NUMJORY MAXIMA::SP3SUBSTPN
+            BIGFLOAT::|(PCL::FAST-METHOD TWO-ARG-- (LISP:COMPLEX BIGFLOAT))|
+            BIGFLOAT::|(PCL::FAST-METHOD TWO-ARG-- (LISP:FLOAT BIGFLOAT))|
+            BIGFLOAT::|(PCL::FAST-METHOD TWO-ARG-- (LISP:RATIONAL BIGFLOAT))|
+            BIGFLOAT::|(PCL::FAST-METHOD INIT-LAMBERT-W-K (INTEGER BIGFLOAT))|
+            BIGFLOAT::|(PCL::FAST-METHOD TWO-ARG-- (NUMBER COMPLEX-BIGFLOAT))|
+            BIGFLOAT::|(PCL::FAST-METHOD TWO-ARG-/ (BIGFLOAT BIGFLOAT))|
+            BIGFLOAT::|(PCL::FAST-METHOD TWO-ARG-/ (BIGFLOAT COMPLEX-BIGFLOAT))|
+            BIGFLOAT::|(PCL::FAST-METHOD TWO-ARG-/ (BIGFLOAT LISP:COMPLEX))|
+            BIGFLOAT::|(PCL::FAST-METHOD TWO-ARG-/ (BIGFLOAT LISP:FLOAT))|
+            BIGFLOAT::|(PCL::FAST-METHOD TWO-ARG-/ (BIGFLOAT LISP:RATIONAL))|
+            BIGFLOAT::|(PCL::FAST-METHOD TWO-ARG-/ (COMPLEX-BIGFLOAT BIGFLOAT))|
+            BIGFLOAT::|(PCL::FAST-METHOD TWO-ARG-/ (COMPLEX-BIGFLOAT COMPLEX-BIGFLOAT))|
+            BIGFLOAT::|(PCL::FAST-METHOD TWO-ARG-/ (COMPLEX-BIGFLOAT NUMBER))|
+            BIGFLOAT::|(PCL::FAST-METHOD TWO-ARG-/ (LISP:COMPLEX BIGFLOAT))|
+            BIGFLOAT::|(PCL::FAST-METHOD TWO-ARG-/ (LISP:FLOAT BIGFLOAT))|
+            BIGFLOAT::|(PCL::FAST-METHOD INIT-LAMBERT-W-K (INTEGER COMPLEX-BIGFLOAT))|
+            BIGFLOAT::|(PCL::FAST-METHOD TWO-ARG-/ (LISP:RATIONAL BIGFLOAT))|
+            BIGFLOAT::|(PCL::FAST-METHOD TWO-ARG-/ (NUMBER COMPLEX-BIGFLOAT))|
+            BIGFLOAT::|(PCL::FAST-METHOD TWO-ARG-= (BIGFLOAT BIGFLOAT))|
+            BIGFLOAT::|(PCL::FAST-METHOD TWO-ARG-= (BIGFLOAT NUMBER))|
+            BIGFLOAT::|(PCL::FAST-METHOD TWO-ARG-= (COMPLEX-BIGFLOAT COMPLEX-BIGFLOAT))|
+            BIGFLOAT::|(PCL::FAST-METHOD TWO-ARG-= (COMPLEX-BIGFLOAT NUMBER))|
+            BIGFLOAT::|(PCL::FAST-METHOD TWO-ARG-= (NUMBER BIGFLOAT))|
+            BIGFLOAT::|(PCL::FAST-METHOD TWO-ARG-= (NUMBER COMPLEX-BIGFLOAT))|
+            MAXIMA::GGRM1
+            BIGFLOAT::|(PCL::FAST-METHOD TWO-ARG-ATAN (BIGFLOAT BIGFLOAT))|
+            BIGFLOAT::|(PCL::FAST-METHOD TWO-ARG-ATAN (BIGFLOAT LISP:FLOAT))|
+            BIGFLOAT::|(PCL::FAST-METHOD TWO-ARG-ATAN (BIGFLOAT LISP:RATIONAL))|
+            BIGFLOAT::|(PCL::FAST-METHOD TWO-ARG-ATAN (LISP:FLOAT BIGFLOAT))|
+            BIGFLOAT::|(PCL::FAST-METHOD TWO-ARG-ATAN (LISP:RATIONAL BIGFLOAT))|
+            BIGFLOAT::|(PCL::FAST-METHOD TWO-ARG-COMPLEX (BIGFLOAT BIGFLOAT))|
+            BIGFLOAT::|(PCL::FAST-METHOD TWO-ARG-COMPLEX (BIGFLOAT LISP:FLOAT))|
+            BIGFLOAT::|(PCL::FAST-METHOD TWO-ARG-COMPLEX (BIGFLOAT LISP:RATIONAL))|
+            BIGFLOAT::|(PCL::FAST-METHOD TWO-ARG-COMPLEX (LISP:FLOAT BIGFLOAT))|
+            BIGFLOAT::|(PCL::FAST-METHOD TWO-ARG-COMPLEX (LISP:RATIONAL BIGFLOAT))|
+            MAXIMA::ZMTORAT
+            BIGFLOAT::|(PCL::FAST-METHOD TWO-ARG-LOG (NUMBER NUMERIC))|
+            BIGFLOAT::|(PCL::FAST-METHOD TWO-ARG-LOG (NUMERIC NUMBER))|
+            BIGFLOAT::|(PCL::FAST-METHOD TWO-ARG-LOG (NUMERIC NUMERIC))|
+            MAXIMA::$TLDEFINT
+            MAXIMA::|(PCL::FAST-METHOD PRINT-OBJECT (MAXIMA-$ERROR T))|
+            MAXIMA::TAN-TIMES MAXIMA::JACOBPOL MAXIMA::LIMFACT2
+            MAXIMA::LIMIT MAXIMA::LIMIT2 BIGFLOAT::BF-RJ
+            BIGFLOAT::BF-RJ1 MAXIMA::$LDEFINT
+            BIGFLOAT::|(PCL::FAST-METHOD CEILING (BIGFLOAT))|
+            MAXIMA::LISPM-MFUNCTION-CALL-AUX
+            BIGFLOAT::|(PCL::FAST-METHOD DESCRIBE-OBJECT (COMPLEX-BIGFLOAT T))|
+            MAXIMA::COT-TIMES MAXIMA::ALGIII
+            MAXIMA::INTEGRAND-CHANGEVAR MAXIMA::LT-LTP MAXIMA::LT1M
+            MAXIMA::LT1P MAXIMA::LT1Q MAXIMA::LT1S MAXIMA::RATROOT
+            MAXIMA::DINTEGRATE MAXIMA::RESM0
+            MAXIMA::$BETA_INCOMPLETE_GENERALIZED MAXIMA::$CARLSON_RJ
+            MAXIMA::$CHANGEVAR MAXIMA::MAPPLY1 MAXIMA::MARRAYSET-GENSUB
+            MAXIMA::MAYBE-RESET MAXIMA::SER0 MAXIMA::METHOD-BY-LIMITS
+            BIGFLOAT::|(PCL::FAST-METHOD EXPT (BIGFLOAT INTEGER))|
+            BIGFLOAT::|(PCL::FAST-METHOD EXPT (NUMBER NUMERIC))|
+            BIGFLOAT::|(PCL::FAST-METHOD EXPT (NUMERIC NUMBER))|
+            BIGFLOAT::|(PCL::FAST-METHOD EXPT (NUMERIC NUMERIC))|
+            BIGFLOAT::|(PCL::FAST-METHOD FCEILING (BIGFLOAT))|
+            BIGFLOAT::|(PCL::FAST-METHOD FFLOOR (BIGFLOAT))|
+            BIGFLOAT::|(PCL::FAST-METHOD FLOAT (LISP:FLOAT BIGFLOAT))|
+            BIGFLOAT::|(PCL::FAST-METHOD FLOAT (LISP:RATIONAL BIGFLOAT))|
+            MAXIMA::DEFINT-LIST MAXIMA::DEFINT-LOG-EXP
+            BIGFLOAT::|(PCL::FAST-METHOD FLOOR (BIGFLOAT))|
+            BIGFLOAT::|(PCL::FAST-METHOD FROUND (BIGFLOAT))|
+            BIGFLOAT::|(PCL::FAST-METHOD FTRUNCATE (BIGFLOAT))|
+            MAXIMA::DEN1DEN1 MAXIMA::F16P217TEST MAXIMA::DERIVAT
+            MAXIMA::F50P188-SIMP MAXIMA::F81 MAXIMA::F82 MAXIMA::F83
+            MAXIMA::F84 MAXIMA::F85 MAXIMA::F86
+            BIGFLOAT::|(PCL::FAST-METHOD ROUND (BIGFLOAT))|
+            BIGFLOAT::|(PCL::FAST-METHOD SCALE-FLOAT (BIGFLOAT INTEGER))|
+            MAXIMA::DIFAPPLY
+            BIGFLOAT::|(PCL::FAST-METHOD TRUNCATE (BIGFLOAT))|
+            BIGFLOAT::|(PCL::FAST-METHOD TWO-ARG-* (BIGFLOAT BIGFLOAT))|
+            BIGFLOAT::|(PCL::FAST-METHOD TWO-ARG-* (BIGFLOAT COMPLEX-BIGFLOAT))|
+            BIGFLOAT::|(PCL::FAST-METHOD TWO-ARG-* (BIGFLOAT LISP:COMPLEX))|
+            BIGFLOAT::|(PCL::FAST-METHOD TWO-ARG-* (BIGFLOAT LISP:FLOAT))|
+            BIGFLOAT::|(PCL::FAST-METHOD TWO-ARG-* (BIGFLOAT LISP:RATIONAL))|
+            BIGFLOAT::|(PCL::FAST-METHOD TWO-ARG-* (COMPLEX-BIGFLOAT BIGFLOAT))|
+            BIGFLOAT::|(PCL::FAST-METHOD TWO-ARG-* (COMPLEX-BIGFLOAT COMPLEX-BIGFLOAT))|
+            BIGFLOAT::|(PCL::FAST-METHOD TWO-ARG-* (COMPLEX-BIGFLOAT NUMBER))|
+            BIGFLOAT::|(PCL::FAST-METHOD TWO-ARG-* (NUMBER BIGFLOAT))|
+            BIGFLOAT::|(PCL::FAST-METHOD TWO-ARG-* (NUMBER COMPLEX-BIGFLOAT))|
+            BIGFLOAT::|(PCL::FAST-METHOD TWO-ARG-+ (BIGFLOAT BIGFLOAT))|
+            BIGFLOAT::|(PCL::FAST-METHOD TWO-ARG-+ (BIGFLOAT COMPLEX-BIGFLOAT))|
+            BIGFLOAT::|(PCL::FAST-METHOD TWO-ARG-+ (BIGFLOAT LISP:COMPLEX))|
+            BIGFLOAT::|(PCL::FAST-METHOD TWO-ARG-+ (BIGFLOAT LISP:FLOAT))|
+            BIGFLOAT::|(PCL::FAST-METHOD TWO-ARG-+ (BIGFLOAT LISP:RATIONAL))|
+            BIGFLOAT::|(PCL::FAST-METHOD TWO-ARG-+ (COMPLEX-BIGFLOAT BIGFLOAT))|
+            BIGFLOAT::|(PCL::FAST-METHOD TWO-ARG-+ (COMPLEX-BIGFLOAT COMPLEX-BIGFLOAT))|
+            BIGFLOAT::|(PCL::FAST-METHOD TWO-ARG-+ (COMPLEX-BIGFLOAT NUMBER))|
+            BIGFLOAT::|(PCL::FAST-METHOD TWO-ARG-+ (NUMBER BIGFLOAT))|
+            BIGFLOAT::|(PCL::FAST-METHOD TWO-ARG-+ (NUMBER COMPLEX-BIGFLOAT))|
+            BIGFLOAT::|(PCL::FAST-METHOD TWO-ARG-- (BIGFLOAT BIGFLOAT))|
+            BIGFLOAT::|(PCL::FAST-METHOD TWO-ARG-- (BIGFLOAT COMPLEX-BIGFLOAT))|
+            BIGFLOAT::|(PCL::FAST-METHOD TWO-ARG-- (BIGFLOAT LISP:COMPLEX))|
+            BIGFLOAT::|(PCL::FAST-METHOD TWO-ARG-- (BIGFLOAT LISP:FLOAT))|
+            BIGFLOAT::|(PCL::FAST-METHOD TWO-ARG-- (BIGFLOAT LISP:RATIONAL))|
+            BIGFLOAT::|(PCL::FAST-METHOD TWO-ARG-- (COMPLEX-BIGFLOAT BIGFLOAT))|
+            BIGFLOAT::|(PCL::FAST-METHOD TWO-ARG-- (COMPLEX-BIGFLOAT COMPLEX-BIGFLOAT))|
+            BIGFLOAT::|(PCL::FAST-METHOD TWO-ARG-- (COMPLEX-BIGFLOAT NUMBER))|
+            MAXIMA::SIMP2>F<2 MAXIMA::SIMPLIMEXPT)) 
+(PROCLAIM '(FTYPE (FUNCTION (T T T T *) *) MAXIMA::QUAD-QAGI)) 
+(PROCLAIM
+    '(FTYPE (FUNCTION (T T FIXNUM FIXNUM) *) MAXIMA::B-SEARCH-EXPR)) 
+(PROCLAIM
+    '(FTYPE (FUNCTION (T T T T T T T) *) MAXIMA::DLOG-F
+            MAXIMA::STEP-7-MM MAXIMA::STEP-7-MP MAXIMA::STEP-7-PM
+            MAXIMA::STEP-7-PP MAXIMA::ZS-INTIR3)) 
+(PROCLAIM
+    '(FTYPE (FUNCTION (T T T *) *) MAXIMA::SCAN-DIGITS
+            MAXIMA::WARN-MODE BIGFLOAT::FIND-ROOT-SUBR MAXIMA::HYP-COS)) 
+(PROCLAIM
+    '(FTYPE (FUNCTION (T T T T T T) *) MAXIMA::GF-DLOG-F
+            MAXIMA::DIMNARY MAXIMA::DIMNARY-BOOLEAN
+            MAXIMA::DIMNARY-MTEXT MAXIMA::AS-15.2.2 MAXIMA::AS-15.2.3
+            MAXIMA::AS-15.2.4 MAXIMA::AS-15.2.5 MAXIMA::AS-15.2.6
+            MAXIMA::AS-15.2.7 MAXIMA::AS-15.2.8 MAXIMA::DIMENSION
+            MAXIMA::AS-15.2.9 MAXIMA::SIN/COS-TIMES
+            MAXIMA::INTIR3-R0TEST MAXIMA::INTIR3-REF
+            MAXIMA::CSC/SEC-TIMES)) 
+(PROCLAIM
+    '(FTYPE (FUNCTION (T T T T T) *) MAXIMA::CSC/SEC-PLUS
+            MAXIMA::LT-ARBPOW2 MAXIMA::LT2J MAXIMA::RATRAD
+            MAXIMA::SBSTPT MAXIMA::SC^N MAXIMA::MDEFARRAY
+            MAXIMA::DEN1DENN MAXIMA::F19P220-SIMP MAXIMA::DIFAP1
+            MAXIMA::DIFFHK MAXIMA::FAN MAXIMA::SIN/COS-PLUS
+            MAXIMA::COMPOSE MAXIMA::OUTPUT-TEXT* MAXIMA::TEX
+            MAXIMA::PJACTEST MAXIMA::INTSUM1)) 
+(PROCLAIM
+    '(FTYPE (FUNCTION (T T T T T T T T T) *) MAXIMA::MM-INTIR1
+            MAXIMA::MM-INTIR1-EXEC MAXIMA::PM-INTIR1 MAXIMA::INTIR1-REF
+            MAXIMA::PP-INTIR1 MAXIMA::PP-INTIR1-EXEC)) 
+(PROCLAIM
+    '(FTYPE (FUNCTION (LONG-FLOAT) T) MAXIMA::AIRY-DAI-REAL
+            MAXIMA::AIRY-DBI-REAL MAXIMA::ELLIPTIC-EC)) 
 (PROCLAIM
-    '(FTYPE (FUNCTION (T T T T) T) MAXIMA::PEXPT2
-            MAXIMA::INITIAL-ANALYSIS MAXIMA::PINTERPOLATE5 MAXIMA::PJAC
-            MAXIMA::PJACTF MAXIMA::TEX-FUNCTION MAXIMA::INTERHERMPOL
-            MAXIMA::TEX-LIST MAXIMA::BF-CDIVID-SL MAXIMA::TIMER-MLIST
+    '(FTYPE (FUNCTION (STRING STRING T) T) INTL::DOMAIN-LOOKUP-PLURAL)) 
+(PROCLAIM '(FTYPE (FUNCTION (STRING T *) T) MAXIMA::SPLIT-STRING)) 
+(PROCLAIM
+    '(FTYPE (FUNCTION (T T T T) T) MAXIMA::DLOG-NAIVE
+            MAXIMA::GF-XYCEPLUS MAXIMA::PEXPT2 MAXIMA::INITIAL-ANALYSIS
+            MAXIMA::PINTERPOLATE5 MAXIMA::PJAC MAXIMA::PJACTF
+            MAXIMA::TEX-FUNCTION MAXIMA::INTERHERMPOL MAXIMA::TEX-LIST
+            MAXIMA::BF-CDIVID-SL MAXIMA::TIMER-MLIST
             MAXIMA::BFLOAT-NEWTON MAXIMA::POLES-IN-INTERVAL
             MAXIMA::POLFOO MAXIMA::TMLATTICE MAXIMA::TMLIN
             MAXIMA::POWEROFX MAXIMA::KILL2 MAXIMA::KILL3
@@ -879,7 +653,7 @@
             MAXIMA::CXERFARG MAXIMA::D-MATRIX MAXIMA::DECLARE1
             MAXIMA::DINTBYPART MAXIMA::REFINE MAXIMA::REMOV1
             MAXIMA::REMOV2 MAXIMA::RES MAXIMA::RESPROG0
-            MAXIMA::MAKE-LIMIT-ASSUMPTIONS MAXIMA::MAKE-PARSER-FUN-DEF
+            MAXIMA::TRY-DEFINT MAXIMA::MAKE-PARSER-FUN-DEF
             MAXIMA::DSKARY MAXIMA::CASE0 MAXIMA::CASE1 MAXIMA::DSKSETUP
             MAXIMA::DSKSTORE MAXIMA::CDIVID-SL MAXIMA::$DEFINT
             MAXIMA::CFFUN MAXIMA::ECM-POWER MAXIMA::ECM-PRODUCT
@@ -959,23 +733,8 @@
             BIGFLOAT::|(PCL::FAST-METHOD TWO-ARG-COMPLEX (LISP:RATIONAL LISP:RATIONAL))|
             BIGFLOAT::|(PCL::FAST-METHOD TWO-ARG-LOG (NUMBER NUMBER))|
             MAXIMA::PART1 MAXIMA::$TMLIN MAXIMA::SUBSTPART-TRANSLATION
-            MAXIMA::PCSUB1 MAXIMA::SUMSUM MAXIMA::TAKE-PRINCIPAL)) 
-(PROCLAIM
-    '(FTYPE (FUNCTION (T T *) T) MAXIMA::LIST-REF MAXIMA::$LREDUCE
-            MAXIMA::$MATCHFIX MAXIMA::D-HBAR INTL::NOTE-TRANSLATABLE
-            MAXIMA::DISPLAY-FOR-TR MAXIMA::$ASSOC MAXIMA::MARRAYSET
-            MAXIMA::CHEKVALUE
-            MAXIMA::COERCE-LISP-FUNCTION-OR-LISP-LAMBDA
-            MAXIMA::COERCE-MAXIMA-FUNCTION-OR-MAXIMA-LAMBDA
-            MAXIMA::$RREDUCE MAXIMA::%COERCE-FLOAT-FUN
-            MAXIMA::ASS-EQ-REF MAXIMA::$DELETE MAXIMA::GAMMA-INCOMPLETE
-            MAXIMA::$FORTMX MAXIMA::$GENMATRIX MAXIMA::PARTFRAC
-            MAXIMA::$TCL_OUTPUT MAXIMA::$TEXPUT
-            CL-INFO::GCL-READ-SEQUENCE MAXIMA::$TREE_REDUCE
-            GETOPT::FIND-OPTION MAXIMA::*ARRAY MAXIMA::TRANSLATE-FILE
-            MAXIMA::$INTEGRATE GETOPT:MATCH-UNIQUE-ABBREVIATION)) 
-(PROCLAIM
-    '(FTYPE (FUNCTION (T T T T T T FIXNUM T T T T) T) MAXIMA::PSEXPT1)) 
+            MAXIMA::PCSUB1 MAXIMA::SUMSUM MAXIMA::TAKE-PRINCIPAL
+            MAXIMA::ZN_ORDER MAXIMA::ZN-PRIMROOT-P MAXIMA::DLOG-RHO)) 
 (PROCLAIM
     '(FTYPE (FUNCTION (T T T T T) T) MAXIMA::INFOSTORE MAXIMA::PFRNUM
             MAXIMA::TEST-INVERSE MAXIMA::INTEGERTEST MAXIMA::TMINOR
@@ -983,73 +742,332 @@
             MAXIMA::PRINCIPAL-VALUE-INTEGRAL MAXIMA::PSDERIV2
             MAXIMA::TRUFAC MAXIMA::PSDP1 MAXIMA::LINHACK
             MAXIMA::CPA-INDETERM MAXIMA::D-BOX MAXIMA::LTSCALE
-            MAXIMA::DISPATCHPOLTRANS MAXIMA::REMOVE1
-            MAXIMA::MAKE-ASSUMP MAXIMA::CASEGEN MAXIMA::RISCHEXPLOG
-            MAXIMA::RL-REDUCE MAXIMA::ECM-FACTOR-WITH-CURVE
-            MAXIMA::EXPCOT-FUNS MAXIMA::EXPEXP-FUNS
-            MAXIMA::DECOMP-CHAIN MAXIMA::DECOMP-TRACE
-            MAXIMA::EXPLOG-FUNS MAXIMA::SIGNDIS2 MAXIMA::EXPPOLYCONTROL
-            MAXIMA::EZ1CALL MAXIMA::DEN1NUMN MAXIMA::DENN
-            MAXIMA::MLAMBDA MAXIMA::MOSTPART MAXIMA::MOVECOL
-            MAXIMA::MOVEROW MAXIMA::MPART MAXIMA::FANCYPOISSUBST
-            MAXIMA::MSIZE MAXIMA::SLOW-OSCILLATION-P
-            MAXIMA::NOCONSTQUAD MAXIMA::NONCONSTQUADENUM
-            MAXIMA::FRACTEST2 MAXIMA::$EMATRIX MAXIMA::XRUTOUT
-            MAXIMA::NUMN MAXIMA::SPARSE-LIFT MAXIMA::GET-SERIES
-            MAXIMA::ZGCD-LIFT*)) 
-(PROCLAIM
-    '(FTYPE (FUNCTION (T T T T T T) T) MAXIMA::PSPLUS2 MAXIMA::DSUMPROD
-            MAXIMA::DENMDENN MAXIMA::DENMNUMN MAXIMA::MPC1
-            MAXIMA::FILL-ROW MAXIMA::SMOOTH-ENOUGH-P MAXIMA::NUMMDENN
-            BIGFLOAT::INTERPOLATE-CHECK MAXIMA::ZGCD-LIFT
-            MAXIMA::PSDIFF2)) 
-(PROCLAIM
-    '(FTYPE (FUNCTION (T T FIXNUM FIXNUM) T) MAXIMA::SINGP
-            MAXIMA::PRODHK)) 
-(PROCLAIM
-    '(FTYPE (FUNCTION (T T T T T T T T) T) MAXIMA::PSMONSUBST1
-            MAXIMA::FRACTEST MAXIMA::NS-INTIR3 MAXIMA::PNS-INTIR3
-            MAXIMA::TMMOVE MAXIMA::TMPERMUTE)) 
+            MAXIMA::DISPATCHPOLTRANS MAXIMA::REMOVE1 MAXIMA::CASEGEN
+            MAXIMA::RISCHEXPLOG MAXIMA::RL-REDUCE
+            MAXIMA::ECM-FACTOR-WITH-CURVE MAXIMA::EXPCOT-FUNS
+            MAXIMA::EXPEXP-FUNS MAXIMA::DECOMP-CHAIN
+            MAXIMA::DECOMP-TRACE MAXIMA::EXPLOG-FUNS MAXIMA::SIGNDIS2
+            MAXIMA::EXPPOLYCONTROL MAXIMA::EZ1CALL MAXIMA::DEN1NUMN
+            MAXIMA::DENN MAXIMA::MLAMBDA MAXIMA::MOSTPART
+            MAXIMA::MOVECOL MAXIMA::MOVEROW MAXIMA::MPART
+            MAXIMA::FANCYPOISSUBST MAXIMA::MSIZE
+            MAXIMA::SLOW-OSCILLATION-P MAXIMA::NOCONSTQUAD
+            MAXIMA::NONCONSTQUADENUM MAXIMA::FRACTEST2 MAXIMA::$EMATRIX
+            MAXIMA::XRUTOUT MAXIMA::NUMN MAXIMA::SPARSE-LIFT
+            MAXIMA::GET-SERIES MAXIMA::ZGCD-LIFT* MAXIMA::ZN-DLOG)) 
 (PROCLAIM
     '(FTYPE (FUNCTION (T T T *) T) MAXIMA::D-VBAR MAXIMA::$POISSUBST
             MAXIMA::$GRUNTZ MAXIMA::GET-LIMIT MAXIMA::GRUNTZ1
-            MAXIMA::BOTH-SIDE)) 
-(PROCLAIM
-    '(FTYPE (FUNCTION (T T FIXNUM T) T) MAXIMA::X**Q1 MAXIMA::POLYIZE)) 
-(PROCLAIM
-    '(FTYPE (FUNCTION (T T T T T *) T) MAXIMA::QUAD-QAG
-            MAXIMA::QUAD-QAWC MAXIMA::QUAD-QAWF MAXIMA::DOSUM
-            MAXIMA::QUAD-QAGP)) 
-(PROCLAIM
-    '(FTYPE (FUNCTION (T T FIXNUM) T) MAXIMA::CPBG MAXIMA::$COPY_PTS
-            MAXIMA::TB2 MAXIMA::PGCD2)) 
+            MAXIMA::BOTH-SIDE MAXIMA::$ZN_LOG)) 
 (PROCLAIM
-    '(FTYPE (FUNCTION (T T T T T T T) T) MAXIMA::DRAW3D MAXIMA::MPC
-            MAXIMA::FRACTEST1 MAXIMA::NUMMNUMN)) 
-(PROCLAIM
-    '(FTYPE (FUNCTION (T T T T T T T T T T T T) T)
-            MAXIMA::DEF-OPERATOR)) 
+    '(FTYPE (FUNCTION (T T T) T) MAXIMA::GF-IRR-P MAXIMA::ATDECODE
+            MAXIMA::MSIZE-PREFIX MAXIMA::ATFIND MAXIMA::EVERYSUBST0
+            MAXIMA::$POISMAP MAXIMA::EVERYSUBST00 MAXIMA::EVERYSUBST1
+            MAXIMA::MEASURE MAXIMA::MEMBERROOT MAXIMA::MEMSIMILAR
+            MAXIMA::RE-SOLVE MAXIMA::REARRAY-AUX MAXIMA::ZFF
+            MAXIMA::SIMP-FRESNEL-C MAXIMA::ASK-PROP MAXIMA::MRV-COMPARE
+            MAXIMA::SIMP-INVERSE-ERF MAXIMA::MRV-LEADTERM
+            MAXIMA::PUT-MODE MAXIMA::LOADFILE MAXIMA::PUT-TRACE-INFO
+            MAXIMA::LOBJ->POLY MAXIMA::$MINOR MAXIMA::CPA
+            MAXIMA::PUTPROP MAXIMA::MSIZE-SPACEOUT MAXIMA::MERGE11
+            MAXIMA::$PUT MAXIMA::SET-UP MAXIMA::SETARG1
+            MAXIMA::META-MPUTPROP MAXIMA::META-PUTPROP
+            MAXIMA::PRED-$READ MAXIMA::PREFIXCONC MAXIMA::EXP$LI-FUN
+            MAXIMA::LAMBDA-WRAP1 MAXIMA::TRACE-ENTER-BREAK
+            MAXIMA::PRESULT MAXIMA::TRACE-ERROR-BREAK
+            MAXIMA::PRESULTANT MAXIMA::TCONS3 MAXIMA::PGATHERCOEF
+            MAXIMA::PGCDA MAXIMA::INSRT MAXIMA::INSURE-ARRAY-PROPS
+            MAXIMA::PGCDP MAXIMA::MABS-SUBST MAXIMA::REPLACEROW
+            MAXIMA::DLQF MAXIMA::$ARRAYSETAPPLY MAXIMA::DLSF
+            MAXIMA::PGSUBST MAXIMA::PSCOEF MAXIMA::DEQF
+            MAXIMA::MLISTCAN-$ALL MAXIMA::PERIOD MAXIMA::IN-INTERVAL
+            MAXIMA::PEXPON*// MAXIMA::PEXPTMOD
+            BIGFLOAT::|(PCL::FAST-METHOD ZEROP (COMPLEX-BIGFLOAT))|
+            BIGFLOAT::|(PCL::FAST-METHOD ZEROP (NUMBER))|
+            MAXIMA::PCETIMES1 MAXIMA::SUBSTFORSUM MAXIMA::PCOEFADD
+            MAXIMA::TRACE-FSHADOW MAXIMA::PRIMELMT MAXIMA::TRACEMOD1
+            MAXIMA::LCHK MAXIMA::TRIG-LOG-1-NEG MAXIMA::PCSUBST
+            MAXIMA::PCSUBSTY MAXIMA::PDECRED MAXIMA::SWAP-ROWS
+            MAXIMA::PDIAG-ALL MAXIMA::SYMBOLIC-EXPAND
+            MAXIMA::SYNTACTIC-SUBSTITUTE MAXIMA::COEFVEC MAXIMA::DGQF
+            BIGFLOAT::|(PCL::FAST-METHOD REALP (LISP:RATIONAL))|
+            BIGFLOAT::|(PCL::FAST-METHOD REALP (T))| MAXIMA::DGRF
+            MAXIMA::DIAGLIZE1 MAXIMA::DIAGMATRIX MAXIMA::FACRTIMES
+            MAXIMA::COLLISION-CHECK MAXIMA::COLLISION-LOOKUP
+            MAXIMA::COLOUT MAXIMA::SPC5 MAXIMA::SPC5B MAXIMA::DRAW-2D
+            MAXIMA::DRAW-LINEAR MAXIMA::CALL-AND-SIMP MAXIMA::FPSCAN
+            MAXIMA::SMINMAX MAXIMA::SMONOGEN MAXIMA::NISSEARCH
+            MAXIMA::NISTREEBUILDER MAXIMA::SOLVE MAXIMA::VAR-EXPAND
+            MAXIMA::MBIND MAXIMA::MBIND-DOIT
+            MAXIMA::NUMERIC-BETA-INCOMPLETE MAXIMA::DIFFINT1
+            MAXIMA::SIMP-%TANH MAXIMA::MONOMGCDCO MAXIMA::SIMP-CARG
+            MAXIMA::POISMERGES MAXIMA::POISMERGESX MAXIMA::IS-MAND_TR
+            MAXIMA::POISSUBSTA MAXIMA::IS-MOR_TR MAXIMA::BIG-PRIME-VAR
+            MAXIMA::ISGEO1 MAXIMA::SIMP-LIMIT MAXIMA::SIMP-MAND
+            MAXIMA::PUTPROP1 MAXIMA::PVSUBST MAXIMA::ATOMCHK
+            MAXIMA::FINDEXPON MAXIMA::SIMPARGS1 MAXIMA::FINDFUN
+            MAXIMA::TR-MASET MAXIMA::TR-MPROG-BODY MAXIMA::MEMSIMILARL
+            MAXIMA::$POWER_MOD MAXIMA::SET-LBP-AND-RBP
+            MAXIMA::SET-LINEINFO MAXIMA::MEQP-BY-CSIGN MAXIMA::CSEMIUP
+            MAXIMA::ALLSUBST00 MAXIMA::TRACE-EXIT-BREAK
+            MAXIMA::REMFACTOR MAXIMA::DISREP-MONOM MAXIMA::$ALGNORM
+            MAXIMA::DIV-DEG-CHK MAXIMA::$ALGTRACE MAXIMA::PROPSCHK
+            MAXIMA::STEP4-INT MAXIMA::GETLABELS MAXIMA::STF
+            MAXIMA::STORE-INTERNAL-1D MAXIMA::SIMP-$IS
+            MAXIMA::DEGVECTOR MAXIMA::EXPTAN-FUNS MAXIMA::PSCOEFF1
+            MAXIMA::LHSIMP MAXIMA::F2P105V2COND
+            BIGFLOAT::|(PCL::FAST-METHOD RATIONAL (BIGFLOAT))|
+            BIGFLOAT::|(PCL::FAST-METHOD RATIONAL (LISP:FLOAT))|
+            BIGFLOAT::|(PCL::FAST-METHOD RATIONAL (LISP:RATIONAL))|
+            BIGFLOAT::|(PCL::FAST-METHOD REAL-VALUE (BIGFLOAT))|
+            MAXIMA::MSZ-MDEF MAXIMA::MAKE-LIMIT-ASSUMPTIONS
+            MAXIMA::GF-DLOG-RHO-BRENT BIGFLOAT::CHECK-LAMBERT-W-K
+            MAXIMA::PADE MAXIMA::$SET_TEX_ENVIRONMENT MAXIMA::PALGSIMP
+            MAXIMA::CONSFUNDEF MAXIMA::STURMAPC MAXIMA::SUBFUNMAKE
+            MAXIMA::PART* MAXIMA::LET-MACRO-HAIR MAXIMA::PRSNARY
+            MAXIMA::MSIZE-ARRAY-OBJECT MAXIMA::PSCDIFF
+            MAXIMA::TRY-INTSUBS MAXIMA::PSCHECK MAXIMA::SIMP-%AIRY_DAI
+            MAXIMA::PINTERP MAXIMA::TEX-ARRAY MAXIMA::TEX-AT
+            MAXIMA::TEX-ATOM MAXIMA::TEX-BIGFLOAT MAXIMA::PINTERPOLATE6
+            MAXIMA::TEX-CHOOSE MAXIMA::PIVOT
+            BIGFLOAT::|(PCL::FAST-METHOD REALP (BIGFLOAT))|
+            BIGFLOAT::|(PCL::FAST-METHOD REALP (LISP:FLOAT))|
+            MAXIMA::SIMP-%JACOBI_AM MAXIMA::TSDIFF BIGFLOAT::AGM-SCALE
+            MAXIMA::MULTBK MAXIMA::BEHAVIOR MAXIMA::PGCDU1
+            MAXIMA::TESTA MAXIMA::MSIZE-MMINUS MAXIMA::SIMPLUS
+            MAXIMA::SIMPMDEF MAXIMA::SIMPMDEFMACRO
+            MAXIMA::NEW-FILE-SEARCH1 MAXIMA::PSCSUBST
+            MAXIMA::LIFTING-FACTORS-IMAGE MAXIMA::$HGFPOLY
+            MAXIMA::$HGFRED MAXIMA::PSDISEXCNT MAXIMA::$ILT
+            MAXIMA::SIMPTIMES MAXIMA::NISARGMATCH
+            MAXIMA::NISARGSCHECKER MAXIMA::NISEXPOCHECK MAXIMA::FPQFORM
+            MAXIMA::COMMONROOTS
+            BIGFLOAT::|(PCL::FAST-METHOD %PI (LISP:RATIONAL))|
+            MAXIMA::LISIMP MAXIMA::UNI MAXIMA::PSQUOREM1
+            BIGFLOAT::|(PCL::FAST-METHOD ADD1 (NUMBER))|
+            BIGFLOAT::|(PCL::FAST-METHOD CIS (LISP:FLOAT))|
+            BIGFLOAT::|(PCL::FAST-METHOD CIS (LISP:RATIONAL))|
+            BIGFLOAT::|(PCL::FAST-METHOD COMPLEXP (COMPLEX-BIGFLOAT))|
+            MAXIMA::ATAN-POLES MAXIMA::MSIZE-NOFIX MAXIMA::MSIZE-PAREN
+            MAXIMA::MSIZE-POSTFIX MAXIMA::POLELIST MAXIMA::GEREDF
+            MAXIMA::GERED2 MAXIMA::MSIZE-MATCHFIX MAXIMA::ATAN-POLE1
+            MAXIMA::MSIZE-NARY MAXIMA::FIND-CF1
+            MAXIMA::SIMP-INVERSE-ERFC MAXIMA::MRV-MAX
+            MAXIMA::SIMP-KRON-DELTA MAXIMA::TFGELI0 MAXIMA::TFGELI1
+            MAXIMA::POISMERGE MAXIMA::ASS-EQ-SET MAXIMA::SIMP-MAX
+            MAXIMA::SIMP-MOR MAXIMA::MSIZE-ARRAY MAXIMA::SIMP-REALPART
+            MAXIMA::ASSSO MAXIMA::MSIZE-ATOM MAXIMA::SIMP-ROUND
+            MAXIMA::SIMP-SET MAXIMA::MSIZE-INFIX MAXIMA::MSIZE-LIST
+            MAXIMA::FILTER-SUM MAXIMA::EXECFY
+            BIGFLOAT::|(PCL::FAST-METHOD ONE-ARG-COMPLEX (LISP:RATIONAL))|
+            MAXIMA::MINOR
+            BIGFLOAT::|(PCL::FAST-METHOD ONE-ARG-LOG (NUMBER))|
+            MAXIMA::MINVARLIST-MRAT MAXIMA::MKILL
+            BIGFLOAT::|(PCL::FAST-METHOD PLUSP (BIGFLOAT))|
+            MAXIMA::MSUM MAXIMA::SIMPBUILDQ MAXIMA::MSZ
+            MAXIMA::MSZ-BIGFLOAT MAXIMA::MSZ-MCOND MAXIMA::PFACTORALG1
+            MAXIMA::INHERIT-PROPL MAXIMA::REF-FPQ MAXIMA::DISPFUN1
+            INTL::LOCATE-DOMAIN-FILE MAXIMA::SIMP-%AIRY_DBI
+            BIGFLOAT::|(PCL::FAST-METHOD NUMBERP (T))|
+            BIGFLOAT::|(PCL::FAST-METHOD ONE-ARG-ATAN (NUMBER))|
+            MAXIMA::SIMP-%AT
+            BIGFLOAT::|(PCL::FAST-METHOD IMAG-VALUE (COMPLEX-BIGFLOAT))|
+            MAXIMA::EXPPLYGAM-FUNS MAXIMA::SIMP-$ELLIPTIC_EU
+            MAXIMA::DEG-LESSP MAXIMA::EXPSEC-FUNS MAXIMA::KILL
+            MAXIMA::POWERSET-SUBSET
+            MAXIMA::TR-MACSYMA-USER-FUNCTION-CALL
+            MAXIMA::KSUBSET-LEX-SUCCESSOR
+            BIGFLOAT::|(PCL::FAST-METHOD MAXIMA::TO (LISP:COMPLEX))|
+            BIGFLOAT::|(PCL::FAST-METHOD MAXIMA::TO (LISP:FLOAT))|
+            BIGFLOAT::|(PCL::FAST-METHOD MAXIMA::TO (LISP:RATIONAL))|
+            MAXIMA::SIMP-%AIRY_AI
+            BIGFLOAT::|(PCL::FAST-METHOD MINUSP (BIGFLOAT))|
+            BIGFLOAT::|(PCL::FAST-METHOD NUMBERP (BIGFLOAT))|
+            MAXIMA::SIMP-%AIRY_BI
+            BIGFLOAT::|(PCL::FAST-METHOD NUMBERP (COMPLEX-BIGFLOAT))|
+            MAXIMA::RES1 MAXIMA::DNQF MAXIMA::MACSYMA-TRACE-SUB
+            MAXIMA::$ATVALUE MAXIMA::NEWDET MAXIMA::NEWGCD
+            MAXIMA::SIMPPROD MAXIMA::$PADE MAXIMA::COEFFPT
+            MAXIMA::COEFFT MAXIMA::ESTCHECK2 MAXIMA::COEFMATRIX
+            MAXIMA::EVAL-PRED MAXIMA::FIXVL0 MAXIMA::SIMPLIM$MIN
+            MAXIMA::RESIDUE MAXIMA::MACSYMA-UNTRACE-SUB
+            MAXIMA::RESOLVENT MAXIMA::DPDIF1 MAXIMA::$BEZOUT
+            MAXIMA::RESULT1 MAXIMA::RETFACTOR
+            BIGFLOAT::|(PCL::FAST-METHOD %PI (COMPLEX-BIGFLOAT))|
+            BIGFLOAT::|(PCL::FAST-METHOD %PI (LISP:COMPLEX))|
+            MAXIMA::MARRAYSET1$ MAXIMA::ELLIPTIC-PI MAXIMA::NISLET
+            MAXIMA::NISMATCH MAXIMA::SLOMMELTJANDY MAXIMA::TEX-MQAPPLY
+            MAXIMA::TEX-MQUOTIENT MAXIMA::TEX-MTEXT MAXIMA::TEX-NARY
+            MAXIMA::TEX-RAT MAXIMA::TEX-SPACEOUT MAXIMA::BF-QUAD-SL
+            MAXIMA::TEX-SUM MAXIMA::TFGELI MAXIMA::$PFACTORALG
+            MAXIMA::Z1 MAXIMA::ZASSG MAXIMA::GCD-DEGREE-VECTOR
+            MAXIMA::ZEPOW MAXIMA::SP1PUTBUC MAXIMA::SP1PUTBUC1
+            MAXIMA::WTM MAXIMA::NROOT1 MAXIMA::TEX-MDOIN
+            MAXIMA::INTERVAL2 MAXIMA::NROOTS
+            BIGFLOAT::|(PCL::FAST-METHOD %E (LISP:RATIONAL))|
+            BIGFLOAT::|(PCL::FAST-METHOD %E (LISP:FLOAT))|
+            BIGFLOAT::|(PCL::FAST-METHOD %E (BIGFLOAT))|
+            BIGFLOAT::|(PCL::FAST-METHOD %E (LISP:COMPLEX))|
+            BIGFLOAT::|(PCL::FAST-METHOD %E (COMPLEX-BIGFLOAT))|
+            MAXIMA::SP1ADDTO MAXIMA::NOUNLIMIT MAXIMA::WHITFUN
+            MAXIMA::NPROD MAXIMA::SIMP-CHARFUN MAXIMA::MSIZE-MLABLE
+            MAXIMA::SIMP-DOUBLE-FACTORIAL MAXIMA::MSIZE-MTEXT
+            MAXIMA::FACTPLUS0 MAXIMA::FACTPLUS1 MAXIMA::MPUTPROP
+            MAXIMA::GENNEGS MAXIMA::GERED1
+            BIGFLOAT::|(PCL::FAST-METHOD EPSILON (LISP:FLOAT))|
+            MAXIMA::PTORAT MAXIMA::PTTS1 MAXIMA::ADDVARDEG
+            MAXIMA::TMRATCONV MAXIMA::TMS MAXIMA::KANSEL
+            MAXIMA::TODD-COXETER MAXIMA::POWER-MOD MAXIMA::KERNSUBST
+            MAXIMA::KEYHOLE MAXIMA::POWERCOEFLIST
+            MAXIMA::MSIZE-TEXT-STRING MAXIMA::FINDBASE MAXIMA::RATSIMP
+            MAXIMA::RATTI MAXIMA::RATTIMES MAXIMA::M2-LTEP MAXIMA::CPUT
+            MAXIMA::CREATE-ANY-POLY MAXIMA::CSEMIDOWN MAXIMA::ISOLAT
+            MAXIMA::TMEXCHANGE MAXIMA::BOOL-CHECKED-MFUNCALL
+            MAXIMA::LT1YREF MAXIMA::LTERMVEC MAXIMA::LTY
+            MAXIMA::LUCAS-SEQUENCE MAXIMA::M2 MAXIMA::RATDP2
+            MAXIMA::DBUNIVAR MAXIMA::RATGSUBST MAXIMA::M2-D*X^M*%E^A*X
+            MAXIMA::DECLMODE MAXIMA::DECLVALUE MAXIMA::GFACT
+            MAXIMA::WTPCTIMES1 MAXIMA::MSZ-MDO MAXIMA::WTPTIMES
+            MAXIMA::AVLINSERT MAXIMA::WTPTIMES1 MAXIMA::MSZ-MDOIN
+            MAXIMA::WWHIT MAXIMA::MSZ-MEXPT MAXIMA::EVAL-DERIV
+            MAXIMA::X$-CL-MACRO-READ MAXIMA::SUBSTITUTEL MAXIMA::X**Q
+            MAXIMA::HGFSIMP-EXEC MAXIMA::$EXTREMAL_SUBSET
+            MAXIMA::PSHIFT MAXIMA::SP2DIFF2 MAXIMA::TSPRSUM
+            MAXIMA::GAM-CONST MAXIMA::LIN-VAR-FIND
+            MAXIMA::STRICTLY-IN-INTERVAL MAXIMA::PSISIMP
+            MAXIMA::SP2INTEG12 MAXIMA::PSP2FORM MAXIMA::GAMMAC
+            MAXIMA::LINEARIZE3 MAXIMA::LITTLESLOMMEL
+            BIGFLOAT::|(PCL::FAST-METHOD %PI (BIGFLOAT))|
+            MAXIMA::DIONARGHYP
+            BIGFLOAT::|(PCL::FAST-METHOD UNARY-FLOOR (BIGFLOAT))|
+            MAXIMA::DIONARGHYP-Y
+            BIGFLOAT::|(PCL::FAST-METHOD NUMBERP (NUMBER))|
+            MAXIMA::DISP1 MAXIMA::MSZ-MPLUS MAXIMA::REF
+            MAXIMA::MSZ-MQAPPLY MAXIMA::SQFRNORM MAXIMA::MSZ-MTIMES
+            MAXIMA::GET-LEXP MAXIMA::SIMPGFACT
+            MAXIMA::GET-NEWEXP&FACTORS MAXIMA::BADFUNCHK
+            MAXIMA::GETEXP-FUN MAXIMA::BAKALEVEL MAXIMA::STEP4
+            BIGFLOAT::|(PCL::FAST-METHOD REAL-VALUE (COMPLEX-BIGFLOAT))|
+            MAXIMA::CONF2 MAXIMA::PSDISREP2 MAXIMA::STEP4-A
+            MAXIMA::TRY-INTSC MAXIMA::EZGCD MAXIMA::LIMIT-CONTEXT
+            BIGFLOAT::|(PCL::FAST-METHOD ONE-ARG-COMPLEX (LISP:FLOAT))|
+            MAXIMA::TS-FORMULA MAXIMA::LOG-TRANSFORM MAXIMA::ILT1
+            MAXIMA::QTF MAXIMA::PELSO1 MAXIMA::CPBGZASS
+            MAXIMA::TEX-MATCHFIX MAXIMA::AL1 MAXIMA::PLYGAM-CONST
+            MAXIMA::QUAD-SL MAXIMA::TEX-MATRIX MAXIMA::LOGX1
+            MAXIMA::TEX-MBOX MAXIMA::PLYGAM-POLE MAXIMA::EXPASIN-FUNS
+            MAXIMA::$RATSUBST MAXIMA::TEX-MCOND MAXIMA::MEVALP_TR
+            MAXIMA::INTERVAL-ERROR MAXIMA::DEF-BREAK MAXIMA::TEX-MDO
+            MAXIMA::MFACT MAXIMA::INTERVAL-LIST
+            MAXIMA::SIGNAL-MODE-ERROR MAXIMA::LINHACKCONTENT
+            MAXIMA::EXPLIST
+            BIGFLOAT::|(PCL::FAST-METHOD %PI (LISP:FLOAT))|
+            MAXIMA::ANNOUNCE-RULE-FIRING MAXIMA::CHECKDERIV1
+            MAXIMA::EPROGRATD MAXIMA::$RESULTANT MAXIMA::COEFFP
+            BIGFLOAT::|(PCL::FAST-METHOD FLOAT-DIGITS (BIGFLOAT))|
+            MAXIMA::RGSUBST MAXIMA::SIGNDIS1 MAXIMA::SIGNDISCR
+            MAXIMA::DSKATOM
+            BIGFLOAT::|(PCL::FAST-METHOD FLOAT-SIGN (LISP:FLOAT))|
+            MAXIMA::DSKDEFPROP MAXIMA::INTEGRATE-USE-ROOTSOF
+            MAXIMA::DEFS1 MAXIMA::SUBFUNMAKES MAXIMA::TEX-INT
+            MAXIMA::TEX-KRON-DELTA MAXIMA::PART+ MAXIMA::PARTIAL-DIAG
+            MAXIMA::INTERP-POLYS MAXIMA::DSTRB
+            BIGFLOAT::|(PCL::FAST-METHOD UNARY-CEILING (BIGFLOAT))|
+            MAXIMA::PARTITION MAXIMA::DSUBSTA
+            BIGFLOAT::|(PCL::FAST-METHOD UNARY-DIVIDE (NUMBER))|
+            MAXIMA::CF MAXIMA::TESTA* MAXIMA::DVCOE MAXIMA::EASY-CASES
+            BIGFLOAT::|(PCL::FAST-METHOD MAXIMA::TO (COMPLEX-BIGFLOAT))|
+            MAXIMA::SUBST-EXCEPT-SECOND-ARG MAXIMA::MARK+0
+            MAXIMA::PASIMP1 MAXIMA::MARK+1 MAXIMA::SUBST-IF-NOT-FREEOF
+            MAXIMA::ROOTADDUP
+            BIGFLOAT::|(PCL::FAST-METHOD UNARY-MINUS (NUMBER))|
+            MAXIMA::MARK-0
+            BIGFLOAT::|(PCL::FAST-METHOD UNARY-TRUNCATE (BIGFLOAT))|
+            MAXIMA::ECM-SQUARE MAXIMA::BAKALEVEL1 MAXIMA::MARK-1
+            MAXIMA::MONICIZE-ROW MAXIMA::MTF MAXIMA::SIMP-%TAN
+            MAXIMA::SIMPLAMBDA
+            BIGFLOAT::|(PCL::FAST-METHOD SUB1 (NUMBER))|
+            MAXIMA::FIXED-LENGTH-PARTITIONS MAXIMA::MTORAT
+            MAXIMA::SIMPLIM$MAX MAXIMA::TEX-LIMIT MAXIMA::TEX-LSUM
+            MAXIMA::PCSUB MAXIMA::PCSUB2
+            BIGFLOAT::|(PCL::FAST-METHOD MAXIMA::TO (T))|
+            MAXIMA::MULTIPLE-%PI MAXIMA::BEHAVIOR-BY-DIFF MAXIMA::MWHIT
+            MAXIMA::MYDEFINT MAXIMA::DPREMQUO MAXIMA::MAKE-OPERATION
+            MAXIMA::REVEAL MAXIMA::MAKE-TRACE-HOOK MAXIMA::TEX-MEXPT
+            MAXIMA::BETA-INCOMPLETE-EXPAND-NEGATIVE-INTEGER
+            MAXIMA::TEX-MLABOX MAXIMA::NEWVARMEXPT MAXIMA::SIMPSUM
+            MAXIMA::FPINTEXPT MAXIMA::DSKRAT-SUBST MAXIMA::CD1
+            MAXIMA::CDINF MAXIMA::RISCHEXPVAR MAXIMA::SOLVENTH3
+            MAXIMA::FREE2 MAXIMA::VMAKE MAXIMA::EVERYSUBST
+            MAXIMA::IPOLY2 MAXIMA::POISMERGEC MAXIMA::POISMERGECX
+            MAXIMA::FACT BIGFLOAT::|(PCL::FAST-METHOD SIGNUM (NUMBER))|
+            MAXIMA::FACT20 MAXIMA::SIMP-%SIN MAXIMA::SIMP-%SINH
+            MAXIMA::SP1SINCOS1 MAXIMA::SIMP-EXPINTEGRAL-CHI
+            MAXIMA::FACTPOWERSELECT MAXIMA::DIMCHECK MAXIMA::SPLITPFQ
+            MAXIMA::GEREDNO2 MAXIMA::BOOLEAN-CONVERT
+            MAXIMA::TMNOMOREUSE MAXIMA::J2TF
+            BIGFLOAT::|(PCL::FAST-METHOD COMPLEXP (LISP:COMPLEX))|
+            BIGFLOAT::|(PCL::FAST-METHOD COMPLEXP (T))|
+            MAXIMA::ADD2CSTR MAXIMA::PTF MAXIMA::ZN-PRIMROOT)) 
 (PROCLAIM
-    '(FTYPE (FUNCTION (T T T T T T T T T) T) MAXIMA::ADAPTIVE-PLOT
-            MAXIMA::DRATIO)) 
-(PROCLAIM '(FTYPE (FUNCTION (T T T T T T T *) T) MAXIMA::QUAD-QAWS)) 
-(PROCLAIM '(FTYPE (FUNCTION (T T T T T T *) T) MAXIMA::QUAD-QAWO)) 
-(PROCLAIM '(FTYPE (FUNCTION (T T T T *) T) MAXIMA::QUAD-QAGS)) 
+    '(FTYPE (FUNCTION (T T *) T) MAXIMA::ASS-EQ-REF MAXIMA::$DELETE
+            MAXIMA::GAMMA-INCOMPLETE MAXIMA::$FORTMX MAXIMA::$GENMATRIX
+            MAXIMA::PARTFRAC MAXIMA::$TCL_OUTPUT MAXIMA::$TEXPUT
+            CL-INFO::GCL-READ-SEQUENCE MAXIMA::$TREE_REDUCE
+            GETOPT::FIND-OPTION MAXIMA::*ARRAY MAXIMA::TRANSLATE-FILE
+            MAXIMA::$INTEGRATE BIGFLOAT::LAMBERT-W-K MAXIMA::LIST-REF
+            MAXIMA::$LREDUCE MAXIMA::$MATCHFIX MAXIMA::D-HBAR
+            INTL::NOTE-TRANSLATABLE MAXIMA::DISPLAY-FOR-TR
+            MAXIMA::$ASSOC MAXIMA::MARRAYSET MAXIMA::CHEKVALUE
+            MAXIMA::COERCE-LISP-FUNCTION-OR-LISP-LAMBDA
+            MAXIMA::COERCE-MAXIMA-FUNCTION-OR-MAXIMA-LAMBDA
+            MAXIMA::$RREDUCE MAXIMA::%COERCE-FLOAT-FUN
+            MAXIMA::$ZN_ORDER GETOPT:MATCH-UNIQUE-ABBREVIATION
+            MAXIMA::$ZN_PRIMROOT_P)) 
+(PROCLAIM '(FTYPE (FUNCTION (T T T INTEGER) T) INTL:DNGETTEXT)) 
+(PROCLAIM
+    '(FTYPE (FUNCTION (T T T T FIXNUM T T) T) MAXIMA::PSEXPT-FN1
+            MAXIMA::PSLOG1)) 
 (PROCLAIM
     '(FTYPE (FUNCTION (T T FIXNUM FIXNUM FIXNUM) T)
             MAXIMA::COPY-ARRAY-PORTION)) 
+(PROCLAIM '(FTYPE (FUNCTION (T T T T *) T) MAXIMA::QUAD-QAGS)) 
+(PROCLAIM '(FTYPE (FUNCTION (T T T T T T *) T) MAXIMA::QUAD-QAWO)) 
+(PROCLAIM '(FTYPE (FUNCTION (T T T T T T T *) T) MAXIMA::QUAD-QAWS)) 
 (PROCLAIM
-    '(FTYPE (FUNCTION (T T T T FIXNUM T T) T) MAXIMA::PSEXPT-FN1
-            MAXIMA::PSLOG1)) 
-(PROCLAIM '(FTYPE (FUNCTION (T T T INTEGER) T) INTL:DNGETTEXT)) 
+    '(FTYPE (FUNCTION (T T T T T T T T T) T) MAXIMA::ADAPTIVE-PLOT
+            MAXIMA::DRATIO)) 
 (PROCLAIM
-    '(FTYPE (FUNCTION ((VECTOR FIXNUM) INTEGER) *) SLATEC::XGETUA)) 
+    '(FTYPE (FUNCTION (T T T T T T T T T T T T) T)
+            MAXIMA::DEF-OPERATOR)) 
 (PROCLAIM
-    '(FTYPE (FUNCTION
-                (FIXNUM (VECTOR LONG-FLOAT) LONG-FLOAT LONG-FLOAT
-                        (VECTOR LONG-FLOAT) FIXNUM)
-                *)
-            SLATEC::DQELG)) 
+    '(FTYPE (FUNCTION (T T T T T T T) T) MAXIMA::DRAW3D MAXIMA::MPC
+            MAXIMA::FRACTEST1 MAXIMA::NUMMNUMN)) 
+(PROCLAIM
+    '(FTYPE (FUNCTION (T T FIXNUM) T) MAXIMA::CPBG MAXIMA::$COPY_PTS
+            MAXIMA::TB2 MAXIMA::PGCD2)) 
+(PROCLAIM
+    '(FTYPE (FUNCTION (T T T T T *) T) MAXIMA::QUAD-QAG
+            MAXIMA::QUAD-QAWC MAXIMA::QUAD-QAWF MAXIMA::DOSUM
+            MAXIMA::QUAD-QAGP)) 
+(PROCLAIM
+    '(FTYPE (FUNCTION (T T FIXNUM T) T) MAXIMA::GF-NXYCEPLUS
+            MAXIMA::X**Q1 MAXIMA::POLYIZE)) 
+(PROCLAIM
+    '(FTYPE (FUNCTION (T T T T T T T T) T) MAXIMA::PSMONSUBST1
+            MAXIMA::FRACTEST MAXIMA::NS-INTIR3 MAXIMA::PNS-INTIR3
+            MAXIMA::TMMOVE MAXIMA::TMPERMUTE)) 
+(PROCLAIM
+    '(FTYPE (FUNCTION (T T FIXNUM FIXNUM) T) MAXIMA::SINGP
+            MAXIMA::PRODHK)) 
+(PROCLAIM
+    '(FTYPE (FUNCTION (T T T T T T) T) MAXIMA::PSPLUS2 MAXIMA::DSUMPROD
+            MAXIMA::DENMDENN MAXIMA::DENMNUMN MAXIMA::MPC1
+            MAXIMA::FILL-ROW MAXIMA::SMOOTH-ENOUGH-P MAXIMA::NUMMDENN
+            BIGFLOAT::INTERPOLATE-CHECK MAXIMA::ZGCD-LIFT
+            MAXIMA::PSDIFF2)) 
+(PROCLAIM
+    '(FTYPE (FUNCTION (T T T T T T FIXNUM T T T T) T) MAXIMA::PSEXPT1)) 
 (PROCLAIM
     '(FTYPE (FUNCTION
                 (FIXNUM (VECTOR LONG-FLOAT) (VECTOR LONG-FLOAT)
@@ -1057,10 +1075,18 @@
                 *)
             SLATEC::DGTSL)) 
 (PROCLAIM
-    '(FTYPE (FUNCTION NIL *) MAXIMA::SCAN-ONE-TOKEN MAXIMA::MBREAK-LOOP
-            MAXIMA::$QUIT MAXIMA::FPONE MAXIMA::CONTINUEP
+    '(FTYPE (FUNCTION
+                (FIXNUM (VECTOR LONG-FLOAT) LONG-FLOAT LONG-FLOAT
+                        (VECTOR LONG-FLOAT) FIXNUM)
+                *)
+            SLATEC::DQELG)) 
+(PROCLAIM
+    '(FTYPE (FUNCTION NIL *) MAXIMA::$GF_POWER_TABLE
+            MAXIMA::$GF_MULT_TABLE MAXIMA::SCAN-ONE-TOKEN
+            MAXIMA::MBREAK-LOOP MAXIMA::$QUIT MAXIMA::FPONE
+            MAXIMA::CONTINUEP SLATEC::FDUMP
             CL-INFO::AUTOLOAD-MAXIMA-INDEX MAXIMA::BREAK-CURRENT
-            MAXIMA::BYE SLATEC::FDUMP)) 
+            MAXIMA::BYE)) 
 (PROCLAIM
     '(FTYPE (FUNCTION
                 ((VECTOR LONG-FLOAT) (VECTOR LONG-FLOAT)
@@ -1071,23 +1097,20 @@
     '(FTYPE (FUNCTION (FIXNUM (ARRAY FIXNUM) (ARRAY FIXNUM)) T)
             MAXIMA::PERMUTATION-LEX-SUCCESSOR)) 
 (PROCLAIM
-    '(FTYPE (FUNCTION (*) *) MAXIMA::TYI MAXIMA::ADD* MAXIMA::AFORMAT
-            MAXIMA::MACSYMA-TOP-LEVEL MAXIMA::MAP1
-            MAXIMA::SAVE-LINENUMBERS MAXIMA::MERRBREAK MAXIMA::$READ
-            MAXIMA::$ROOM MAXIMA::BARFO MAXIMA::MUL MAXIMA::MUL*
-            MAXIMA::$DEMO MAXIMA::$DIFF MAXIMA::$EZGCD
-            MAXIMA::OUTERMAP1 MAXIMA::OUTERMAP2 MAXIMA::$SYSTEM
-            MAXIMA::BREAK-FRAME MAXIMA::TRACE-MPRINT BIGFLOAT::BFERRTOL
-            MAXIMA::CONTINUE MT19937:MAKE-RANDOM-STATE)) 
-(PROCLAIM
-    '(FTYPE (FUNCTION NIL T) MAXIMA::NEXT-COSET MAXIMA::NEXTH-SL
-            MAXIMA::NEXTK-SL MAXIMA::NILL MAXIMA::FPPI1
-            MAXIMA::FPRT18231_ MAXIMA::NOR-ERR MAXIMA::$ERRORMSG
-            MAXIMA::FUU MAXIMA::GCCON MAXIMA::GCCON1 MAXIMA::SPC0
-            MAXIMA::COMP-LOG2 MAXIMA::GENREF
-            MAXIMA::$GET_TEX_ENVIRONMENT_DEFAULT MAXIMA::$GNUPLOT_CLOSE
-            MAXIMA::$GNUPLOT_RESET MAXIMA::$GNUPLOT_RESTART
-            MAXIMA::$GNUPLOT_START MAXIMA::OPT-ERR MAXIMA::GETOPTIMVAR
+    '(FTYPE (FUNCTION NIL T) MAXIMA::$GF_UNSET MAXIMA::GF-ORD-RING
+            MAXIMA::GF-PRECOMP MAXIMA::GF-SET? MAXIMA::FIELD?
+            MAXIMA::$GF_CHAR MAXIMA::$GF_PRIM MAXIMA::$GF_RED
+            MAXIMA::$GF_MAKE_TABLES MAXIMA::GF-MAKE-TABLES
+            MAXIMA::GF-CLEAR-TABLES MAXIMA::$GF_RAND MAXIMA::GF-RAND
+            MAXIMA::$GF_RANDOM_NORMAL MAXIMA::GF-RANDOM-NORMAL
+            MAXIMA::NEXT-COSET MAXIMA::NEXTH-SL MAXIMA::NEXTK-SL
+            MAXIMA::NILL MAXIMA::FPPI1 MAXIMA::FPRT18231_
+            MAXIMA::NOR-ERR MAXIMA::$ERRORMSG MAXIMA::FUU MAXIMA::GCCON
+            MAXIMA::GCCON1 MAXIMA::SPC0 MAXIMA::COMP-LOG2
+            MAXIMA::GENREF MAXIMA::$GET_TEX_ENVIRONMENT_DEFAULT
+            MAXIMA::$GNUPLOT_CLOSE MAXIMA::$GNUPLOT_RESET
+            MAXIMA::$GNUPLOT_RESTART MAXIMA::$GNUPLOT_START
+            MAXIMA::OPT-ERR MAXIMA::GETOPTIMVAR
             MAXIMA::STOP-GNUPLOT-PROCESS MAXIMA::GETRISCHVAR
             MAXIMA::GOBBLE-COMMENT MAXIMA::GOBBLE-WHITESPACE
             MAXIMA::PARSE-ERR MAXIMA::CONTEXT-UNWINDER
@@ -1100,17 +1123,15 @@
             MAXIMA::BF-CAUCHY-SL MAXIMA::BF-NEWEST-SL
             MAXIMA::BF-NEXTH-SL MAXIMA::BF-NEXTK-SL
             MAXIMA::BF-POLYEV-SL MAXIMA::BF-QUADIT-SL
-            MAXIMA::BF-QUADSD-SL COMMAND-LINE:GET-APPLICATION-ARGS
-            MAXIMA::BF-SCALE-SL MAXIMA::THROW-MACSYMA-TOP
-            MAXIMA::POLYEV-SL MAXIMA::TMINITIALFLAG
-            MAXIMA::POP-LOOP-CONTEXT MAXIMA::TMSORT1
-            MAXIMA::BREAK-PROMPT MAXIMA::KILLALLCONTEXTS
-            MAXIMA::TR-GENSYM MAXIMA::CALCSC-SL MAXIMA::CALCT-SL
-            MAXIMA::KINDP34 MAXIMA::PRINCIPAL MAXIMA::PRINTLABEL
-            MAXIMA::TRANSLATE-GNUPLOT-TERM-OPTION MAXIMA::PRINTNET
-            MAXIMA::PROPG MAXIMA::TYI* MAXIMA::UNFAM-SING-ERR
-            MAXIMA::$LOAD_SEARCH_DIR MAXIMA::UPDATE-GLOBAL-DECLARES
-            MAXIMA::QUADIT-SL MAXIMA::QUADSD-SL
+            MAXIMA::BF-QUADSD-SL MAXIMA::BF-SCALE-SL
+            MAXIMA::THROW-MACSYMA-TOP MAXIMA::POLYEV-SL
+            MAXIMA::TMINITIALFLAG MAXIMA::POP-LOOP-CONTEXT
+            MAXIMA::TMSORT1 MAXIMA::BREAK-PROMPT
+            MAXIMA::KILLALLCONTEXTS MAXIMA::TR-GENSYM MAXIMA::CALCSC-SL
+            MAXIMA::CALCT-SL MAXIMA::KINDP34 MAXIMA::PRINCIPAL
+            MAXIMA::PRINTLABEL MAXIMA::TRANSLATE-GNUPLOT-TERM-OPTION
+            MAXIMA::PRINTNET MAXIMA::PROPG MAXIMA::TYI*
+            MAXIMA::UNFAM-SING-ERR MAXIMA::QUADIT-SL MAXIMA::QUADSD-SL
             MAXIMA::CURRENT-STEP-FUN MAXIMA::DBZ-ERR
             MAXIMA::DCHECK-TABLES MAXIMA::RECOVERORDER1
             MAXIMA::RECOVERORDER2 INTL::INSTALL MAXIMA::DIVERG
@@ -1134,30 +1155,56 @@
             MAXIMA::BACKWARD MAXIMA::MTERPRI MAXIMA::MUNLOCAL
             MAXIMA::FORGET-GLOBAL-ASSUMPTIONS MAXIMA::NEW-ALG
             MAXIMA::NEW-COMMENT-LINE MAXIMA::NEWEST-SL MAXIMA::FPE1
-            MAXIMA::FPGAMMA1)) 
+            MAXIMA::FPGAMMA1 COMMAND-LINE:GET-APPLICATION-ARGS)) 
+(PROCLAIM
+    '(FTYPE (FUNCTION (*) *) MAXIMA::CONTINUE MT19937:MAKE-RANDOM-STATE
+            MAXIMA::$GF_MATMUL MAXIMA::TYI MAXIMA::ADD* MAXIMA::AFORMAT
+            MAXIMA::MACSYMA-TOP-LEVEL MAXIMA::MAP1
+            MAXIMA::SAVE-LINENUMBERS MAXIMA::MERRBREAK MAXIMA::$READ
+            MAXIMA::$ROOM MAXIMA::BARFO MAXIMA::MUL MAXIMA::MUL*
+            MAXIMA::$DEMO MAXIMA::$DIFF MAXIMA::$EZGCD
+            MAXIMA::OUTERMAP1 MAXIMA::OUTERMAP2 MAXIMA::$SYSTEM
+            MAXIMA::BREAK-FRAME MAXIMA::TRACE-MPRINT
+            BIGFLOAT::BFERRTOL)) 
 (PROCLAIM
     '(FTYPE (FUNCTION ((VECTOR UNSIGNED-CHAR) (VECTOR UNSIGNED-CHAR) *)
                 T)
             INTL::OCTETS=)) 
 (PROCLAIM '(FTYPE (FUNCTION (T FIXNUM *) *) MAXIMA::OPEN-SOCKET)) 
 (PROCLAIM
-    '(FTYPE (FUNCTION (*) T) INTL:SETLOCALE MAXIMA::TYI-RAW
-            MAXIMA::$KILLCONTEXT MAXIMA::ACTIVATE MAXIMA::$LDISP
-            MAXIMA::ADD MAXIMA::$LIMIT
+    '(FTYPE (FUNCTION (*) T) MAXIMA::$GF_INFO MAXIMA::$GF_ADD
+            MAXIMA::$GF_SUB MAXIMA::$GF_MUL MAXIMA::$GF_DIV
+            MAXIMA::$GF_EXP MT19937:INIT-RANDOM-STATE MAXIMA::$GF_ORD
+            MAXIMA::COMPLEX-BIGFLOAT-NUMERICAL-EVAL-P
+            MAXIMA::COMPLEX-FLOAT-NUMERICAL-EVAL-P MAXIMA::STEP-INTO
+            MAXIMA::$GF_NORMAL MAXIMA::STEP-NEXT MAXIMA::STRCAT
+            MAXIMA::GNUPLOT-PROCESS MAXIMA::CONTEXT MAXIMA::$SUBMATRIX
+            MAXIMA::$SYMMDIFFERENCE MAXIMA::$TELLRAT MAXIMA::$TIMEDATE
+            MAXIMA::$TLIMIT MAXIMA::$TMLINSOLVE MAXIMA::SUM-VAR-SETS
+            MAXIMA::$UNION MAXIMA::$UNTELLRAT
+            MAXIMA::|__si::MAKE-POLYGON| MT19937::INT-INIT-RANDOM-STATE
+            MT19937::MAKE-RANDOM-OBJECT
+            MAXIMA::BIGFLOAT-NUMERICAL-EVAL-P MAXIMA::$GF_NORMAL_BASIS
+            MAXIMA::POP-MLAMBDA-CALL-STACK MAXIMA::BREAK-HELP
+            MAXIMA::BREAK-QUIT MAXIMA::LAPPROD MAXIMA::LAPSUM
+            MAXIMA::$INPART MAXIMA::LIMIT-NO-ERR
+            MAXIMA::$IN_EXACTLY_ONE INTL:SETLOCALE BIGFLOAT-IMPL:+
+            BIGFLOAT-IMPL:* MAXIMA::TYI-RAW MAXIMA::$KILLCONTEXT
+            MAXIMA::ACTIVATE MAXIMA::$LDISP MAXIMA::ADD MAXIMA::$LIMIT
             MAXIMA::LOAD-MACSYMA-MACROS-AT-RUNTIME
             MAXIMA::$MULTINOMIAL_COEFF MAXIMA::DBM-READ
             MAXIMA::DEACTIVATE INTL::MAKE-DOMAIN-ENTRY
             MAXIMA::$ACTIVATE MAXIMA::$ALLBUT MAXIMA::$APPEND
-            MAXIMA::$BACKTRACE MAXIMA::MAKE-BKPT MAXIMA::$BDISCR
+            MAXIMA::$BACKTRACE MAXIMA::MAKE-BKPT
+            COMMAND-LINE:MAKE-CL-OPTION MAXIMA::$BDISCR
             MAXIMA::MAKE-DISP-HACK-OB MAXIMA::MAKE-LINE-INFO
             MAXIMA::MAKE-MGENARRAY MAXIMA::RETLIST_TR MAXIMA::$BREAK
             MAXIMA::MAKE-TC-STATE MAXIMA::MAKE-TSTACK-SLOT
-            BIGFLOAT-IMPL:+ MAXIMA::$CARTESIAN_PRODUCT MAXIMA::$CONCAT
-            BIGFLOAT-IMPL:* MAXIMA::$DEACTIVATE MAXIMA::RUN-TESTSUITE
-            MAXIMA::ERRRJF MAXIMA::$PART MAXIMA::SCAN-STRING
-            MAXIMA::$PAUSE MAXIMA::$PRINT MAXIMA::$QUOTIENT
-            MAXIMA::$RATVARS MAXIMA::$RATWEIGHT MAXIMA::$READONLY
-            MAXIMA::$REMAINDER MAXIMA::MFORMAT
+            MAXIMA::$CARTESIAN_PRODUCT MAXIMA::$CONCAT
+            MAXIMA::$DEACTIVATE MAXIMA::RUN-TESTSUITE MAXIMA::ERRRJF
+            MAXIMA::$PART MAXIMA::SCAN-STRING MAXIMA::$PRINT
+            MAXIMA::$QUOTIENT MAXIMA::$RATVARS MAXIMA::$RATWEIGHT
+            MAXIMA::$READONLY MAXIMA::$REMAINDER MAXIMA::MFORMAT
             MAXIMA::MFORMAT-TRANSLATE-OPEN MAXIMA::EXPO
             MAXIMA::$RUN_TESTSUITE MAXIMA::$SCONCAT MAXIMA::MMAPCAR
             MAXIMA::SIMP-DOMAIN-ERROR MAXIMA::MREAD
@@ -1166,94 +1213,9 @@
             MAXIMA::$DISP MAXIMA::USED-AREA MAXIMA::$DPART
             MAXIMA::$ERROR MAXIMA::NPRINC* MAXIMA::$FACTS
             MAXIMA::$FILENAME_MERGE MAXIMA::$FREEOF MAXIMA::$GENFACT
-            MAXIMA::$GENSYM MAXIMA::$GNUPLOT_REPLOT
-            MAXIMA::COMPLEX-BIGFLOAT-NUMERICAL-EVAL-P
-            MAXIMA::COMPLEX-FLOAT-NUMERICAL-EVAL-P MAXIMA::STEP-INTO
-            MAXIMA::STEP-NEXT MAXIMA::STRCAT MAXIMA::GNUPLOT-PROCESS
-            MAXIMA::CONTEXT MAXIMA::$SUBMATRIX MAXIMA::$SYMMDIFFERENCE
-            MAXIMA::$TELLRAT MAXIMA::$TIMEDATE MAXIMA::$TLIMIT
-            MAXIMA::$TMLINSOLVE MAXIMA::SUM-VAR-SETS MAXIMA::$UNION
-            MAXIMA::$UNTELLRAT MAXIMA::|__si::MAKE-POLYGON|
-            MT19937::INT-INIT-RANDOM-STATE MT19937::MAKE-RANDOM-OBJECT
-            MAXIMA::BIGFLOAT-NUMERICAL-EVAL-P
-            MAXIMA::POP-MLAMBDA-CALL-STACK MAXIMA::BREAK-HELP
-            MAXIMA::BREAK-QUIT MAXIMA::LAPPROD MAXIMA::LAPSUM
-            MAXIMA::$INPART MAXIMA::LIMIT-NO-ERR
-            MAXIMA::$IN_EXACTLY_ONE COMMAND-LINE:MAKE-CL-OPTION
-            MT19937:INIT-RANDOM-STATE)) 
+            MAXIMA::$GENSYM MAXIMA::$GNUPLOT_REPLOT)) 
 (PROCLAIM
-    '(FTYPE (FUNCTION (T) *) BIGFLOAT-IMPL:1+ BIGFLOAT-IMPL:1-
-            MAXIMA::ABS-INTEGRAL MAXIMA::$LAMBERT_W
-            MAXIMA::LISP->LISP-TR-LAMBDA MAXIMA::ABSARG-MABS
-            MAXIMA::UNRAT MAXIMA::$LMAX MAXIMA::$LMIN
-            MAXIMA::ADDBIGFLOAT MAXIMA::$LOGARC MAXIMA::$LOGCONTRACT
-            MAXIMA::$LOG_GAMMA MAXIMA::$MAKEFACT MAXIMA::CONVERT-LIST
-            MAXIMA::$MAKEGAMMA MAXIMA::LMUL MAXIMA::$MAKE_ELLIPTIC_E
-            MAXIMA::$MAKE_ELLIPTIC_F MAXIMA::$MAKE_RANDOM_STATE
-            MAXIMA::LOG-IMAG-0-2%PI MAXIMA::AIRY-AI MAXIMA::LOG-REDUCE
-            MAXIMA::AIRY-BI MAXIMA::$NICEINDICES MAXIMA::LOGCON
-            MAXIMA::$NTERMS MAXIMA::$NUM MAXIMA::ALBK MAXIMA::LOGRED
-            MAXIMA::LOWER MAXIMA::LRDTAY MAXIMA::RADMABS MAXIMA::CSIGN
-            MAXIMA::RAISE MAXIMA::LT-SF-LOG MAXIMA::CV
-            MAXIMA::ANTIDERIV MAXIMA::RATDISREP MAXIMA::RATDISREPD
-            MAXIMA::RATEXP MAXIMA::RATFNT MAXIMA::RATS MAXIMA::RATSQRT
-            MAXIMA::RDFACT MAXIMA::RDSGET MAXIMA::RDTAY MAXIMA::REFLECT
-            MAXIMA::DISPLA INTL::PARSE-PLURALS MAXIMA::REMBOX1
-            MAXIMA::$%TH MAXIMA::$ABS MAXIMA::$AIRY_AI
-            MAXIMA::DISTRIBUTE-OVER MAXIMA::$AIRY_BI MAXIMA::$AIRY_DAI
-            MAXIMA::$AIRY_DBI MAXIMA::$ALLROOTS MAXIMA::REPLAC
-            MAXIMA::RESIMPLIFY MAXIMA::$BASHINDICES MAXIMA::$BERN
-            MAXIMA::MAKE-ELLIPTIC-E MAXIMA::MAKE-ELLIPTIC-F
-            MAXIMA::$BFALLROOTS MAXIMA::$BFLOAT MAXIMA::MAKE-NUMBER
-            MAXIMA::DRAW2D-DISCRETE MAXIMA::MAKEFACT1
-            MAXIMA::MAKEGAMMA1 MAXIMA::MAKPOLY MAXIMA::DSKSETQ-AUX
-            MAXIMA::CDISREP MAXIMA::$COMBINE MAXIMA::CEILING-INTEGRAL
-            MAXIMA::RISPLIT MAXIMA::CGCDLIST MAXIMA::MARKND
-            MAXIMA::CHANGEVAR MAXIMA::RTCON MAXIMA::EPROG MAXIMA::ERF
-            MAXIMA::MAXIMA-GETENV MAXIMA::ERFCTD MAXIMA::$NZETA
-            MAXIMA::ERRBREAK2 MAXIMA::MAXIMUM
-            MAXIMA::SCAN-NUMBER-AFTER-DOT MAXIMA::$OUTOFPOIS
-            MAXIMA::SCAN-NUMBER-BEFORE-DOT MAXIMA::ESAP
-            MAXIMA::SCAN-NUMBER-EXPONENT MAXIMA::SCAN-NUMBER-REST
-            MAXIMA::SCAXN MAXIMA::COERCE-FLOAT MAXIMA::$PFET
-            MAXIMA::SCONVERT MAXIMA::$POISSIMP MAXIMA::EVFACT
-            MAXIMA::$RADCAN MAXIMA::SEVN MAXIMA::SFORX
-            MAXIMA::EXPANDROOT MAXIMA::MEVAL MAXIMA::MEVAL*
-            MAXIMA::MEVAL-ATOMS MAXIMA::$RATEXPAND MAXIMA::MEVAL1
-            MAXIMA::$RATIONALIZE MAXIMA::MEVAL1-EXTEND
-            MAXIMA::SHOW-OPEN-PLOT MAXIMA::MEVALATOMS MAXIMA::MEVALN
-            MAXIMA::$ROOTSCONTRACT MAXIMA::$SCALED_BESSEL_I0
-            MAXIMA::$SCALED_BESSEL_I1 MAXIMA::MICRO-TO-SEC
-            MAXIMA::DEMOIVRE MAXIMA::EXTREME-FLOAT-VALUES
-            MAXIMA::MINIMUM MAXIMA::DERIV MAXIMA::F3
-            MAXIMA::DETERMINANT1 MAXIMA::MNLOGP MAXIMA::DIFF%DERIV
-            MAXIMA::MOD1 MAXIMA::FACTCOMB MAXIMA::FACTEXPAND
-            MAXIMA::DILOG MAXIMA::ARGNUM MAXIMA::MQAPPLY1
-            MAXIMA::MRATCHECK MAXIMA::MRATEVAL MAXIMA::FACTRAT
-            MAXIMA::ASSUME MAXIMA::ASYMREDU MAXIMA::ATSCAN
-            MAXIMA::AUTOLDCHK MAXIMA::FINDSUB MAXIMA::SIMPINF
-            MAXIMA::BATA0 MAXIMA::BATAP-INF MAXIMA::MTOSC
-            MAXIMA::BATAP-NEW MAXIMA::BATAPP MAXIMA::SIMPLIFY
-            MAXIMA::SIMPLIM%ACOSH MAXIMA::SIMPLIM%ASINH
-            MAXIMA::FLOAT-RATIO MAXIMA::FLOAT-ZETA MAXIMA::FLOAT2RAT
-            MAXIMA::FLOOR-INTEGRAL MAXIMA::FORGET MAXIMA::FORGET1
-            MAXIMA::SIMPLIMPLUS1 MAXIMA::NEG MAXIMA::FORMAT1
-            MAXIMA::SIMPLN1 MAXIMA::FPACOS MAXIMA::FPASIN
-            MAXIMA::SIMPNCT-INVERT MAXIMA::NEWLINE MAXIMA::FPLOG
-            MAXIMA::FPLOG1P MAXIMA::FPOLY1 MAXIMA::FPOLYSUM
-            MAXIMA::$DEMOIVRE MAXIMA::$DENOM MAXIMA::$DETERMINANT
-            MAXIMA::FR-ARGS MAXIMA::$DOUBLE_FACTORIAL MAXIMA::$ECHELON
-            MAXIMA::$ED MAXIMA::FREE-LISP-VARS MAXIMA::$ELLIPTIC_EC
-            MAXIMA::$ELLIPTIC_KC MAXIMA::SP1 MAXIMA::$ENTIER
-            MAXIMA::$ERF MAXIMA::$ERFC MAXIMA::$ERFI
-            MAXIMA::WARN-UNDEFINED-VARIABLE MAXIMA::SP1EXPT2
-            MAXIMA::FRESNEL MAXIMA::$EULER MAXIMA::$EXP
-            MAXIMA::$EXPINTEGRAL_CHI MAXIMA::SP1TIMES
-            MAXIMA::$EXPINTEGRAL_CI MAXIMA::$EXPINTEGRAL_E1
-            MAXIMA::$EXPINTEGRAL_EI MAXIMA::SP1TRIG
-            MAXIMA::$EXPINTEGRAL_LI MAXIMA::SP1TRIGEX
-            MAXIMA::$EXPINTEGRAL_SHI MAXIMA::$EXPINTEGRAL_SI
-            MAXIMA::$EXPONENTIALIZE MAXIMA::XCHDIR MAXIMA::NUM-OF-LOGS
+    '(FTYPE (FUNCTION (T) *) MAXIMA::$GF_EVAL MAXIMA::SIMPLIM%ATAN2
             MAXIMA::SP2EXPAND MAXIMA::DISCONTINUITIES-DENOM
             MAXIMA::SP2EXPT MAXIMA::SP2INTEG1 MAXIMA::XMAXIMA-PALETTE
             MAXIMA::XMAXIMA-PALLETES MAXIMA::GAMMAFLOAT
@@ -1288,11 +1250,10 @@
             GETOPT::ANALYZE-ARG MAXIMA::$UNKNOWN MAXIMA::SUMCONSIMP
             MAXIMA::$XTHRU MAXIMA::HYPEREX MAXIMA::SUPERCOSNX
             MAXIMA::HYPEREX0 MAXIMA::$ZETA MAXIMA::HYPEREX1
-            MAXIMA::SUPERSINX MAXIMA::$ZETA-OLD MAXIMA::HYPREDERF
-            MAXIMA::SUSUM1 MAXIMA::IDENTITYMX MAXIMA::%PIARGS-CSC/SEC
-            MAXIMA::IGPRT MAXIMA::%PIARGS-SIN/COS
-            MAXIMA::%PIARGS-TAN/COT MAXIMA::TANSC1
-            MAXIMA::*BREAK-POINTS* MAXIMA::*MMINUS
+            MAXIMA::SUPERSINX MAXIMA::HYPREDERF MAXIMA::SUSUM1
+            MAXIMA::IDENTITYMX MAXIMA::%PIARGS-CSC/SEC MAXIMA::IGPRT
+            MAXIMA::%PIARGS-SIN/COS MAXIMA::%PIARGS-TAN/COT
+            MAXIMA::TANSC1 MAXIMA::*BREAK-POINTS* MAXIMA::*MMINUS
             MAXIMA::TAYLOR_SIMPLIFIER_CALLER MAXIMA::TBF
             MAXIMA::PFLOATP MAXIMA::PFREEOFMAINVARSP MAXIMA::PIN%EX
             MAXIMA::PIN%EX0 MAXIMA::INTEGER-PART-OF-SUM
@@ -1303,9 +1264,40 @@
             MAXIMA::BIGFLOATM* MAXIMA::ISO1 MAXIMA::ISO2
             MAXIMA::BREAK-DBM-LOOP MAXIMA::TOPLEVEL-MACSYMA-EVAL
             MAXIMA::TOPLEVEL-OPTIMIZE-1 MAXIMA::KILL1
-            MAXIMA::TR-LISP->LISP MAXIMA::TR-MDEFINE-TOPLEVEL
-            MAXIMA::TR-MFUN MAXIMA::PRED-REVERSE MAXIMA::LAPINT
-            MAXIMA::LAPLACE MAXIMA::LAPTIMES
+            MAXIMA::GF-MAYBE-NORMAL-BASIS MAXIMA::ABS-INTEGRAL
+            MAXIMA::$LAMBERT_W MAXIMA::LISP->LISP-TR-LAMBDA
+            MAXIMA::ABSARG-MABS MAXIMA::UNRAT MAXIMA::$LMAX
+            MAXIMA::$LMIN MAXIMA::ADDBIGFLOAT MAXIMA::$LOGARC
+            MAXIMA::$LOGCONTRACT MAXIMA::$LOG_GAMMA MAXIMA::$MAKEFACT
+            MAXIMA::$GF_MATINV MAXIMA::CONVERT-LIST MAXIMA::$MAKEGAMMA
+            MAXIMA::LMUL MAXIMA::$MAKE_ELLIPTIC_E
+            MAXIMA::$MAKE_ELLIPTIC_F MAXIMA::$MAKE_RANDOM_STATE
+            MAXIMA::LOG-IMAG-0-2%PI MAXIMA::AIRY-AI MAXIMA::LOG-REDUCE
+            MAXIMA::AIRY-BI MAXIMA::$NICEINDICES MAXIMA::LOGCON
+            MAXIMA::$NTERMS MAXIMA::$NUM MAXIMA::ALBK MAXIMA::LOGRED
+            MAXIMA::LOWER MAXIMA::LRDTAY MAXIMA::RADMABS MAXIMA::CSIGN
+            MAXIMA::RAISE MAXIMA::LT-SF-LOG MAXIMA::CV
+            MAXIMA::ANTIDERIV MAXIMA::RATDISREP MAXIMA::RATDISREPD
+            MAXIMA::RATEXP MAXIMA::RATFNT MAXIMA::RATS MAXIMA::RATSQRT
+            MAXIMA::RDFACT MAXIMA::RDSGET MAXIMA::RDTAY MAXIMA::REFLECT
+            MAXIMA::DISPLA INTL::PARSE-PLURALS MAXIMA::REMBOX1
+            MAXIMA::$%TH MAXIMA::$GF_IND MAXIMA::$ABS MAXIMA::$AIRY_AI
+            MAXIMA::DISTRIBUTE-OVER MAXIMA::$AIRY_BI MAXIMA::$AIRY_DAI
+            MAXIMA::$AIRY_DBI MAXIMA::$ALLROOTS MAXIMA::REPLAC
+            MAXIMA::RESIMPLIFY MAXIMA::$BASHINDICES MAXIMA::$BERN
+            MAXIMA::MAKE-ELLIPTIC-E MAXIMA::MAKE-ELLIPTIC-F
+            MAXIMA::$BFALLROOTS MAXIMA::$BFLOAT MAXIMA::MAKE-NUMBER
+            MAXIMA::DRAW2D-DISCRETE MAXIMA::MAKEFACT1
+            MAXIMA::MAKEGAMMA1 MAXIMA::MAKPOLY MAXIMA::DSKSETQ-AUX
+            MAXIMA::CDISREP MAXIMA::$COMBINE MAXIMA::CEILING-INTEGRAL
+            MAXIMA::RISPLIT MAXIMA::CGCDLIST MAXIMA::MARKND
+            MAXIMA::CHANGEVAR MAXIMA::RTCON MAXIMA::EPROG MAXIMA::ERF
+            MAXIMA::MAXIMA-GETENV MAXIMA::ERFCTD MAXIMA::$NZETA
+            MAXIMA::ERRBREAK2 MAXIMA::TR-LISP->LISP
+            MAXIMA::TR-MDEFINE-TOPLEVEL MAXIMA::TR-MFUN
+            MAXIMA::PRED-REVERSE MAXIMA::LAPINT
+            BIGFLOAT::LAMBERT-BRANCH-APPROX MAXIMA::LAPLACE
+            MAXIMA::INIT-LAMBERT-W-MINUS1 MAXIMA::LAPTIMES
             MAXIMA::TRANSLATE-AND-EVAL-MACSYMA-EXPRESSION
             MAXIMA::TRANSLATE-FORM MAXIMA::TRANSLATE-FUNCTION
             MAXIMA::TRANSPOSE-ELS MAXIMA::LFIBTOPHI MAXIMA::LGCCHECK
@@ -1315,113 +1307,283 @@
             MAXIMA::$INVERSE_ERF MAXIMA::$INVERSE_ERFC MAXIMA::LIMITNEG
             BIGFLOAT::BF-ELLIPTIC-EC MAXIMA::LIMUNKNOWN
             BIGFLOAT::BF-ELLIPTIC-K MAXIMA::$INVERTMX
-            MAXIMA::GET-SMALL-FACTORS)) 
+            MAXIMA::GET-SMALL-FACTORS BIGFLOAT-IMPL:1+ BIGFLOAT-IMPL:1-
+            MAXIMA::MAXIMUM MAXIMA::SCAN-NUMBER-AFTER-DOT
+            MAXIMA::$OUTOFPOIS MAXIMA::SCAN-NUMBER-BEFORE-DOT
+            MAXIMA::ESAP MAXIMA::SCAN-NUMBER-EXPONENT
+            MAXIMA::SCAN-NUMBER-REST MAXIMA::SCAXN MAXIMA::COERCE-FLOAT
+            MAXIMA::$PFET MAXIMA::SCONVERT MAXIMA::$POISSIMP
+            MAXIMA::EVFACT MAXIMA::$RADCAN MAXIMA::SEVN MAXIMA::SFORX
+            MAXIMA::EXPANDROOT MAXIMA::MEVAL MAXIMA::MEVAL*
+            MAXIMA::MEVAL-ATOMS MAXIMA::$RATEXPAND MAXIMA::MEVAL1
+            MAXIMA::$RATIONALIZE MAXIMA::MEVAL1-EXTEND
+            MAXIMA::SHOW-OPEN-PLOT MAXIMA::MEVALATOMS MAXIMA::MEVALN
+            MAXIMA::$ROOTSCONTRACT MAXIMA::$SCALED_BESSEL_I0
+            MAXIMA::$SCALED_BESSEL_I1 MAXIMA::MICRO-TO-SEC
+            MAXIMA::DEMOIVRE MAXIMA::EXTREME-FLOAT-VALUES
+            MAXIMA::MINIMUM MAXIMA::DERIV MAXIMA::F3
+            MAXIMA::DETERMINANT1 MAXIMA::MNLOGP MAXIMA::DIFF%DERIV
+            MAXIMA::MOD1 MAXIMA::FACTCOMB MAXIMA::FACTEXPAND
+            MAXIMA::DILOG MAXIMA::ARGNUM MAXIMA::MQAPPLY1
+            MAXIMA::MRATCHECK MAXIMA::MRATEVAL MAXIMA::FACTRAT
+            MAXIMA::ASSUME MAXIMA::ASYMREDU MAXIMA::ATSCAN
+            MAXIMA::AUTOLDCHK MAXIMA::FINDSUB MAXIMA::SIMPINF
+            MAXIMA::BATA0 MAXIMA::BATAP-INF MAXIMA::MTOSC
+            MAXIMA::BATAP-NEW MAXIMA::BATAPP MAXIMA::SIMPLIFY
+            MAXIMA::SIMPLIM%ACOSH MAXIMA::SIMPLIM%ASINH
+            MAXIMA::FLOAT-RATIO MAXIMA::FLOAT-ZETA MAXIMA::FLOAT2RAT
+            MAXIMA::FLOOR-INTEGRAL MAXIMA::FORGET MAXIMA::FORGET1
+            MAXIMA::SIMPLIMPLUS1 MAXIMA::NEG MAXIMA::FORMAT1
+            MAXIMA::SIMPLN1 MAXIMA::FPACOS MAXIMA::FPASIN
+            MAXIMA::SIMPNCT-INVERT MAXIMA::NEWLINE MAXIMA::FPLOG
+            MAXIMA::FPLOG1P MAXIMA::FPOLY1 MAXIMA::FPOLYSUM
+            MAXIMA::$DEMOIVRE MAXIMA::$DENOM MAXIMA::$DETERMINANT
+            MAXIMA::FR-ARGS MAXIMA::$DOUBLE_FACTORIAL MAXIMA::$ECHELON
+            MAXIMA::$ED MAXIMA::FREE-LISP-VARS MAXIMA::$ELLIPTIC_EC
+            MAXIMA::$ELLIPTIC_KC MAXIMA::SP1 MAXIMA::$ENTIER
+            MAXIMA::$ERF MAXIMA::$ERFC MAXIMA::$ERFI
+            MAXIMA::WARN-UNDEFINED-VARIABLE MAXIMA::SP1EXPT2
+            MAXIMA::FRESNEL MAXIMA::$EULER MAXIMA::$EXP
+            MAXIMA::$EXPINTEGRAL_CHI MAXIMA::SP1TIMES
+            MAXIMA::$EXPINTEGRAL_CI MAXIMA::$EXPINTEGRAL_E1
+            MAXIMA::$EXPINTEGRAL_EI MAXIMA::SP1TRIG
+            MAXIMA::$EXPINTEGRAL_LI MAXIMA::SP1TRIGEX
+            MAXIMA::$EXPINTEGRAL_SHI MAXIMA::$EXPINTEGRAL_SI
+            MAXIMA::$EXPONENTIALIZE MAXIMA::XCHDIR MAXIMA::NUM-OF-LOGS)) 
 (PROCLAIM
     '(FTYPE (FUNCTION ((VECTOR UNSIGNED-CHAR) T T) *)
             INTL::SEARCH-DOMAIN)) 
 (PROCLAIM
-    '(FTYPE (FUNCTION (T FIXNUM FIXNUM) T) MAXIMA::ECHELON2
-            MAXIMA::NEWINV MAXIMA::TRIANG2)) 
-(PROCLAIM '(FTYPE (FUNCTION (T FIXNUM FIXNUM FIXNUM) T) MAXIMA::ZROW)) 
-(PROCLAIM '(FTYPE (FUNCTION (T FIXNUM T FIXNUM) T) MAXIMA::STORA)) 
-(PROCLAIM '(FTYPE (FUNCTION (T FIXNUM T) T) MAXIMA::COLROW0)) 
-(PROCLAIM
-    '(FTYPE (FUNCTION (T FIXNUM FIXNUM FIXNUM FIXNUM) T)
-            MAXIMA::OBMTRX)) 
+    '(FTYPE (FUNCTION (T FIXNUM FIXNUM T) T) MAXIMA::RITEDIV
+            MAXIMA::MTOA)) 
 (PROCLAIM
     '(FTYPE (FUNCTION (T T T) FIXNUM)
             BIGFLOAT::|(PCL::FAST-METHOD FLOAT-DIGITS (LISP:FLOAT))|
             MAXIMA::DETERMINE-LIFTING-FACTOR MAXIMA::BEHAVIOR-NUMDEN)) 
 (PROCLAIM
-    '(FTYPE (FUNCTION (T FIXNUM FIXNUM T) T) MAXIMA::RITEDIV
-            MAXIMA::MTOA)) 
+    '(FTYPE (FUNCTION (T FIXNUM FIXNUM FIXNUM FIXNUM) T)
+            MAXIMA::OBMTRX)) 
+(PROCLAIM
+    '(FTYPE (FUNCTION (T FIXNUM T) T) MAXIMA::GF-XCETIMES
+            MAXIMA::COLROW0)) 
+(PROCLAIM '(FTYPE (FUNCTION (T FIXNUM T FIXNUM) T) MAXIMA::STORA)) 
+(PROCLAIM '(FTYPE (FUNCTION (T FIXNUM FIXNUM FIXNUM) T) MAXIMA::ZROW)) 
+(PROCLAIM
+    '(FTYPE (FUNCTION (T FIXNUM FIXNUM) T) MAXIMA::ECHELON2
+            MAXIMA::NEWINV MAXIMA::TRIANG2)) 
 (PROCLAIM '(FTYPE (FUNCTION (STRING) T) SLATEC::XERHLT)) 
 (PROCLAIM
-    '(FTYPE (FUNCTION (T) T) MAXIMA::COEFL MAXIMA::POLYGON-DUMMY
-            MAXIMA::DONTFACTOR MAXIMA::$IFACTORS MAXIMA::SUBVARDLG
-            MAXIMA::FACTS1 MAXIMA::$ISQRT MAXIMA::ALGPGET
-            MAXIMA::SAV&DEL MAXIMA::SEMANTICS MAXIMA::NUM-OF-LOG-L
-            MAXIMA::CONSTA MAXIMA::COMPLEX-BFLOAT-ERF MAXIMA::PTERMVEC
-            MAXIMA::LOWDEG MAXIMA::M2-EXP-TYPE-8-2 MAXIMA::TRIGP
-            MAXIMA::SIGN-PREP MAXIMA::ISUM1 MAXIMA::META-OUTPUT
-            MAXIMA::DISREP MAXIMA::PRE-ERR MAXIMA::EXECARGMATCH
-            MAXIMA::ODNUMP MAXIMA::PALGP MAXIMA::GETLIMVAL
-            MAXIMA::ALGCONTENT MAXIMA::$RECTFORM MAXIMA::SCAN-TOKEN
-            MAXIMA::SUPC-INTERNAL MAXIMA::$TOTIENT MAXIMA::NISREMLET
-            MAXIMA::REDUCE-VAR-SET MAXIMA::$NONSCALARP
-            MAXIMA::DISPMATCHDECLARES MAXIMA::INTBASEHK MAXIMA::FLSORT
-            MAXIMA::LOG-RED-CONTRACT
-            MAXIMA::EXPINTEGRAL_CI-TO-HYPERGEOMETRIC MAXIMA::IREDUP
-            MAXIMA::$LISTOFVARS MAXIMA::ARRAYFUN-MODE
-            MAXIMA::$RATDISREP MAXIMA::SETQMODULUS MAXIMA::DSRL
-            MAXIMA::PRODND MAXIMA::$PREV_PRIME MAXIMA::$RATNUMER
-            MAXIMA::CONSTFUN MAXIMA::PSEXPT-FN-SING MAXIMA::PARTFRACA
-            MAXIMA::EPS-SIGN MAXIMA::LINCHK MAXIMA::$PERMANENT
-            MAXIMA::APPRSYS MAXIMA::$UNIQUE MAXIMA::CUNMRK
-            MAXIMA::CMNULL MAXIMA::EVERYSECOND MAXIMA::DISPLINE
-            MAXIMA::FRPOLY? MAXIMA::KILLC MAXIMA::TAYLOR-TRUNC
-            GETOPT::IS-LONG-OPTION MAXIMA::SIMPLEXPON
-            MAXIMA::INIT-PRIME-DIFFS MAXIMA::SP1ADD
-            MAXIMA::MAXIMA-INTEGERP MAXIMA::RED-MONO-LOG
-            MAXIMA::SIMPLIFY-LOG-OF-EXP MAXIMA::LGCSIMPLEP
-            MAXIMA::SP1UNTREP MAXIMA::ASKSIGN1 MAXIMA::TRP-MLEQP
-            MAXIMA::XAPPEND MAXIMA::RISCHLOGEPROG MAXIMA::REMLABELS
-            MAXIMA::CHECKENCODE MAXIMA::DTRANSLATE
-            MAXIMA::ON-NEGATIVE-REAL-AXISP MAXIMA::LENGTH-ONE
-            MAXIMA::POFX MAXIMA::TRP-NOT MAXIMA::NEWGCDL
-            MAXIMA::$VERBIFY MAXIMA::$QUNIT MAXIMA::FLIP MAXIMA::C*LOGS
-            MAXIMA::DENOM1 MAXIMA::MYPRINC MAXIMA::CHEBYS12
-            MAXIMA::TRIG1 MAXIMA::M2-C*X^2+B*X+A MAXIMA::MARKS
-            MAXIMA::ABSARG1 MAXIMA::GCDL MAXIMA::SIMPLIM%TAN
-            MAXIMA::TAYLOR_SIMPLIFY_RECURSE MAXIMA::EVEN
-            MAXIMA::BFLOAT-EXPINTEGRAL-SHI MAXIMA::PSCONST
-            MAXIMA::TYOTBSP MAXIMA::ELABEL MAXIMA::FIXEDMATCHP
-            MAXIMA::RATLIM MAXIMA::RIDOFAB MAXIMA::PFACTOR1
-            MAXIMA::CYCLOTOMIC MAXIMA::ZP MAXIMA::TLIMP
-            MAXIMA::RISPLIT-SN-CN-DN MAXIMA::SIMPNCT-POWER
-            MAXIMA::CONSTCOEF MAXIMA::$LIST_MATRIX_ENTRIES
-            MAXIMA::SINBIGFLOAT MAXIMA::SEPARC MAXIMA::FACT5MOD
-            MAXIMA::CONSSIZE MAXIMA::CMARK MAXIMA::$LOAD MAXIMA::P1
-            MAXIMA::DATUM-LIM MAXIMA::EXPINTEGRAL-SI MAXIMA::SQRT1-X^2
-            MAXIMA::GET-TEX-ENVIRONMENT MAXIMA::$TRANSPOSE MAXIMA::RDIS
-            MAXIMA::FANCYPAS MAXIMA::POLE-ERR MAXIMA::MAXCOEF
-            MAXIMA::PNEXT1 MAXIMA::MAXIMA-BRANCH-ACOS MAXIMA::TRIGRED
-            MAXIMA::LBP MAXIMA::PRINCIP MAXIMA::OLDCONTENT MAXIMA::NUM1
-            MAXIMA::MULL MAXIMA::PGATH1 MAXIMA::CFEVAL
-            MAXIMA::RISCHLOGPOLY MAXIMA::DECL-REALP MAXIMA::DSKRAT
-            MAXIMA::ADDMLIST MAXIMA::TRP-MNOT MAXIMA::%TO$ MAXIMA::PMOD
-            MAXIMA::ISUM MAXIMA::RATBIGFLOAT MAXIMA::POSEVEN
-            MAXIMA::CPTIMESX MAXIMA::SUBFUNARGS MAXIMA::M2-CHEBYFORM
-            MAXIMA::ALGORD MAXIMA::TRIANG MAXIMA::ADD-UP-DEG
-            MAXIMA::WTPTIMES3 MAXIMA::SCALARCLASS-LIST
-            MAXIMA::RISCHFPROG MAXIMA::FORM-MRAT
-            MAXIMA::BFLOAT-LAMBERT-W MAXIMA::SIMPLIM%ATAN
-            MAXIMA::PROPERTIES MAXIMA::FACTCOMB1 MAXIMA::FINDP
-            MAXIMA::MAKELABEL MAXIMA::FIXEXPAND MAXIMA::FINDINGK
-            MAXIMA::P*PIN%EX MAXIMA::$INVERT MAXIMA::EVOD-MEXPT
-            MAXIMA::ADISPLINE MAXIMA::FACTORLOGS
-            MAXIMA::FINDSIGNOFTHEIRPRODUCT MAXIMA::HYP-INTEGERP
-            MAXIMA::M2-EXP-TYPE-4-1 MAXIMA::RBP MAXIMA::PSPLIT-FIELD
-            MAXIMA::POISINT4 MAXIMA::FACTORNUMBER MAXIMA::PMONZ
-            MAXIMA::RAT-NO-RATFAC MAXIMA::POP-PW
-            CL-INFO::INEXACT-TOPIC-MATCH MAXIMA::TEXMDOIN
-            MAXIMA::%ETOLOG MAXIMA::DEFA MAXIMA::FSTRINGC
-            MAXIMA::INITIALIZE-NUMERIC-CONSTANT MAXIMA::STRIPDOLLAR
-            MAXIMA::SERIESPASS1 MAXIMA::SET-ENV MAXIMA::$DISTRIB
-            MAXIMA::POLYINT2 MAXIMA::DBNODE MAXIMA::DECREMENT-TRUNCS
-            MAXIMA::RAT->PS MAXIMA::SYMBOLS MAXIMA::MAPATOM
-            MAXIMA::$FIB MAXIMA::%PIARGS-OFFSET MAXIMA::XMAXIMA-COLORS
-            MAXIMA::ARRAY-MODE MAXIMA::OUT-OF MAXIMA::SAVEFACTORS
-            MAXIMA::GEN-POINT MAXIMA::PROC-$TELLSIMP MAXIMA::ALGNORMAL
-            MAXIMA::TMACCESS MAXIMA::SOLVE-SIMPLIST MAXIMA::$TEXINIT
-            MAXIMA::ROOTFAC MAXIMA::BEYOND-EXTREME-VALUES
-            MAXIMA::MOPSTRIP MAXIMA::FPCOS1 MAXIMA::SIN-COS-INTSUBS1
-            MAXIMA::MSTRING MAXIMA::HAS-REPEAT MAXIMA::$PRINTPOIS
-            MAXIMA::LOGQUAD0 MAXIMA::EVTILDEGLESS MAXIMA::$SUBVARP
+    '(FTYPE (FUNCTION (T) T) MAXIMA::SPC2A MAXIMA::FPATAN
+            MAXIMA::DENOMFIND MAXIMA::LEADOP MAXIMA::MHEADER
+            MAXIMA::KILLCONTEXT MAXIMA::PTIMEFTRS MAXIMA::STRPRINT
+            MAXIMA::SIGN-ODDINC MAXIMA::ODD1
+            MAXIMA::MACSYMA-SPECIAL-MACRO-P MAXIMA::DPSQFR
+            MAXIMA::CFDISREP1 MAXIMA::$TAYLORP MAXIMA::EXPANDTIMES
+            MAXIMA::RPOLY-SL MAXIMA::MODE MAXIMA::HAS-INT-SYMBOLS
+            MAXIMA::MAKSYMP MAXIMA::EXPINTEGRAL_SI-TO-HYPERGEOMETRIC
+            MAXIMA::TVAR? MAXIMA::RISPLIT-EXPT MAXIMA::PS-GT
+            MAXIMA::SP1LOG2 MAXIMA::RAT8PRIME MAXIMA::PDIS
+            MAXIMA::DPDERIV MAXIMA::ADUSUM MAXIMA::PFLAT1
+            MAXIMA::MANIFESTLY-COMPLEX-P MAXIMA::FREE-LISP-VARS-OF-ARGL
+            MAXIMA::$CABS MAXIMA::$TEX1 MAXIMA::$FACTCOMB
+            MAXIMA::ROUNDROOTS1 MAXIMA::DISTREXEC MAXIMA::ADJOIN-DATUM
+            MAXIMA::RAT10 MAXIMA::GETFNSPLIT MAXIMA::$SHOW_HASH_ARRAY
+            MAXIMA::MACSYMA-TIMER CL-INFO::PARSE-USER-CHOICE
+            MAXIMA::FREE-LISP-VARS-M-TLAMBDA
+            MAXIMA::MACSYMA-SPECIAL-OP-P MAXIMA::GF-CMOD
+            MAXIMA::POLYGON-PTS MAXIMA::SIGN-MTIMES MAXIMA::SIGNDIFF
+            MAXIMA::GF-CMINUS-B MAXIMA::FINDIT MAXIMA::GF-CINV
+            MAXIMA::SET-UP-CURSOR
+            MAXIMA::FOR-EVAL-THEN-MQUOTE-SIMP-ARGL MAXIMA::MARK+3
+            MAXIMA::ERRBREAK1 MAXIMA::FPSIN1 MAXIMA::SEMANT
+            MAXIMA::GETFACT MAXIMA::ELEM MAXIMA::ESTCHECK MAXIMA::ARCP
+            MAXIMA::VRSHFT-SL MAXIMA::UP MAXIMA::FACTS2
+            MAXIMA::$NEXT_PRIME MAXIMA::PLSOLVE
+            MAXIMA::TRANSLATE-PREDICATE MAXIMA::$CFEXPAND
+            MAXIMA::MDEFPARAM MAXIMA::LIM-MINUS MAXIMA::FMT
+            MAXIMA::RISPLIT-NOUN MAXIMA::HIDE MAXIMA::POISDIF4
+            MAXIMA::RTZERL2 MAXIMA::*RED1 MAXIMA::PMINDEGVEC
+            MAXIMA::MINMAXP MAXIMA::COMPLICATED MAXIMA::TREEDET
+            MAXIMA::SIGN-POSFUN MAXIMA::PARSE-PREFIX MAXIMA::ORD-VECTOR
+            MAXIMA::INFSIMP* MAXIMA::BIQUADP1 MAXIMA::CFSQRT
+            MAXIMA::TANBIGFLOAT MAXIMA::OPMEXPT MAXIMA::MDEFLISTP
+            MAXIMA::FACTORALG MAXIMA::OUTPUT-LINEAR-ONE-LINE
+            MAXIMA::LEFT-OB MAXIMA::FORQ MAXIMA::TMKILLARRAY
+            MAXIMA::LI3NUMER MAXIMA::PRINT* MAXIMA::CHOOZP
+            MAXIMA::LINE-INFO-FILE MAXIMA::FPTANH MAXIMA::SPLITPROD
+            MAXIMA::DATUM MAXIMA::DBZ-ERR1 MAXIMA::SAVEFACTOR1
+            MAXIMA::SQRTINVOLVE MAXIMA::SOLVE2 MAXIMA::MEQHK
+            MAXIMA::PARSE-TAY-ARGS2 MAXIMA::GF-SET-RED
+            MAXIMA::TIMESTEST MAXIMA::PSEXPT-FN MAXIMA::PFACTORANY
+            MAXIMA::HARRFIND MAXIMA::ATANBIGFLOAT MAXIMA::CHECK1
+            MAXIMA::PSDISEXTEND MAXIMA::$RANDOM MAXIMA::BKPT-FUNCTION
+            MAXIMA::DOWNS MAXIMA::REPLIST MAXIMA::D-PRODSIGN
+            MAXIMA::INTEGERP1 MAXIMA::TELLRAT1 MAXIMA::POLYFORM
+            MAXIMA::TRP-MOR MAXIMA::PUNIVARP MAXIMA::SP3FORM1
+            MAXIMA::GF-NEXT-PRIM MAXIMA::TSPLUS MAXIMA::TAYCHK2RAT
+            MAXIMA::LISTOVARSL MAXIMA::GF-X2P MAXIMA::EXLIST
+            MAXIMA::ECHELON1 MAXIMA::MEXPTP MAXIMA::TAY-ORDER
+            MAXIMA::NONNUMP MAXIMA::PDISREP*CHK MAXIMA::GF-MOD
+            MAXIMA::MTIMESP MAXIMA::PFACPROD MAXIMA::TR-NOSIMPP
+            MAXIMA::REMOV MAXIMA::INVERT-TERMS MAXIMA::TSLOG
+            MAXIMA::FPENTIER MAXIMA::NRETFACTOR1 MAXIMA::LISTGCD
+            MAXIMA::FPABS MAXIMA::CHECKED-AND MAXIMA::TC-STATE-P
+            MAXIMA::WNA-ERR MAXIMA::LOAD-AND-TELL MAXIMA::CHEBYLI3
+            MAXIMA::UNIPOLY MAXIMA::PUREPROD MAXIMA::PORDER
+            MAXIMA::SPLIT2 MAXIMA::$PATHNAME_NAME
+            MAXIMA::PROC-$MATCHDECLARE MAXIMA::BCONS MAXIMA::HYP-NEGP
+            MAXIMA::PUTONLOGLIST MAXIMA::CONSTANT MAXIMA::PSP2FORMP
+            MAXIMA::$LAST MAXIMA::NBN MAXIMA::HASHER
+            MAXIMA::MAXCOEFFICIENT MAXIMA::SIMPNCT-BASE
+            MAXIMA::MULTFACT MAXIMA::GF-X2N MAXIMA::FPPOSP
+            MAXIMA::TMDEFARRAY MAXIMA::EQUAL-FACTS-SIMP
+            MAXIMA::TMS-FORMAT-PRODUCT MAXIMA::TMPIVOT-ISOLATE
+            MAXIMA::PSEXPT-FN2 MAXIMA::NONNEGATIVE-INTEGERP
+            MAXIMA::$PRIMEP MAXIMA::LENIENT-EXTENDED-REALP
+            MAXIMA::FLOAT-INF-P MAXIMA::SPC7 MAXIMA::GF-P2X
+            MAXIMA::$BFLOATP MAXIMA::$ROTATE_LIST MAXIMA::GF-X2CRE
+            MAXIMA::DISPGRADEFS MAXIMA::ERFTF MAXIMA::POLY->PS
+            MAXIMA::LOGCONCOEFFP MAXIMA::FUNCTION-MODE-@
+            MAXIMA::IMPLIED-QUOTEP MAXIMA::LIN-MPLUS MAXIMA::UNMRKS
+            MAXIMA::QUOTED-SYMBOLP MAXIMA::NISPERMUTATIONS
+            MAXIMA::LOFACTORS MAXIMA::INCRLIMK MAXIMA::GETALIAS
+            MAXIMA::NUMBERINLISTP MAXIMA::|:SPREAD|
+            MAXIMA::M2-EXP-TYPE-2 MAXIMA::BF-NOSHFT-SL MAXIMA::GF-N2X
+            MAXIMA::COMBINEY1 MAXIMA::CFACTORW MAXIMA::TEX-CHAR
+            MAXIMA::TVAR-LIM MAXIMA::MMAPEV MAXIMA::SIMPLIMTIMES
+            MAXIMA::SPC2B MAXIMA::ROT* MAXIMA::PSQFR
+            MAXIMA::PARTITION-PRODUCT MAXIMA::PRIMCYCLO
+            MAXIMA::MSPECFUNP MAXIMA::NAMESONLY MAXIMA::MRECORD-KILL
+            MAXIMA::%ITOPOT MAXIMA::ONEP MAXIMA::BKPT-FILE
+            MAXIMA::COMBINEY MAXIMA::GF-NMOD MAXIMA::ASKSIGN-P-OR-N
+            MAXIMA::FORM-MPLUS MAXIMA::OBJECT-FOR-DISPLAY-HACK
+            MAXIMA::COLLAPSE MAXIMA::POS MAXIMA::REMSIMP
+            GETOPT::IS-OPTION-TERMINATOR MAXIMA::MARRAY-TYPE
+            MAXIMA::REMLAPLACE MAXIMA::GOODFORM MAXIMA::$EXPINT
+            MAXIMA::TRIG-SUBST-P MAXIMA::$NUMFACTOR MAXIMA::POLYST
+            MAXIMA::RFLOT MAXIMA::MAKSTRING MAXIMA::PSMINUS
+            MAXIMA::LI-ORD MAXIMA::DERIVDEG1 MAXIMA::LSA
+            MAXIMA::LIM-FINITEP MAXIMA::RULECHK MAXIMA::MABSBIGFLOAT
+            MAXIMA::TDPZ MAXIMA::GF-XMINUS MAXIMA::NEWVAR1
+            MAXIMA::$SETP MAXIMA::$GF_INV MAXIMA::DBZS-ERR
+            MAXIMA::GF-INV MAXIMA::$RANK MAXIMA::CHECKRAT
+            MAXIMA::$RANDOM_PERMUTATION MAXIMA::$PATHNAME_TYPE
+            MAXIMA::EXPINTEGRAL-CHI MAXIMA::MFACPPLUS MAXIMA::SP1KGET
+            MAXIMA::POSSIBLE-PREDICATE-OP-P MAXIMA::REALONLY
+            MAXIMA::MAKESTRING MAXIMA::M2-EXP-TYPE-10
+            MAXIMA::TMLATTICE1 MAXIMA::RDIS1 MAXIMA::LEADALGCOEF
+            MAXIMA::PSFIND-S MAXIMA::GF-NXMINUS MAXIMA::SIGN-MPLUS
+            MAXIMA::GET-LARGE-FACTORS-1 MAXIMA::TRANSLATOR-EVAL
+            MAXIMA::AT1 MAXIMA::DROPTERMS MAXIMA::MULTIDEG
+            MAXIMA::FREEVNZ MAXIMA::FPEXPM1
+            MAXIMA::BFLOAT-EXPINTEGRAL-LI MAXIMA::LISTOVARS1
+            MAXIMA::$FACTORSUM MAXIMA::SP2LOG MAXIMA::SUBST1
+            MAXIMA::GF-NRED MAXIMA::PRINT-INVERT-CASE MAXIMA::EXPOR1P
+            MAXIMA::AIRY-DAI MAXIMA::CPOLY-SL MAXIMA::PRLAB MAXIMA::E1-
+            MAXIMA::DINTERNP MAXIMA::RISPLIT-MPLUS MAXIMA::FIND-TLISTS
+            MAXIMA::IR-OR-EXTEND MAXIMA::RATNUMERATOR MAXIMA::GF-SQ
+            MAXIMA::NEWCON MAXIMA::ONEVARP MAXIMA::CLEAR-LOBJS
+            MAXIMA::LGCPLUS MAXIMA::IS-MOR MAXIMA::IN-DOMAIN-OF-ASIN
+            MAXIMA::MACSIMP MAXIMA::FINDTL1 MAXIMA::LIM-PLUSP
+            MAXIMA::$GF_P2N MAXIMA::RJFSIMP MAXIMA::DISPRULE1
+            MAXIMA::COMPLEX-ERF MAXIMA::BF-FXSHFT-SL
+            MAXIMA::INTEGER-PARTITIONS MAXIMA::FORWARD MAXIMA::$GF_N2P
+            MAXIMA::LIM-IMAGP MAXIMA::MNCTIMESP MAXIMA::FACTOR-IF-SMALL
+            MAXIMA::TANSC MAXIMA::TC-STATE-SUBGROUP-GENERATORS
+            MAXIMA::SEND-GNUPLOT-COMMAND MAXIMA::FUMCHECK
+            MAXIMA::DCONVX MAXIMA::POLFACTORS MAXIMA::CFACTOR
+            MAXIMA::FINDSIGNOFACTORS MAXIMA::ADD-LINEINFO
+            MAXIMA::MGENARRAY-P MAXIMA::$REVERSE MAXIMA::POLYINT1
+            MAXIMA::$GF_L2P MAXIMA::DOING-ROW MAXIMA::GF-L2X
+            MAXIMA::CHECKLABEL MAXIMA::NUMDEN MAXIMA::SIN%
+            MAXIMA::DPDISREP MAXIMA::FACSUM-EXPONENT MAXIMA::$GF_L2N
+            MAXIMA::GF-L2N MAXIMA::ALPHABETP MAXIMA::CHECKSIGNTM
+            MAXIMA::STRSYM MAXIMA::$TRACE_IT MAXIMA::PSP2FOLDSUM
+            MAXIMA::$FILE_TYPE MAXIMA::UNPARSE-TYI MAXIMA::SUBGEN
+            MAXIMA::SCALARCLASS MAXIMA::GF-N2L MAXIMA::INFSIMP
+            MAXIMA::ONEARGCHECK MAXIMA::FRAC MAXIMA::INITIALIZERSMOSTLY
+            MAXIMA::DCON MAXIMA::MOPP MAXIMA::FIXUPREST
+            MAXIMA::$OPTIMIZE MAXIMA::ALGSYS1 MAXIMA::MAKE-VAR-SET
+            MAXIMA::JOINVARLIST MAXIMA::INTFACTOR MAXIMA::MGEN2
+            MAXIMA::REMCOMPARY MAXIMA::CONJUGATE-MEXPT MAXIMA::GCDISP
+            MAXIMA::ORDERPOINTER MAXIMA::MNCEXPTP MAXIMA::LAPLOG
+            MAXIMA::ADJOIN-TVAR MAXIMA::SIMPNCT-ASSUMESCALARP
+            MAXIMA::PROCESS-ERROR-ARGL MAXIMA::DISREPLIST
+            MAXIMA::FUNCTIONP MAXIMA::DOLLARIFY MAXIMA::GF-N2LC
+            MAXIMA::ROOT-2Z/PI MAXIMA::DPSIMP MAXIMA::TRFAIL
+            MAXIMA::WHICHFN MAXIMA::SHOW-EXP MAXIMA::BF-CPOLY-SL
+            MAXIMA::TDNEG MAXIMA::GVAR-LOGP MAXIMA::M2-EXP-TYPE-4
+            MAXIMA::TRANSLATE-MACEXPR-TOPLEVEL MAXIMA::LEADING-COEF
+            MAXIMA::MOPP1 MAXIMA::DB-MNUMP MAXIMA::GET-ARRAY-POINTER
+            MAXIMA::$GF_PRIM_P MAXIMA::TRP-MGEQP MAXIMA::GF-PRIM-P
+            MAXIMA::M2-LOG-EXP-1 MAXIMA::STURMOUT
+            MAXIMA::TC-STATE-ROW1-RELATIONS MAXIMA::RETLIST-AUX
+            MAXIMA::FACT5 MAXIMA::DPREP MAXIMA::NONZERP MAXIMA::REVSIGN
+            MAXIMA::PRINT-MODULE MAXIMA::MQUOTEP MAXIMA::PTERMCONT
+            MAXIMA::TEVAL MAXIMA::$CARDINALITY MAXIMA::FREEVAR
+            MAXIMA::RATDENOMINATOR MAXIMA::$GF_NEXT_PRIM
+            MAXIMA::$LISTIFY MAXIMA::%E-RIGHT-PLACEP
+            MAXIMA::GF-NEXT-PRIM1 MAXIMA::DPROG MAXIMA::FINDLEASTVAR
+            MAXIMA::READ-COMMAND-TOKEN-AUX
+            MAXIMA::START-GNUPLOT-PROCESS MAXIMA::SUMCONTRACT1
+            MAXIMA::PSFLOAT MAXIMA::NEWSYM MAXIMA::MQAPPLYP
+            MAXIMA::SUM-C*LOGS MAXIMA::M2-RATROOTFORM
+            MAXIMA::INTEGRATE1 MAXIMA::$FLOATNUMP
+            MT19937:RANDOM-STATE-P MAXIMA::PDISREP MAXIMA::STOTALDIFF
+            MAXIMA::$ATOM MAXIMA::SP1LOG MAXIMA::GF-X^P-POWERS
+            MAXIMA::M2-EXP-TYPE-7 MAXIMA::MAKE-VALUES
+            MT19937:RANDOM-CHUNK MAXIMA::ORDER-LIMITS MAXIMA::FULLSTRIP
+            MAXIMA::MANIFESTLY-NONREAL-P MAXIMA::KNOWN-PS
+            MAXIMA::*DEFINE-INITIAL-SYMBOLS MAXIMA::MBAGP
+            MAXIMA::ATOMVARS MAXIMA::UNTREE1 MAXIMA::$WRITEFILE
+            MAXIMA::$PATHNAME_DIRECTORY MAXIMA::F1P137
+            MAXIMA::DEFSTRUCT-TRANSLATE MAXIMA::FACTPLUSCOMB
+            MAXIMA::*FPEXP MAXIMA::REM-CONST BIGFLOAT::INTOFP
+            MAXIMA::RISCH-PCONSTP MAXIMA::NON0RAND MAXIMA::EVOD
+            MAXIMA::FACTOR-LIST MAXIMA::REMABS MAXIMA::ILT3
+            MAXIMA::PATCH-UP-MEVAL-IN-FSET MAXIMA::OBTAINABM
+            MAXIMA::CHECK-LIST-PLOT3D MAXIMA::NOTERMS MAXIMA::PIP
+            MAXIMA::DELIM-ERR MAXIMA::DOUBLE-FACTORIAL MAXIMA::PSDP
+            MAXIMA::PROC-$TELLSIMPAFTER MAXIMA::SPECREPP
+            MAXIMA::OPFORMAT MAXIMA::$RATDENOM MAXIMA::TRD-MSYMEVAL-AUX
+            MAXIMA::TUNBINDS MAXIMA::IS MAXIMA::FLMAXL MAXIMA::GFSPLIT
+            MAXIMA::$NEWDET MAXIMA::MANIFESTLY-PURE-IMAGINARY-P
+            MAXIMA::CHECKPOW MAXIMA::LEADTERM MAXIMA::ISUM-GIVEUP
+            MAXIMA::$DIRECTORY MAXIMA::GF-DISREP-FACTORS
+            MAXIMA::DINTNUM MAXIMA::PDIS* MAXIMA::GF-CMOD-FACTORS
+            MAXIMA::$NUMBERP MAXIMA::LIMINV MAXIMA::REMOVE-BINDINGS
+            MAXIMA::AIRY-DBI-COMPLEX MAXIMA::COMPLEXITY MAXIMA::S+C
+            MAXIMA::PCONTENT MAXIMA::OPTIM MAXIMA::$ARGS
+            MAXIMA::SORTED-REMOVE-DUPLICATES MAXIMA::LOG-GAMMA-LANCZOS
+            MAXIMA::GF-ORD MAXIMA::LIM-ZEROP MAXIMA::FPINTPART
+            MAXIMA::ISGEO MAXIMA::LNEWVAR1 INTL::DOMAIN-ENTRY-P
+            MAXIMA::TRIG2 MAXIMA::MSEEMINGLY-UNBOUND MAXIMA::ADSUM
+            MAXIMA::SNUMDEN MAXIMA::NUMDEN* MAXIMA::MONOM->FACL
+            MAXIMA::NMTERMS MAXIMA::TLIST-MERGE MAXIMA::SPECIALP
+            MAXIMA::LAPERF MAXIMA::OF-FORM-A*F^N+B MAXIMA::FPMINUS
+            MAXIMA::PFACTORQUAD MAXIMA::MCX MAXIMA::FLOATFACT
+            MAXIMA::KNOWNFACTORS MAXIMA::M2-EXP-TYPE-6-1
+            MAXIMA::TEX-TRY-SYM MAXIMA::$GF_MINPOLY MAXIMA::GF-MINPOLY
+            MAXIMA::$GF_NORMAL_P MAXIMA::GF-NORMAL-P MAXIMA::GF-NORMAL
+            MAXIMA::POP-PW CL-INFO::INEXACT-TOPIC-MATCH
+            MAXIMA::TEXMDOIN MAXIMA::%ETOLOG MAXIMA::DEFA
+            MAXIMA::FSTRINGC MAXIMA::INITIALIZE-NUMERIC-CONSTANT
+            MAXIMA::STRIPDOLLAR MAXIMA::SERIESPASS1 MAXIMA::SET-ENV
+            MAXIMA::$DISTRIB MAXIMA::POLYINT2 MAXIMA::DBNODE
+            MAXIMA::DECREMENT-TRUNCS MAXIMA::RAT->PS MAXIMA::SYMBOLS
+            MAXIMA::MAPATOM MAXIMA::$FIB MAXIMA::%PIARGS-OFFSET
+            MAXIMA::XMAXIMA-COLORS MAXIMA::ARRAY-MODE MAXIMA::OUT-OF
+            MAXIMA::SAVEFACTORS SYSTEM::SHORT-NAME MAXIMA::GEN-POINT
+            MAXIMA::PROC-$TELLSIMP MAXIMA::ALGNORMAL MAXIMA::TMACCESS
+            MAXIMA::SOLVE-SIMPLIST MAXIMA::$TEXINIT MAXIMA::ROOTFAC
+            MAXIMA::BEYOND-EXTREME-VALUES MAXIMA::MOPSTRIP
+            MAXIMA::FPCOS1 MAXIMA::SIN-COS-INTSUBS1 MAXIMA::MSTRING
+            MAXIMA::HAS-REPEAT MAXIMA::$PRINTPOIS MAXIMA::LOGQUAD0
+            MAXIMA::EVTILDEGLESS MAXIMA::$SUBVARP
             MAXIMA::TR-LISP->LISP-DEFAULT MAXIMA::PROC-$DEFRULE
             MAXIMA::VARP MAXIMA::COMPATTLIST MAXIMA::ALGP
             MAXIMA::EXP-C*LOGS MAXIMA::RATMAX MAXIMA::SPABS
-            MAXIMA::EVFAC1 MAXIMA::%EINVOLVE01
+            MAXIMA::EVFAC1 MAXIMA::GF-DLOG MAXIMA::%EINVOLVE01
             MAXIMA::TOPLEVEL-OPTIMIZE MAXIMA::RISCHLOGDPROG
             MAXIMA::GETFACTORIAL MAXIMA::STRING* MAXIMA::BBSORTEQNS
             MAXIMA::FACTOSIMP MAXIMA::M2-EXP-TYPE-1A MAXIMA::SP3RECONST
@@ -1443,223 +1605,159 @@
             MAXIMA::RAT8 MAXIMA::OPTIONP MAXIMA::BOX-LABEL MAXIMA::DDIV
             MAXIMA::GET-LINEINFO INTL::GETENV MAXIMA::$EMPTYP
             MAXIMA::RADCAN1 MAXIMA::MACSYMA-NAMESTRING-SUB
-            MAXIMA::POLYP MAXIMA::PARTITION-NS MAXIMA::RENUMBER-TLIST
-            MAXIMA::BAD-FORM MAXIMA::$NZETAR MAXIMA::CSTRSETUP
-            MAXIMA::MGENARRAY-ASET MAXIMA::FACTORSUM1 MAXIMA::MPGET
-            MAXIMA::MAYBE-BOOLE-CHECK MAXIMA::TERM-LIST
-            MAXIMA::NUD-CALL MAXIMA::MAKPOINT MAXIMA::PARSE-BUG-ERR
-            MAXIMA::PMODCONTENT MAXIMA::$GET_TEX_ENVIRONMENT
-            MAXIMA::EXPP MAXIMA::NESTLEV MAXIMA::OBTAINAB
-            MAXIMA::POISPZERO MAXIMA::$FIRST MAXIMA::TRP-MAND
-            MAXIMA::LGCSORT MAXIMA::$IDENT MAXIMA::ZEROEQUIV1
-            MAXIMA::ERRLFUN1 MAXIMA::$EVENP MAXIMA::NOTLOREQ
-            MAXIMA::RCCOEFP MAXIMA::PSLOG-MONOM MAXIMA::AIRY-BI-COMPLEX
-            MAXIMA::CHECK-RANGE MAXIMA::LINEARCONST MAXIMA::TR-SEQ
-            MAXIMA::ROOT-BOUND MAXIMA::BIGFLOAT-OR-NUMBER-P
-            MAXIMA::INIT MAXIMA::ISMAX MAXIMA::OPERATOR-WITH-ARRAY-FLAG
-            MAXIMA::FACMGCD MAXIMA::MSTRINGP
-            MAXIMA::FLOAT-OR-RATIONAL-P MAXIMA::SIGN MAXIMA::PSTRUNC
-            MAXIMA::GENPOLY MAXIMA::DISTREP MAXIMA::TRP-MLESSP
-            MAXIMA::EXPINTEGRAL-SHI MAXIMA::DELSIMP
-            MAXIMA::DEFINITELY-SO MAXIMA::PGATH3 MAXIMA::PREP1
-            MAXIMA::APPLY2HACK MAXIMA::TEX-STRIPDOLLAR0
-            MAXIMA::MACSYMA-FSYMEVAL MAXIMA::CREATE-LOBJS
-            MAXIMA::EVOD-MTIMES MAXIMA::PSEXPT-LOG-ORD MAXIMA::ABLESS1
-            MAXIMA::PUTONVLIST MAXIMA::EVALQUOTE MAXIMA::SAME
-            MAXIMA::GETEXP MAXIMA::CALLAPPRS MAXIMA::P11
-            MAXIMA::SQRTX^2-1 MAXIMA::FPCONTENT MAXIMA::SINRX
-            MAXIMA::MXC MAXIMA::MEVALP1 MAXIMA::MAYBE-REALPART
-            MAXIMA::LI2SIMP MAXIMA::SET-FULL-LINEINFO
-            MAXIMA::INCREMENT-TRUNCS MAXIMA::$POLARFORM MAXIMA::SRRAT2
-            MAXIMA::SUPERTRIG MAXIMA::TUNBIND MAXIMA::LAPLUS
-            MAXIMA::FPROG MAXIMA::RHALF MAXIMA::COMPE MAXIMA::MMINUSP*
-            MAXIMA::FP2FLO MAXIMA::REPLIST1 MAXIMA::CL-RAT-TO-MAXIMA
-            MAXIMA::ASKINVER MAXIMA::BKPT-FILE-LINE
-            MAXIMA::MAKE-EQUAL-HASH-TABLE MAXIMA::BFLOAT-EXPINTEGRAL-EI
-            MAXIMA::BIGNUMP MAXIMA::COMPSPLT-EQ
-            MAXIMA::PUSH-PRE-TRANSL-FORM MAXIMA::REM-OPERS-P
-            MAXIMA::OPIDENT MAXIMA::GAMMA MAXIMA::STRING*1
-            MAXIMA::CHEBYLI2 MAXIMA::LISTOVARS0 MAXIMA::UNTREE
-            MAXIMA::SRRAT MAXIMA::MACSYMA-UNTRACE
-            MAXIMA::LET-MACRO-GET-LAST-VAR MAXIMA::MATCHECK
-            MAXIMA::POISSINE GETOPT::IS-SHORT-OPTION MAXIMA::MSYMBOLP
-            MAXIMA::M2-LOG-EXP-2 MAXIMA::IPOLY1
-            MAXIMA::MAXIMA-RATIONALIZE MAXIMA::NFORMAT MAXIMA::M*S+C
-            MAXIMA::CONSRULE MAXIMA::SER1 MAXIMA::LAPDIFF MAXIMA::SRDIS
-            MAXIMA::OUTPUT-LINEAR-ONE-LINE MAXIMA::FORQ MAXIMA::PRINT*
-            MAXIMA::FPTANH MAXIMA::DBZ-ERR1 MAXIMA::SOLVE2
-            MAXIMA::TIMESTEST MAXIMA::HARRFIND SYSTEM::SHORT-NAME
-            MAXIMA::PSDISEXTEND MAXIMA::DOWNS MAXIMA::INTEGERP1
-            MAXIMA::TRP-MOR MAXIMA::TSPLUS MAXIMA::EXLIST
-            MAXIMA::TAY-ORDER MAXIMA::MTIMESP MAXIMA::REMOV
-            MAXIMA::FPENTIER MAXIMA::FPABS MAXIMA::WNA-ERR
-            MAXIMA::UNIPOLY MAXIMA::SPLIT2 MAXIMA::BCONS
-            MAXIMA::INIT-LAMBERT-W MAXIMA::$LAST MAXIMA::MAXCOEFFICIENT
-            MAXIMA::FPPOSP MAXIMA::TMS-FORMAT-PRODUCT
-            MAXIMA::NONNEGATIVE-INTEGERP MAXIMA::FLOAT-INF-P
-            MAXIMA::$BFLOATP MAXIMA::DISPGRADEFS MAXIMA::POLY->PS
-            MAXIMA::FUNCTION-MODE-@ MAXIMA::HASVARNOVARP MAXIMA::UNMRKS
-            MAXIMA::NISPERMUTATIONS MAXIMA::INCRLIMK
-            MAXIMA::NUMBERINLISTP MAXIMA::M2-EXP-TYPE-2
-            MAXIMA::COMBINEY1 MAXIMA::TEX-CHAR MAXIMA::MMAPEV
-            MAXIMA::SPC2B MAXIMA::PSQFR MAXIMA::PRIMCYCLO
-            MAXIMA::NAMESONLY MAXIMA::%ITOPOT MAXIMA::BKPT-FILE
-            MAXIMA::ASKSIGN-P-OR-N MAXIMA::OBJECT-FOR-DISPLAY-HACK
-            MAXIMA::POS GETOPT::IS-OPTION-TERMINATOR MAXIMA::REMLAPLACE
-            MAXIMA::$EXPINT MAXIMA::$NUMFACTOR MAXIMA::RFLOT
-            MAXIMA::PSMINUS MAXIMA::DERIVDEG1 MAXIMA::LSA
-            MAXIMA::LIM-FINITEP MAXIMA::RULECHK MAXIMA::MABSBIGFLOAT
-            MAXIMA::TDPZ MAXIMA::NEWVAR1 MAXIMA::$SETP MAXIMA::DBZS-ERR
-            COMMAND-LINE:LIST-CL-OPTIONS MAXIMA::$RANK MAXIMA::CHECKRAT
-            MAXIMA::$RANDOM_PERMUTATION MAXIMA::$PATHNAME_TYPE
-            MAXIMA::EXPINTEGRAL-CHI MAXIMA::MFACPPLUS MAXIMA::SP1KGET
-            MAXIMA::POSSIBLE-PREDICATE-OP-P MAXIMA::REALONLY
-            MAXIMA::MAKESTRING MAXIMA::M2-EXP-TYPE-10
-            MAXIMA::TMLATTICE1 MAXIMA::RDIS1 MAXIMA::LEADALGCOEF
-            MAXIMA::PSFIND-S MAXIMA::SIGN-MPLUS
-            MAXIMA::GET-LARGE-FACTORS-1 MAXIMA::TRANSLATOR-EVAL
-            MAXIMA::AT1 MAXIMA::DROPTERMS MAXIMA::MULTIDEG
-            MAXIMA::FREEVNZ MAXIMA::FPEXPM1
-            MAXIMA::BFLOAT-EXPINTEGRAL-LI MAXIMA::LISTOVARS1
-            MAXIMA::$FACTORSUM MAXIMA::SP2LOG MAXIMA::SUBST1
-            MAXIMA::PRINT-INVERT-CASE MAXIMA::EXPOR1P MAXIMA::AIRY-DAI
-            MAXIMA::CPOLY-SL MAXIMA::PRLAB MAXIMA::E1- MAXIMA::DINTERNP
-            MAXIMA::RISPLIT-MPLUS MAXIMA::FIND-TLISTS
-            MAXIMA::IR-OR-EXTEND MAXIMA::RATNUMERATOR MAXIMA::NEWCON
-            MAXIMA::ONEVARP MAXIMA::CLEAR-LOBJS MAXIMA::LGCPLUS
-            MAXIMA::IS-MOR MAXIMA::IN-DOMAIN-OF-ASIN MAXIMA::MACSIMP
-            MAXIMA::FINDIBASE MAXIMA::KILLVARDEGSC MAXIMA::FASPRIN
-            MAXIMA::RFORM MAXIMA::PWEIGHT MAXIMA::TRACEMOD
-            MAXIMA::*RULECHK MAXIMA::MMACROEXPAND1 MAXIMA::TYO*
-            MAXIMA::TR-ARRAYCALL MAXIMA::LAPDEFINT
-            MAXIMA::MAYBE-INVERT-STRING-CASE MAXIMA::PMINUSP
-            MAXIMA::CHECKFLAGANDACT MAXIMA::ZIREDUP MAXIMA::KILLFRAME
-            MAXIMA::$COPY MAXIMA::$MINFACTORIAL MAXIMA::TESTTNEG
-            MAXIMA::ZEROP-IN-L MAXIMA::RADSORT MAXIMA::CONDENSESOLNL
-            MAXIMA::CONDENSEY MAXIMA::XMAXIMA-COLOR MAXIMA::$DEL
-            MAXIMA::TSTACK-SLOT-TBIND MAXIMA::KILL-OPERATOR
-            MAXIMA::TDZERO MAXIMA::TRANSLATE-ATOMS MAXIMA::TRUE*
-            MAXIMA::PRODUCT-WITH-INNER-SCALARP MAXIMA::FLEVENP
-            MAXIMA::BF-RPOLY-SL MAXIMA::TRIGFP MAXIMA::BIGFLOATP
-            MAXIMA::$COPYLIST MAXIMA::SCPROD MAXIMA::NEWVARMAT1
-            MAXIMA::SIGNSUM MAXIMA::TR-EXP-TO-DISPLAY
-            MAXIMA::M2-A*X+B/C*X+D MAXIMA::BFLOAT-EXPINTEGRAL-SI
-            MAXIMA::EXPINTEGRAL_SHI-TO-HYPERGEOMETRIC
-            MAXIMA::$SET_RANDOM_STATE MAXIMA::UFACT-STRIP-ZEROES
-            MAXIMA::PMINUS1 MAXIMA::TBOUNDP MAXIMA::$SIGN
-            MAXIMA::MGENARRAY-CONTENT MAXIMA::BFLOAT-ERF MAXIMA::CRECIP
-            MAXIMA::KAR MAXIMA::FPROUND MAXIMA::RZCONTENT
-            MAXIMA::EXPINTEGRAL-LI MAXIMA::UNTRANS-OP MAXIMA::CPBER1
-            MAXIMA::LOGMABS MAXIMA::CONSTTERMP MAXIMA::POLYINT
-            MAXIMA::TBIND MAXIMA::TEX-SETUP MAXIMA::SIMPAB
-            MAXIMA::MFBOUNDP MAXIMA::PDECPRIMEP MAXIMA::ISMAX-CORE
-            MAXIMA::DCONV-$CRE MAXIMA::LAB MAXIMA::FPCOFRAT
-            MAXIMA::TRUEP MAXIMA::TEX-STRING
-            MAXIMA::FUNGEN&ENV-FOR-MEVALSUMARG-AUX MAXIMA::$SYMBOLP
-            MAXIMA::SP1TLIN1 MAXIMA::FACTXN-1 MAXIMA::EXPLODEC
-            MAXIMA::PROCLAIM-PROPERTY MAXIMA::OLDCONTENTA
-            MAXIMA::ZEROLP MAXIMA::COEF-SIGN MAXIMA::NISLETSIMPRAT
-            MAXIMA::REMORDER MAXIMA::COMPSPLT MAXIMA::CSF
-            MAXIMA::NFORMAT-ALL MAXIMA::MAXLIST MAXIMA::DISTREXECINIT
-            MAXIMA::LPOS MAXIMA::ERROR-SIZE MAXIMA::MINIMIZE-VARLIST
-            MAXIMA::FULLRATSIMP MAXIMA::SORT-POLES MAXIMA::SPC4
-            MAXIMA::DINTERN MAXIMA::SIMPNCT-ONEP MAXIMA::MEVENP
-            MAXIMA::SPRECIP MAXIMA::CHECKED-OR MAXIMA::LISTARRAY
-            MAXIMA::POISMAP MAXIMA::DEFC1 MAXIMA::EULER
-            MAXIMA::PARSE-TAY-ARGS MAXIMA::FPSQRT MAXIMA::R1M
-            MAXIMA::IPOLYSUM MAXIMA::COMPLEXIFY MAXIMA::FINDS
-            MAXIMA::SIMPNCT-SC-OR-CONST-P MAXIMA::ABEQ1
-            MAXIMA::$GFACTORSUM MAXIMA::BFLOAT-DOUBLE-FACTORIAL
-            MAXIMA::PKRONECK INTL::READ-LELONG MAXIMA::NRATFACT
-            MAXIMA::TRP-$EQUAL MAXIMA::STRMDOIN MAXIMA::DOWN
-            MAXIMA::STRIPTIMES MAXIMA::MOP MAXIMA::LITTLEFR1
-            MAXIMA::POLYGON-EDGES MAXIMA::FPEND MAXIMA::BF-VRSHFT-SL
-            MAXIMA::CPOLY-ERR MAXIMA::SIGN-ANY MAXIMA::THRAD
-            MAXIMA::DISPATVALUES MAXIMA::RE-TAYLOR MAXIMA::COERCE-REL
-            MAXIMA::RATMINUS MAXIMA::TAYAPPROX
-            MAXIMA::ERRSET-NAMESTRING MAXIMA::COMP-BF%GAMMA
-            MAXIMA::ARCFUNCP MAXIMA::ISP MAXIMA::PDECOMP*
-            MAXIMA::TSEXP-COMB MAXIMA::SQCONT MAXIMA::ASCII-NUMBERP
-            MAXIMA::LISTOF0S MAXIMA::FIND-STREAM MAXIMA::INTOPOIS
-            MAXIMA::MULTOUT MAXIMA::VISIBLEP MAXIMA::CALLSOLVE
-            MAXIMA::PFLATTEN MAXIMA::CHANGESIGN MAXIMA::SIGN-LOG
-            MAXIMA::PSLOG2 MAXIMA::MACSYMA-TRACE
-            MAXIMA::TRANSLATE-$MAX-$MIN MAXIMA::OPTIONS
-            CL-INFO::INFO-EXACT MAXIMA::$BATCHLOAD MAXIMA::$FLATTEN
-            MAXIMA::OLDGCDCALL MAXIMA::MNLOG MAXIMA::FACTOROUT
-            MAXIMA::RPOS MAXIMA::FACTCOMBPLUS
-            MAXIMA::REMOVE-TRANSL-ARRAY-FUN-PROPS MAXIMA::PUTODR
-            MAXIMA::M2-EXP-TYPE-2-1 MAXIMA::FNEWVAR MAXIMA::PDEGR
-            MAXIMA::UNKNOWN MAXIMA::MENU MAXIMA::ARRFUNP MAXIMA::TESTT
-            MAXIMA::BIQUADRATICP MAXIMA::FACTOR1972 MAXIMA::MMINUSP
-            MAXIMA::POWER-SET MAXIMA::RAINV MAXIMA::NISINNERNULL
-            MAXIMA::INTSET1 MAXIMA::MFUNCTION1 MAXIMA::RTC-GETINFO
-            MAXIMA::M2-EXP-TYPE-10-1 MAXIMA::$ADJOINT MAXIMA::$CSIGN
-            MAXIMA::M2-EXP-TYPE-5-1 MAXIMA::PREMTERM-ERR
-            MAXIMA::MAXIMA-BRANCH-ASIN MAXIMA::MARKP MAXIMA::FULLSTRIP1
-            MAXIMA::STURM MAXIMA::TSTACK-SLOT-SPECIAL
-            MAXIMA::HYP-NEGP-IN-L MAXIMA::RATMIN MAXIMA::EXACTONLY
-            MAXIMA::SIMPLE MAXIMA::*KAR MAXIMA::%ESPECIAL
-            MAXIMA::SORTGREAT MAXIMA::SPC1 MAXIMA::ZERP
-            MAXIMA::MANIFESTLY-REAL-P MAXIMA::POISCOSINE
-            MAXIMA::$TAYLORINFO MAXIMA::INFR MAXIMA::TMMAXP
-            MAXIMA::GETSIGNL MAXIMA::DISREPLIST1 MAXIMA::DEFC
-            MAXIMA::$MAPATOM MAXIMA::$LISTP MAXIMA::HLINSOLVE
-            MAXIMA::M2-EXP-TYPE-8-1 MAXIMA::TMEVAL MAXIMA::ORD-VECT1
-            MAXIMA::MIDOUT MAXIMA::NONINTEGERP MAXIMA::VFVP MAXIMA::KDR
-            MAXIMA::FREEPAR MAXIMA::SUBC-INTERNAL MAXIMA::HASVAR
-            MAXIMA::M2-B*X+A MAXIMA::FUNGEN&ENV-FOR-MEVAL-AUX
-            MAXIMA::TRIGFREE MAXIMA::PS-LIM-INFP MAXIMA::TDPOS
-            MAXIMA::APPARENTLY-INTEGER MAXIMA::MNEGP MAXIMA::FINDTL1
-            MAXIMA::LIM-PLUSP MAXIMA::RJFSIMP MAXIMA::DISPRULE1
-            MAXIMA::COMPLEX-ERF MAXIMA::BF-FXSHFT-SL
-            MAXIMA::INTEGER-PARTITIONS MAXIMA::FORWARD
-            MAXIMA::LIM-IMAGP MAXIMA::MNCTIMESP MAXIMA::FACTOR-IF-SMALL
-            MAXIMA::TANSC MAXIMA::TC-STATE-SUBGROUP-GENERATORS
-            MAXIMA::SEND-GNUPLOT-COMMAND MAXIMA::FUMCHECK
-            MAXIMA::DCONVX MAXIMA::POLFACTORS MAXIMA::CFACTOR
-            MAXIMA::FINDSIGNOFACTORS COMMAND-LINE::CL-OPTION-P
-            MAXIMA::ADD-LINEINFO MAXIMA::MGENARRAY-P MAXIMA::$REVERSE
-            MAXIMA::POLYINT1 COMMAND-LINE::CL-OPTION-NAMES
-            MAXIMA::DOING-ROW MAXIMA::CHECKLABEL
-            COMMAND-LINE::CL-OPTION-ARGUMENT MAXIMA::NUMDEN
-            MAXIMA::SIN% COMMAND-LINE::CL-OPTION-ACTION
-            MAXIMA::DPDISREP MAXIMA::FACSUM-EXPONENT
-            COMMAND-LINE::CL-OPTION-HELP-STRING MAXIMA::ALPHABETP
-            MAXIMA::CHECKSIGNTM MAXIMA::$TRACE_IT MAXIMA::$FILE_TYPE
-            MAXIMA::UNPARSE-TYI MAXIMA::SCALARCLASS MAXIMA::ONEARGCHECK
-            MAXIMA::INITIALIZERSMOSTLY MAXIMA::MOPP MAXIMA::$OPTIMIZE
-            MAXIMA::MAKE-VAR-SET MAXIMA::INTFACTOR MAXIMA::REMCOMPARY
-            MAXIMA::GCDISP MAXIMA::MNCEXPTP MAXIMA::ADJOIN-TVAR
-            MAXIMA::SIMPNCT-ASSUMESCALARP MAXIMA::PROCESS-ERROR-ARGL
-            MAXIMA::DISREPLIST MAXIMA::DOLLARIFY MAXIMA::ROOT-2Z/PI
-            MAXIMA::DPSIMP MAXIMA::TRFAIL MAXIMA::WHICHFN
-            MAXIMA::SHOW-EXP MAXIMA::BF-CPOLY-SL MAXIMA::TDNEG
-            MAXIMA::GVAR-LOGP MAXIMA::M2-EXP-TYPE-4
-            MAXIMA::TRANSLATE-MACEXPR-TOPLEVEL MAXIMA::LEADING-COEF
-            MAXIMA::MOPP1 MAXIMA::DB-MNUMP MAXIMA::GET-ARRAY-POINTER
-            MAXIMA::TRP-MGEQP MAXIMA::M2-LOG-EXP-1
-            MAXIMA::TC-STATE-ROW1-RELATIONS MAXIMA::INTP-MEXPT
-            MAXIMA::DPREP MAXIMA::REVSIGN MAXIMA::MQUOTEP MAXIMA::TEVAL
-            MAXIMA::FREEVAR MAXIMA::$LISTIFY MAXIMA::DPROG
-            MAXIMA::READ-COMMAND-TOKEN-AUX MAXIMA::SUMCONTRACT1
-            MAXIMA::NEWSYM MAXIMA::SUM-C*LOGS MAXIMA::INTEGRATE1
-            MAXIMA::$FLOATNUMP MAXIMA::PDISREP MAXIMA::STOTALDIFF
-            MAXIMA::$ATOM MAXIMA::SP1LOG MAXIMA::M2-EXP-TYPE-7
-            MAXIMA::MAKE-VALUES MAXIMA::ORDER-LIMITS MAXIMA::FULLSTRIP
-            MAXIMA::MANIFESTLY-NONREAL-P
-            MAXIMA::*DEFINE-INITIAL-SYMBOLS MAXIMA::ATOMVARS
-            MAXIMA::$WRITEFILE MAXIMA::F1P137 MAXIMA::FACTPLUSCOMB
-            MAXIMA::REM-CONST MAXIMA::RISCH-PCONSTP MAXIMA::EVOD
-            MAXIMA::REMABS MAXIMA::RCPLYGAM MAXIMA::OBTAINABM
-            MAXIMA::NOTERMS MAXIMA::DELIM-ERR MAXIMA::PSDP
-            MAXIMA::SPECREPP MAXIMA::$RATDENOM MAXIMA::TUNBINDS
-            MAXIMA::FLMAXL MAXIMA::$NEWDET MAXIMA::CHECKPOW
-            MAXIMA::ISUM-GIVEUP MAXIMA::DINTNUM MAXIMA::$NUMBERP
-            MAXIMA::REMOVE-BINDINGS MAXIMA::MAXNORM
-            MAXIMA::ENSURE-STRING MAXIMA::$ASKSIGN MAXIMA::LIM-INFP
-            MAXIMA::DOT2L MAXIMA::MULTIPLY-GCFACTORS MAXIMA::TR-ARGS
-            MAXIMA::MAKNAM MAXIMA::MARK MAXIMA::TEX-LBP MAXIMA::TEXWORD
+            MAXIMA::POLYP MAXIMA::UNDEFINE-SYMBOL MAXIMA::PARTITION-NS
+            MAXIMA::REMRULE MAXIMA::RENUMBER-TLIST MAXIMA::SRCONVERT1
+            MAXIMA::RDIS* MAXIMA::PCOEFVEC MAXIMA::ONEP1
+            MAXIMA::OFF-NEGATIVE-REAL-AXISP MAXIMA::$LISTARRAY
+            MAXIMA::NISEXTRACT MAXIMA::1P MAXIMA::OPTRIG
+            CL-INFO::DISPLAY-ITEMS MAXIMA::RGET
+            MAXIMA::GET-LARGE-FACTORS MAXIMA::MAPCAR-EVAL
+            MAXIMA::FINDINT MAXIMA::PIRREDP MAXIMA::GENSYM-READABLE
+            MAXIMA::AUGMULT MAXIMA::$LENGTH MAXIMA::INIT-LAMBERT-W-0
+            MAXIMA::MEXPLODEN MAXIMA::D-INTEGRALSIGN
+            MAXIMA::INSERT-BREAK-POINT MAXIMA::PZEROP MAXIMA::ISTRENGTH
+            MAXIMA::FLOAT-NAN-P INTL::FIND-ENCODING MAXIMA::OSCIP
+            MAXIMA::ADJOIN-PVAR MAXIMA::PSMINUS-TERMS MAXIMA::PSLOG
+            MAXIMA::UPS MAXIMA::BAD-VAR-WARN MAXIMA::DISPATOMGRADS
+            MAXIMA::BBSORT1 MAXIMA::I-$DEPENDENCIES
+            MAXIMA::BFLOAT-EXPINTEGRAL-CI MAXIMA::NMR MAXIMA::RAT1
+            MAXIMA::MEMQARGS MAXIMA::REMPROPCHK MAXIMA::GEN-TR-LAMBDA
+            MAXIMA::MACSYMA-UNTIMER MAXIMA::FINDIBASE MAXIMA::MAXCOEF1
+            MAXIMA::KILLVARDEGSC MAXIMA::2PISTRIP MAXIMA::FASPRIN
+            MAXIMA::CNTP MAXIMA::RFORM MAXIMA::NEWVAR3 MAXIMA::PWEIGHT
+            MAXIMA::M2-EXP-TYPE-7-1 MAXIMA::TRACEMOD MAXIMA::FPSINH
+            MAXIMA::*RULECHK MAXIMA::ALGSYS MAXIMA::MMACROEXPAND1
+            MAXIMA::RATION1 MAXIMA::TYO* MAXIMA::FPZEROP
+            MAXIMA::TR-ARRAYCALL INTL::READ-BELONG MAXIMA::LAPDEFINT
+            MAXIMA::D-SUMSIGN MAXIMA::MAYBE-INVERT-STRING-CASE
+            MAXIMA::UPPERHALF MAXIMA::PMINUSP MAXIMA::CHECKFLAGANDACT
+            MAXIMA::COEFL MAXIMA::ZIREDUP CL-INFO::INFO-INEXACT
+            MAXIMA::POLYGON-DUMMY MAXIMA::KILLFRAME MAXIMA::NEWPRIME
+            MAXIMA::DONTFACTOR MAXIMA::$COPY MAXIMA::TR-LISP->LISP-FUN
+            MAXIMA::$IFACTORS MAXIMA::$MINFACTORIAL MAXIMA::CHECK
+            MAXIMA::SUBVARDLG MAXIMA::TESTTNEG MAXIMA::LINEARIZE
+            MAXIMA::FACTS1 MAXIMA::ZEROP-IN-L MAXIMA::PSLOG3
+            MAXIMA::$ISQRT MAXIMA::RADSORT MAXIMA::FASTCONT
+            MAXIMA::ALGPGET MAXIMA::CONDENSESOLNL MAXIMA::MARGS
+            MAXIMA::SAV&DEL MAXIMA::CONDENSEY MAXIMA::IND
+            MAXIMA::SEMANTICS MAXIMA::XMAXIMA-COLOR MAXIMA::BX**N
+            MAXIMA::NUM-OF-LOG-L MAXIMA::$DEL MAXIMA::ATOMSON
+            MAXIMA::CONSTA MAXIMA::TSTACK-SLOT-TBIND MAXIMA::TEXSYM
+            MAXIMA::COMPLEX-BFLOAT-ERF MAXIMA::KILL-OPERATOR
+            MAXIMA::NUMP MAXIMA::PTERMVEC MAXIMA::TDZERO
+            MAXIMA::PACOEFP MAXIMA::LOWDEG MAXIMA::TRANSLATE-ATOMS
+            MAXIMA::M2-EXP-TYPE-8-2 MAXIMA::PREPFLOAT MAXIMA::TRUE*
+            MAXIMA::COMPSPLT1 MAXIMA::TRIGP
+            MAXIMA::PRODUCT-WITH-INNER-SCALARP
+            MAXIMA::TR-INFAMOUS-NOUN-FORM MAXIMA::$TEXEND
+            MAXIMA::SIGN-PREP MAXIMA::FLEVENP CL-INFO::REGEX-SANITIZE
+            MAXIMA::$RATNUMP MAXIMA::ISUM1 MAXIMA::BF-RPOLY-SL
+            MAXIMA::GETOPR0 MAXIMA::LINEAR-DISPLA MAXIMA::META-OUTPUT
+            MAXIMA::TRIGFP MAXIMA::M$EXP? MAXIMA::BIGFLOAT2RAT
+            MAXIMA::DISREP MAXIMA::BIGFLOATP MAXIMA::REMOPR
+            MAXIMA::MEVALARGS MAXIMA::PRE-ERR MAXIMA::$COPYLIST
+            MAXIMA::PMONICIZE MAXIMA::TSTACK-SLOT-MODE
+            MAXIMA::EXECARGMATCH MAXIMA::SCPROD
+            MAXIMA::MACSYMA-READ-STRING MAXIMA::LINE-INFO-LINE
+            MAXIMA::ODNUMP MAXIMA::NEWVARMAT1 MAXIMA::POISSUBST1S
+            MAXIMA::FACTXN+1 MAXIMA::PALGP MAXIMA::SIGNSUM
+            MAXIMA::LISTARGP MAXIMA::INVERTBIGFLOAT MAXIMA::GETLIMVAL
+            MAXIMA::TR-EXP-TO-DISPLAY MAXIMA::GETLABCHARN
+            MAXIMA::TEX-DABBREV MAXIMA::ALGCONTENT
+            MAXIMA::M2-A*X+B/C*X+D MAXIMA::GET-FACTOR-LIST
+            MAXIMA::VARIABLE-P MAXIMA::$RECTFORM
+            MAXIMA::BFLOAT-EXPINTEGRAL-SI MAXIMA::REMOVEALG
+            MAXIMA::RISCHFORM MAXIMA::SCAN-TOKEN
+            MAXIMA::EXPINTEGRAL_SHI-TO-HYPERGEOMETRIC MAXIMA::$TAYTORAT
+            MAXIMA::FXSHFR-SL MAXIMA::SUPC-INTERNAL
+            MAXIMA::$SET_RANDOM_STATE MAXIMA::TR-WARNP
+            CL-INFO::READ-INFO-TEXT MAXIMA::$TOTIENT
+            MAXIMA::UFACT-STRIP-ZEROES MAXIMA::LIN-MTIMES
+            MAXIMA::MAKE-LONG-LIST MAXIMA::NISREMLET MAXIMA::PMINUS1
+            MAXIMA::COSBIGFLOAT MAXIMA::FLOAT-OR-LOSE
+            MAXIMA::REDUCE-VAR-SET MAXIMA::TBOUNDP MAXIMA::PARSE-NOFIX
+            MAXIMA::TSTIMES-L-MULT MAXIMA::$NONSCALARP MAXIMA::$SIGN
+            MAXIMA::NPLUS MAXIMA::READ-COMMAND-TOKEN
+            MAXIMA::DISPMATCHDECLARES MAXIMA::MGENARRAY-CONTENT
+            MAXIMA::FREEVARPAR MAXIMA::$SQFR MAXIMA::INTBASEHK
+            MAXIMA::BFLOAT-ERF MAXIMA::POSIZE MAXIMA::FLOATTOFP
+            MAXIMA::FLSORT MAXIMA::CRECIP MAXIMA::AIRY-DAI-COMPLEX
+            MAXIMA::INFCOUNT MAXIMA::LOG-RED-CONTRACT MAXIMA::KAR
+            MAXIMA::DEGVECDISREP
+            MAXIMA::EXPINTEGRAL_CI-TO-HYPERGEOMETRIC
+            MAXIMA::LIMUNKNOWN1 MAXIMA::FPROUND MAXIMA::CFMIN
+            MAXIMA::IND2 MAXIMA::IREDUP MAXIMA::RZCONTENT MAXIMA::EMIT
+            MAXIMA::M2-EXP-TYPE-3 MAXIMA::$LISTOFVARS
+            MAXIMA::EXPINTEGRAL-LI MAXIMA::FUNCLOGOR%E MAXIMA::MINLIST
+            MAXIMA::ARRAYFUN-MODE MAXIMA::UNTRANS-OP
+            MAXIMA::FPASIN-CORE MAXIMA::$RATDISREP MAXIMA::CREATSYM
+            MAXIMA::CPBER1 MAXIMA::MXORLISTP MAXIMA::ALLATOMS
+            MAXIMA::SETQMODULUS MAXIMA::LOGMABS MAXIMA::SOLVEQUARTIC
+            MAXIMA::PSDISEXPAND MAXIMA::DSRL MAXIMA::CONSTTERMP
+            MAXIMA::FPEXP MAXIMA::ADD-POINT MAXIMA::PRODND
+            MAXIMA::POLYINT MAXIMA::ARCLIST MAXIMA::$PREV_PRIME
+            MAXIMA::TBIND MAXIMA::$REALPART MAXIMA::$RATNUMER
+            MAXIMA::TEX-SETUP MAXIMA::2PIREC MAXIMA::CONSTFUN
+            MAXIMA::SIMPAB MAXIMA::$COPYMATRIX MAXIMA::PSEXPT-FN-SING
+            MAXIMA::MFBOUNDP MAXIMA::RESTORELIM MAXIMA::PARTFRACA
+            MAXIMA::PDECPRIMEP MAXIMA::MAXI MAXIMA::EPS-SIGN
+            MAXIMA::ISMAX-CORE MAXIMA::TRANSLATE-ATOM
+            MAXIMA::DCONV-$CRE MAXIMA::LINCHK MAXIMA::SIMPLERD
+            MAXIMA::FPCOFRAT MAXIMA::$PERMANENT MAXIMA::LAB
+            MAXIMA::NOSHFT-SL MAXIMA::APPRSYS MAXIMA::INVERT1
+            MAXIMA::$UNIQUE MAXIMA::TRUEP MAXIMA::SIGN* MAXIMA::CUNMRK
+            MAXIMA::TEX-STRING MAXIMA::FALSEP MAXIMA::CMNULL
+            MAXIMA::FUNGEN&ENV-FOR-MEVALSUMARG-AUX
+            MAXIMA::MAXIMA-DECLARED-ARRAYP MAXIMA::EVERYSECOND
+            MAXIMA::RISPLIT-TIMES MAXIMA::$SYMBOLP MAXIMA::SP1TLIN1
+            MAXIMA::DISPLINE MAXIMA::SIGNFACTOR MAXIMA::FRPOLY?
+            MAXIMA::FACTXN-1 MAXIMA::FPARCSIMP MAXIMA::KILLC
+            MAXIMA::EXPLODEC MAXIMA::I-$REMOVE MAXIMA::TAYLOR-TRUNC
+            MAXIMA::PROCLAIM-PROPERTY MAXIMA::EXPLODE
+            MAXIMA::OLDCONTENTA GETOPT::IS-LONG-OPTION MAXIMA::COMBINE
+            MAXIMA::SIMPLEXPON MAXIMA::ZEROLP MAXIMA::UNTRUE
+            MAXIMA::INIT-PRIME-DIFFS MAXIMA::COEF-SIGN MAXIMA::ATANTF
+            MAXIMA::SP1ADD MAXIMA::PDEGREEVECTOR MAXIMA::NISLETSIMPRAT
+            MAXIMA::MAXIMA-INTEGERP MAXIMA::REMORDER
+            MAXIMA::GET-GNUPLOT-TERM MAXIMA::RED-MONO-LOG
+            MAXIMA::COMPSPLT MAXIMA::SIMPLEXP MAXIMA::CSF
+            MAXIMA::COMPLEXNUMP MAXIMA::NFORMAT-ALL MAXIMA::ASKSIGN01
+            MAXIMA::SANDMAP MAXIMA::MAXLIST MAXIMA::DISTREXECINIT
+            MAXIMA::GETMINOR MAXIMA::LPOS
+            MAXIMA::MAKE-DEFINT-ASSUMPTIONS MAXIMA::ERROR-SIZE
+            MAXIMA::GET-ONE-FACTOR MAXIMA::MINIMIZE-VARLIST
+            MAXIMA::$ODDP MAXIMA::FULLRATSIMP MAXIMA::PRIMEP-LUCAS
+            MAXIMA::SORT-POLES MAXIMA::COS% MAXIMA::SPC4 MAXIMA::FREE1
+            MAXIMA::DINTERN MAXIMA::FPEXP1 MAXIMA::SIMPNCT-ONEP
+            MAXIMA::$APPENDFILE MAXIMA::MEVENP MAXIMA::POISSUBST1C
+            MAXIMA::SPRECIP MAXIMA::HORNREP MAXIMA::CHECKED-OR
+            MAXIMA::CABS MAXIMA::LISTARRAY MAXIMA::TRIG-NOT-SUBST-P
+            MAXIMA::POISMAP MAXIMA::PFLOATP1 MAXIMA::DEFC1
+            MAXIMA::FORTSCAN-MTIMES MAXIMA::EULER MAXIMA::RATDP
+            MAXIMA::PARSE-TAY-ARGS MAXIMA::$NZETAI MAXIMA::FPSQRT
+            MAXIMA::BASELIST MAXIMA::R1M MAXIMA::RMCONST1
+            MAXIMA::IPOLYSUM MAXIMA::TDPN MAXIMA::COMPLEXIFY
+            MAXIMA::MEVALP MAXIMA::FINDS MAXIMA::FEXPRCHECK
+            MAXIMA::SIMPNCT-SC-OR-CONST-P MAXIMA::MRELATIONP
+            MAXIMA::ABEQ1 MAXIMA::BERN MAXIMA::$GFACTORSUM MAXIMA::DET1
+            MAXIMA::BFLOAT-DOUBLE-FACTORIAL MAXIMA::KELLIPTICTF
+            MAXIMA::CHECKDERIV MAXIMA::PKRONECK
+            MAXIMA::RISPLIT-BESSEL-J-OR-I MAXIMA::ATVARSCHK
+            MAXIMA::MODDP MAXIMA::ALGSYS0 MAXIMA::PSUMSQ MAXIMA::MONIZE
+            MAXIMA::TSTACK-SLOT-P MAXIMA::PROC-$DEFMATCH
+            MAXIMA::CONDENSESUBLIST MAXIMA::SRCONVERT MAXIMA::AT-SUBSTP
+            MAXIMA::MAKCF MAXIMA::CHECK-NONINTEGER-FACTS
+            MAXIMA::EVOD-MPLUS MAXIMA::LEADCOEFFICIENT
+            MAXIMA::HYPGEO-EXEC MAXIMA::PARSE-MATCHFIX
+            CL-INFO::EXACT-TOPIC-MATCH MAXIMA::PFACTOR11
+            MAXIMA::INLIST3 MAXIMA::TAYLOR2 MAXIMA::SQRT1+X^2
+            INTL::DOMAIN-ENTRY-ENCODING MAXIMA::STYO
+            MAXIMA::MAXIMA-BRANCH-ACOT MAXIMA::INFOLSTCHK
+            MAXIMA::ASINTF MAXIMA::KILLVARDEGSN MAXIMA::PAINVMOD
+            MAXIMA::COSNX MAXIMA::MAXNORM MAXIMA::ENSURE-STRING
+            MAXIMA::$ASKSIGN MAXIMA::LIM-INFP MAXIMA::DOT2L
+            MAXIMA::MULTIPLY-GCFACTORS MAXIMA::TR-ARGS MAXIMA::MAKNAM
+            MAXIMA::MARK MAXIMA::TEX-LBP MAXIMA::TEXWORD
             MAXIMA::ARRFIND MAXIMA::KILL1-ATOM MAXIMA::NISKERNEL
             MAXIMA::MODEDECLARE-INTERNAL MAXIMA::PDECGDFRM
             MAXIMA::FACTXN+-1 MAXIMA::ETF MAXIMA::FINDBE
@@ -1668,303 +1766,261 @@
             MAXIMA::FILESTRIP MAXIMA::PUTORDER MAXIMA::TSTIMES
             MAXIMA::LOGBIGFLOAT MAXIMA::FIND-FIRST-TRIGARG
             MAXIMA::EVNUMP MAXIMA::SOLVEQUAD MAXIMA::SERIESEXPAND*
-            MAXIMA::RPTROUBLE MAXIMA::GETOPR
-            MAXIMA::DISTINCT-NONZERO-ROOTS-P MAXIMA::SUB-PRINT*
-            MAXIMA::AIRY-DBI MAXIMA::$CONSTANTP MAXIMA::M2-EXP-TYPE-5
-            MAXIMA::TRP-MEQUAL MAXIMA::SUBFUNNAME MAXIMA::$TMINVERSE
-            MAXIMA::QUOTE-% MAXIMA::GETVARDEGS MAXIMA::MNUMP
-            MAXIMA::MSETQP MAXIMA::TRP-MGREATERP MAXIMA::DIVISORS
-            MAXIMA::SOLVENTH1 MAXIMA::$COLLAPSE MAXIMA::SLASH
-            MAXIMA::RATWTSETUP MAXIMA::M2-EXP-TYPE-8 MAXIMA::INCR1
-            MAXIMA::NO-SING-ERR MAXIMA::RULEOF MAXIMA::MAKSYM
-            MAXIMA::ROUND1 MAXIMA::WTPTIMES2 MAXIMA::REMC
-            MAXIMA::UNION-VAR-SET MAXIMA::PABS MAXIMA::SRF
-            MAXIMA::PGCDEXPON MAXIMA::ILT0 MAXIMA::LOGTF
-            MAXIMA::POISCHANGESIGN MAXIMA::DEG MAXIMA::$THROW
-            MAXIMA::ZEROP2 MAXIMA::ARGSUBST
-            MAXIMA::REMOVE-TRANSL-FUN-PROPS MAXIMA::STRGRIND
-            MAXIMA::I-$REMVALUE MAXIMA::USE-RADCAN-P
-            MAXIMA::MAPTR-LISP->LISP MAXIMA::RAT0 MAXIMA::AMPERCHK
-            MAXIMA::$DISPTERMS MAXIMA::GAMMA-LANCZOS MAXIMA::I-$GRIND
-            MAXIMA::SIGN1 MAXIMA::PGET MAXIMA::DOUTERN
-            MAXIMA::GET-ROTATION MAXIMA::RATIONALIZER MAXIMA::NPASK
-            MAXIMA::CHECKFIT MAXIMA::TEX-STRIPDOLLAR
-            MAXIMA::M2-EXP-TYPE-9-1 MAXIMA::LOWERHALF MAXIMA::FIXNUMP
-            MAXIMA::FUNCTION-MODE MAXIMA::TOTAL-NARY
-            MAXIMA::%E-INTEGER-COEFF
-            MAXIMA::INSERT-NECESSARY-FUNCTION-DECLARES MAXIMA::IMAG-ERR
-            MAXIMA::MGENARRAY-GENERATOR MAXIMA::UCONTENT MAXIMA::NORM
-            MAXIMA::$SET_PLOT_OPTION MAXIMA::TC-STATE-RELATIONS
-            MAXIMA::CHECK-INF-SING MAXIMA::%EINVOLVE MAXIMA::INTEGERPFR
-            MAXIMA::$IMAGPART MAXIMA::FPATANH MAXIMA::PCONSTP
-            MAXIMA::COMPILE-FUNCTION MAXIMA::ALG MAXIMA::E1+
-            MAXIMA::CONSTLAM MAXIMA::TRANSPOSE MAXIMA::STRMDO
-            MAXIMA::MAXIMA-CONSTANTP MAXIMA::PDERIVATIVE2
-            MAXIMA::TWOARGCHECK MAXIMA::INTEGER-REPRESENTATION-P
-            MAXIMA::$DEBUGMODE MAXIMA::$PRINTFILE MAXIMA::PLYGAM-ORD
-            MAXIMA::DECIMALSIN MAXIMA::SPC2A MAXIMA::FPATAN
-            MAXIMA::DENOMFIND MAXIMA::LEADOP MAXIMA::MHEADER
-            MAXIMA::KILLCONTEXT MAXIMA::PTIMEFTRS MAXIMA::STRPRINT
-            MAXIMA::SIGN-ODDINC MAXIMA::ODD1
-            MAXIMA::MACSYMA-SPECIAL-MACRO-P MAXIMA::DPSQFR
-            MAXIMA::CFDISREP1 MAXIMA::$TAYLORP MAXIMA::EXPANDTIMES
-            MAXIMA::RPOLY-SL MAXIMA::MODE MAXIMA::HAS-INT-SYMBOLS
-            MAXIMA::MAKSYMP MAXIMA::EXPINTEGRAL_SI-TO-HYPERGEOMETRIC
-            MAXIMA::TVAR? MAXIMA::RISPLIT-EXPT MAXIMA::PS-GT
-            MAXIMA::SP1LOG2 MAXIMA::RAT8PRIME MAXIMA::PDIS
-            MAXIMA::DPDERIV MAXIMA::ADUSUM MAXIMA::PFLAT1
-            MAXIMA::MANIFESTLY-COMPLEX-P MAXIMA::FREE-LISP-VARS-OF-ARGL
-            MAXIMA::$CABS MAXIMA::$TEX1 MAXIMA::$FACTCOMB
-            MAXIMA::ROUNDROOTS1 MAXIMA::DISTREXEC MAXIMA::ADJOIN-DATUM
-            MAXIMA::RAT10 MAXIMA::GETFNSPLIT MAXIMA::$SHOW_HASH_ARRAY
-            MAXIMA::MACSYMA-TIMER CL-INFO::PARSE-USER-CHOICE
-            MAXIMA::FREE-LISP-VARS-M-TLAMBDA
-            MAXIMA::MACSYMA-SPECIAL-OP-P MAXIMA::POLYGON-PTS
-            MAXIMA::SIGN-MTIMES MAXIMA::SIGNDIFF MAXIMA::FINDIT
-            MAXIMA::SET-UP-CURSOR
-            MAXIMA::FOR-EVAL-THEN-MQUOTE-SIMP-ARGL MAXIMA::MARK+3
-            MAXIMA::ERRBREAK1 MAXIMA::FPSIN1 MAXIMA::SEMANT
-            MAXIMA::GETFACT MAXIMA::ELEM MAXIMA::ESTCHECK MAXIMA::ARCP
-            MAXIMA::VRSHFT-SL MAXIMA::UP MAXIMA::FACTS2
-            MAXIMA::$NEXT_PRIME MAXIMA::PLSOLVE
-            MAXIMA::TRANSLATE-PREDICATE MAXIMA::$CFEXPAND
-            MAXIMA::MDEFPARAM MAXIMA::FMT MAXIMA::HIDE MAXIMA::RTZERL2
-            MAXIMA::PMINDEGVEC MAXIMA::COMPLICATED MAXIMA::SIGN-POSFUN
-            MAXIMA::ORD-VECTOR MAXIMA::BIQUADP1 MAXIMA::TANBIGFLOAT
-            MAXIMA::MDEFLISTP MAXIMA::LEFT-OB MAXIMA::TMKILLARRAY
-            MAXIMA::CHOOZP MAXIMA::SPLITPROD MAXIMA::SAVEFACTOR1
-            MAXIMA::MEQHK MAXIMA::PSEXPT-FN MAXIMA::ATANBIGFLOAT
-            MAXIMA::$RANDOM MAXIMA::REPLIST MAXIMA::TELLRAT1
-            MAXIMA::PUNIVARP MAXIMA::TAYCHK2RAT MAXIMA::ECHELON1
-            MAXIMA::NONNUMP MAXIMA::PFACPROD MAXIMA::INVERT-TERMS
-            MAXIMA::NRETFACTOR1 MAXIMA::CHECKED-AND
-            MAXIMA::LOAD-AND-TELL MAXIMA::PUREPROD
-            MAXIMA::$PATHNAME_NAME MAXIMA::HYP-NEGP MAXIMA::CONSTANT
-            MAXIMA::NBN MAXIMA::SIMPNCT-BASE MAXIMA::TMDEFARRAY
-            MAXIMA::TMPIVOT-ISOLATE MAXIMA::$PRIMEP
-            MAXIMA::TR-INFAMOUS-NOUN-FORM CL-INFO::REGEX-SANITIZE
-            MAXIMA::GETOPR0 MAXIMA::M$EXP? MAXIMA::REMOPR
-            MAXIMA::PMONICIZE MAXIMA::MACSYMA-READ-STRING
-            MAXIMA::POISSUBST1S MAXIMA::LISTARGP MAXIMA::GETLABCHARN
-            MAXIMA::GET-FACTOR-LIST MAXIMA::REMOVEALG MAXIMA::$TAYTORAT
-            MAXIMA::TR-WARNP MAXIMA::LIN-MTIMES MAXIMA::COSBIGFLOAT
-            MAXIMA::PARSE-NOFIX MAXIMA::NPLUS MAXIMA::FREEVARPAR
-            MAXIMA::POSIZE MAXIMA::AIRY-DAI-COMPLEX
-            MAXIMA::DEGVECDISREP MAXIMA::CFMIN MAXIMA::EMIT
-            MAXIMA::FUNCLOGOR%E MAXIMA::FPASIN-CORE MAXIMA::MXORLISTP
-            MAXIMA::SOLVEQUARTIC MAXIMA::FPEXP MAXIMA::ARCLIST
-            MAXIMA::$REALPART MAXIMA::2PIREC MAXIMA::$COPYMATRIX
-            MAXIMA::RESTORELIM MAXIMA::MAXI MAXIMA::TRANSLATE-ATOM
-            MAXIMA::SIMPLERD MAXIMA::NOSHFT-SL MAXIMA::INVERT1
-            MAXIMA::SIGN* MAXIMA::FALSEP MAXIMA::MAXIMA-DECLARED-ARRAYP
-            MAXIMA::RISPLIT-TIMES MAXIMA::SIGNFACTOR MAXIMA::FPARCSIMP
-            MAXIMA::I-$REMOVE MAXIMA::EXPLODE MAXIMA::COMBINE
-            MAXIMA::UNTRUE MAXIMA::ATANTF MAXIMA::PDEGREEVECTOR
-            MAXIMA::GET-GNUPLOT-TERM MAXIMA::SIMPLEXP
-            MAXIMA::COMPLEXNUMP MAXIMA::ASKSIGN01 MAXIMA::SANDMAP
-            MAXIMA::GETMINOR MAXIMA::MAKE-DEFINT-ASSUMPTIONS
-            MAXIMA::GET-ONE-FACTOR MAXIMA::$ODDP MAXIMA::PRIMEP-LUCAS
-            MAXIMA::COS% MAXIMA::FREE1 MAXIMA::FPEXP1
-            MAXIMA::$APPENDFILE MAXIMA::POISSUBST1C MAXIMA::HORNREP
-            MAXIMA::CABS MAXIMA::TRIG-NOT-SUBST-P MAXIMA::PFLOATP1
-            MAXIMA::FORTSCAN-MTIMES MAXIMA::RATDP MAXIMA::$NZETAI
-            MAXIMA::BASELIST MAXIMA::RMCONST1 MAXIMA::TDPN
-            MAXIMA::MEVALP MAXIMA::FEXPRCHECK MAXIMA::MRELATIONP
-            MAXIMA::BERN MAXIMA::DET1 MAXIMA::KELLIPTICTF
-            MAXIMA::CHECKDERIV MAXIMA::RISPLIT-BESSEL-J-OR-I
-            MAXIMA::ATVARSCHK MAXIMA::MODDP MAXIMA::ALGSYS0
-            MAXIMA::PSUMSQ MAXIMA::MONIZE MAXIMA::TSTACK-SLOT-P
-            MAXIMA::PROC-$DEFMATCH MAXIMA::CONDENSESUBLIST
-            MAXIMA::SRCONVERT MAXIMA::AT-SUBSTP MAXIMA::MAKCF
-            MAXIMA::CHECK-NONINTEGER-FACTS MAXIMA::EVOD-MPLUS
-            MAXIMA::LEADCOEFFICIENT MAXIMA::HYPGEO-EXEC
-            MAXIMA::PARSE-MATCHFIX CL-INFO::EXACT-TOPIC-MATCH
-            MAXIMA::PFACTOR11 MAXIMA::INLIST3 MAXIMA::TAYLOR2
-            MAXIMA::SQRT1+X^2 INTL::DOMAIN-ENTRY-ENCODING MAXIMA::STYO
-            MAXIMA::MAXIMA-BRANCH-ACOT MAXIMA::INFOLSTCHK
-            MAXIMA::ASINTF MAXIMA::KILLVARDEGSN MAXIMA::PAINVMOD
-            MAXIMA::COSNX MAXIMA::BKPT-FORM MAXIMA::CLEAN-LIMIT-EXP
-            MAXIMA::HIDELIMA MAXIMA::DEFSTRUCT1 MAXIMA::LINOUT
-            MAXIMA::FUNCTIONP MAXIMA::NORM1 MAXIMA::M2-EXP-TYPE-9
-            MAXIMA::$SCALARP MAXIMA::ASK-INTEGERP
-            MAXIMA::TSTACK-SLOT-VAL-MODES MAXIMA::F1P137TEST
-            MAXIMA::%I-OUT-OF-DENOM MAXIMA::FANCYPAC MAXIMA::ADDLABEL
-            MAXIMA::SUMI MAXIMA::AIRY-AI-COMPLEX MAXIMA::RATINVERT
-            MAXIMA::$OP MAXIMA::GOOD-FORM MAXIMA::EXPPOLY
-            MAXIMA::FACTORIAL MAXIMA::ZEROEQUIV2 MAXIMA::SPLITSUM
-            MAXIMA::MARRAY-TYPE-UNKNOWN MAXIMA::MUNFORMAT
-            MAXIMA::PSPLIT-FIELD1 MAXIMA::LIM-ABS
-            MAXIMA::MACSYMA-FSYMEVAL-SUB MAXIMA::CFNROOT MAXIMA::NUMER
-            MAXIMA::SIMPLE-TRIG-ARG MAXIMA::SOLVELIN MAXIMA::OLDREP
-            MAXIMA::LOGNXP MAXIMA::KAAR MAXIMA::NFORMAT-CHECK
-            MAXIMA::FIXFLOAT MAXIMA::ERECIP MAXIMA::FPART
-            CL-INFO::PRINT-PROMPT MAXIMA::PMAKE MAXIMA::MYCABS
-            MAXIMA::MUNBIND MAXIMA::BF-CPOLY-ERR MAXIMA::$SHOWRATVARS
-            MAXIMA::MAKRAT MAXIMA::LCPRODL MAXIMA::SOLVECUBIC
-            MAXIMA::PFACTOR MAXIMA::TRACE-FSYMEVAL MAXIMA::PSFIND-S1
-            MAXIMA::FORM-MTIMES MAXIMA::PARP MAXIMA::TESTP
-            MAXIMA::GETOP MAXIMA::FINDPOWERS1 MAXIMA::TMREARRAY
-            MAXIMA::READLIST MAXIMA::RATFIX MAXIMA::NISNUMBERPICKER
+            MAXIMA::PDISREP+ MAXIMA::RPTROUBLE MAXIMA::COMEXP
+            MAXIMA::GETOPR MAXIMA::FPRATION1
+            MAXIMA::DISTINCT-NONZERO-ROOTS-P
+            MAXIMA::MAXIMA-BRANCH-ATANH MAXIMA::SUB-PRINT*
+            MAXIMA::ZERO-LIM MAXIMA::AIRY-DBI MAXIMA::$CFDISREP
+            MAXIMA::$CONSTANTP MAXIMA::$PERMUTATIONS
+            MAXIMA::M2-EXP-TYPE-5 MAXIMA::DISP2 MAXIMA::TRP-MEQUAL
+            MAXIMA::PARSE-$DO MAXIMA::SUBFUNNAME MAXIMA::APROG
+            MAXIMA::$TMINVERSE MAXIMA::ORDER-VARS-BY-STRENGTH
+            MAXIMA::QUOTE-% MAXIMA::PDEGREER MAXIMA::GETVARDEGS
+            MAXIMA::TAYLOR3 MAXIMA::MNUMP MAXIMA::LIN-MEXPT
+            MAXIMA::MSETQP MAXIMA::UDM-ERR MAXIMA::TRP-MGREATERP
+            MAXIMA::NEWREP MAXIMA::DIVISORS
+            MAXIMA::MAXIMA-UNDECLARED-ARRAYP MAXIMA::SOLVENTH1
+            MAXIMA::DISTREXPANDROOT MAXIMA::$COLLAPSE MAXIMA::MIDPNT
+            MAXIMA::SLASH MAXIMA::UNQUOTE MAXIMA::RATWTSETUP
+            MAXIMA::POISENCODE MAXIMA::M2-EXP-TYPE-8
+            MAXIMA::RISCH-CONSTP MAXIMA::INCR1
+            MAXIMA::EXTENDED-NUMBER-P MAXIMA::NO-SING-ERR
+            MAXIMA::$NEWCONTEXT MAXIMA::RULEOF MAXIMA::LOGQUAD
+            MAXIMA::MAKSYM MAXIMA::TEXNUMFORMAT MAXIMA::ROUND1
+            MAXIMA::OP-SETUP MAXIMA::WTPTIMES2 MAXIMA::TRACE-PRINT
+            MAXIMA::REMC MAXIMA::TIMEORG MAXIMA::UNION-VAR-SET
+            MAXIMA::PMODROOT1 MAXIMA::PABS MAXIMA::FACTORSUM2
+            MAXIMA::SRF MAXIMA::LEADARG MAXIMA::PGCDEXPON
+            MAXIMA::MGENARRAY-AREF MAXIMA::ILT0 MAXIMA::RESTORE-FACTS
+            MAXIMA::LOGTF MAXIMA::SIGN-MABS MAXIMA::POISCHANGESIGN
+            MAXIMA::FORM-MEXPT MAXIMA::DEG MAXIMA::RALGP MAXIMA::$THROW
+            MAXIMA::NEGINP MAXIMA::ZEROP2 MAXIMA::DECL-COMPLEXP
+            MAXIMA::ARGSUBST MAXIMA::SIGN-SHIFT
+            MAXIMA::REMOVE-TRANSL-FUN-PROPS MAXIMA::SINNX
+            MAXIMA::STRGRIND MAXIMA::NEG-MONOM? MAXIMA::I-$REMVALUE
+            MAXIMA::$CARG MAXIMA::USE-RADCAN-P MAXIMA::TBOUND-FREE-VARS
+            MAXIMA::MAPTR-LISP->LISP MAXIMA::CFEXPAND MAXIMA::RAT0
+            MAXIMA::OPT-HASH MAXIMA::AMPERCHK MAXIMA::$POISSQUARE
+            MAXIMA::$DISPTERMS MAXIMA::OPTIMIZE-PRINT-INST
+            MAXIMA::GAMMA-LANCZOS MAXIMA::NEGP MAXIMA::I-$GRIND
+            MAXIMA::PRODNUMDEN MAXIMA::SIGN1 MAXIMA::TRP-MNOTEQUAL
+            MAXIMA::PGET MAXIMA::RATALGDENOM MAXIMA::DOUTERN
+            MAXIMA::LISTOVARS MAXIMA::GET-ROTATION MAXIMA::TR-CLASS
+            MAXIMA::RATIONALIZER MAXIMA::PMODROOT MAXIMA::NPASK
+            MAXIMA::GET-LISP-FUN-TYPE MAXIMA::CHECKFIT
+            MAXIMA::MAKE-LINSOLS MAXIMA::TEX-STRIPDOLLAR
+            MAXIMA::FACTOR72 MAXIMA::M2-EXP-TYPE-9-1 MAXIMA::DET
+            MAXIMA::LOWERHALF MAXIMA::NISNEWLIST MAXIMA::FIXNUMP
+            MAXIMA::POISCDECODE MAXIMA::FUNCTION-MODE MAXIMA::ARRAYDIMS
+            MAXIMA::TOTAL-NARY MAXIMA::FXSHFT-SL
+            MAXIMA::%E-INTEGER-COEFF MAXIMA::KEY-VAR-POW
+            MAXIMA::INSERT-NECESSARY-FUNCTION-DECLARES
+            MAXIMA::$UNTRACE_IT MAXIMA::IMAG-ERR MAXIMA::TSEXPT-RED
+            MAXIMA::MGENARRAY-GENERATOR MAXIMA::SIMPNCT-CONSTANTP
+            MAXIMA::UCONTENT MAXIMA::$INTOPOIS MAXIMA::NORM
+            MAXIMA::EZEROP MAXIMA::$SET_PLOT_OPTION
+            MAXIMA::EXPINTEGRAL_CHI-TO-HYPERGEOMETRIC
+            MAXIMA::TC-STATE-RELATIONS MAXIMA::IS-MAND
+            MAXIMA::CHECK-INF-SING MAXIMA::SKR MAXIMA::%EINVOLVE
+            MAXIMA::SRBINEXPND MAXIMA::INTEGERPFR MAXIMA::EMIT-DEFUN
+            MAXIMA::$IMAGPART MAXIMA::CPBERL MAXIMA::FPATANH
+            MAXIMA::DECODE MAXIMA::PCONSTP MAXIMA::POS-NEG-P
+            MAXIMA::COMPILE-FUNCTION MAXIMA::SIMPLIMPLUS MAXIMA::ALG
+            MAXIMA::MOPSTRINGNAM MAXIMA::E1+ MAXIMA::POISSUBSTCO1
+            MAXIMA::CONSTLAM MAXIMA::CFRATSIMP MAXIMA::TRANSPOSE
+            MAXIMA::$TRUNC MAXIMA::STRMDO MAXIMA::SPC2 MAXIMA::BAD-FORM
+            MAXIMA::$NZETAR MAXIMA::CSTRSETUP MAXIMA::MGENARRAY-ASET
+            MAXIMA::FACTORSUM1 MAXIMA::MPGET MAXIMA::MAYBE-BOOLE-CHECK
+            MAXIMA::TERM-LIST MAXIMA::NUD-CALL MAXIMA::MAKPOINT
+            MAXIMA::PARSE-BUG-ERR MAXIMA::PMODCONTENT
+            MAXIMA::$GET_TEX_ENVIRONMENT MAXIMA::EXPP MAXIMA::NESTLEV
+            MAXIMA::OBTAINAB MAXIMA::POISPZERO MAXIMA::$FIRST
+            MAXIMA::TRP-MAND MAXIMA::LGCSORT MAXIMA::$IDENT
+            MAXIMA::ZEROEQUIV1 MAXIMA::ERRLFUN1 MAXIMA::$EVENP
+            MAXIMA::NOTLOREQ MAXIMA::RCCOEFP MAXIMA::PSLOG-MONOM
+            MAXIMA::AIRY-BI-COMPLEX MAXIMA::CHECK-RANGE
+            MAXIMA::LINEARCONST MAXIMA::TR-SEQ MAXIMA::ROOT-BOUND
+            MAXIMA::BIGFLOAT-OR-NUMBER-P MAXIMA::INIT MAXIMA::ISMAX
+            MAXIMA::OPERATOR-WITH-ARRAY-FLAG MAXIMA::FACMGCD
+            MAXIMA::MSTRINGP MAXIMA::FLOAT-OR-RATIONAL-P MAXIMA::SIGN
+            MAXIMA::PSTRUNC MAXIMA::GENPOLY MAXIMA::DISTREP
+            MAXIMA::TRP-MLESSP MAXIMA::EXPINTEGRAL-SHI MAXIMA::DELSIMP
+            MAXIMA::DEFINITELY-SO MAXIMA::PGATH3 MAXIMA::PREP1
+            MAXIMA::APPLY2HACK INTL::READ-LELONG
+            MAXIMA::TEX-STRIPDOLLAR0 MAXIMA::NRATFACT
+            MAXIMA::MACSYMA-FSYMEVAL MAXIMA::TRP-$EQUAL
+            MAXIMA::CREATE-LOBJS MAXIMA::STRMDOIN MAXIMA::EVOD-MTIMES
+            MAXIMA::DOWN MAXIMA::PSEXPT-LOG-ORD MAXIMA::STRIPTIMES
+            MAXIMA::ABLESS1 MAXIMA::MOP MAXIMA::PUTONVLIST
+            MAXIMA::LITTLEFR1 MAXIMA::EVALQUOTE MAXIMA::POLYGON-EDGES
+            MAXIMA::SAME MAXIMA::FPEND MAXIMA::GETEXP
+            MAXIMA::BF-VRSHFT-SL MAXIMA::CALLAPPRS MAXIMA::CPOLY-ERR
+            MAXIMA::P11 MAXIMA::SIGN-ANY MAXIMA::SQRTX^2-1
+            MAXIMA::THRAD MAXIMA::FPCONTENT MAXIMA::DISPATVALUES
+            MAXIMA::SINRX MAXIMA::RE-TAYLOR MAXIMA::MXC
+            MAXIMA::COERCE-REL MAXIMA::MEVALP1 MAXIMA::RATMINUS
+            MAXIMA::MAYBE-REALPART MAXIMA::TAYAPPROX MAXIMA::LI2SIMP
+            MAXIMA::ERRSET-NAMESTRING MAXIMA::SET-FULL-LINEINFO
+            MAXIMA::COMP-BF%GAMMA MAXIMA::INCREMENT-TRUNCS
+            MAXIMA::ARCFUNCP MAXIMA::$POLARFORM MAXIMA::ISP
+            MAXIMA::SRRAT2 MAXIMA::PDECOMP* MAXIMA::SUPERTRIG
+            MAXIMA::TSEXP-COMB MAXIMA::TUNBIND MAXIMA::SQCONT
+            MAXIMA::LAPLUS MAXIMA::ASCII-NUMBERP MAXIMA::FPROG
+            MAXIMA::LISTOF0S MAXIMA::RHALF MAXIMA::FIND-STREAM
+            MAXIMA::COMPE MAXIMA::INTOPOIS MAXIMA::MMINUSP*
+            MAXIMA::MULTOUT MAXIMA::FP2FLO MAXIMA::VISIBLEP
+            MAXIMA::REPLIST1 MAXIMA::CALLSOLVE MAXIMA::CL-RAT-TO-MAXIMA
+            MAXIMA::PFLATTEN MAXIMA::ASKINVER MAXIMA::CHANGESIGN
+            MAXIMA::BKPT-FILE-LINE MAXIMA::SIGN-LOG
+            MAXIMA::MAKE-EQUAL-HASH-TABLE MAXIMA::PSLOG2
+            MAXIMA::BFLOAT-EXPINTEGRAL-EI MAXIMA::MACSYMA-TRACE
+            MAXIMA::BIGNUMP MAXIMA::TRANSLATE-$MAX-$MIN
+            MAXIMA::COMPSPLT-EQ MAXIMA::OPTIONS
+            MAXIMA::PUSH-PRE-TRANSL-FORM CL-INFO::INFO-EXACT
+            MAXIMA::REM-OPERS-P MAXIMA::$BATCHLOAD MAXIMA::OPIDENT
+            MAXIMA::$FLATTEN MAXIMA::GAMMA MAXIMA::OLDGCDCALL
+            MAXIMA::STRING*1 MAXIMA::MNLOG MAXIMA::CHEBYLI2
+            MAXIMA::FACTOROUT MAXIMA::LISTOVARS0 MAXIMA::RPOS
+            MAXIMA::UNTREE MAXIMA::FACTCOMBPLUS MAXIMA::SRRAT
+            MAXIMA::REMOVE-TRANSL-ARRAY-FUN-PROPS
+            MAXIMA::MACSYMA-UNTRACE MAXIMA::PUTODR
+            MAXIMA::LET-MACRO-GET-LAST-VAR MAXIMA::M2-EXP-TYPE-2-1
+            MAXIMA::MATCHECK MAXIMA::FNEWVAR MAXIMA::POISSINE
+            MAXIMA::PDEGR GETOPT::IS-SHORT-OPTION MAXIMA::UNKNOWN
+            MAXIMA::MSYMBOLP MAXIMA::MENU MAXIMA::M2-LOG-EXP-2
+            MAXIMA::ARRFUNP MAXIMA::IPOLY1 MAXIMA::TESTT
+            MAXIMA::MAXIMA-RATIONALIZE MAXIMA::BIQUADRATICP
+            MAXIMA::NFORMAT MAXIMA::FACTOR1972 MAXIMA::M*S+C
+            MAXIMA::MMINUSP MAXIMA::CONSRULE MAXIMA::POWER-SET
+            MAXIMA::SER1 MAXIMA::SUBFUNSUBS MAXIMA::RAINV
+            MAXIMA::LAPDIFF MAXIMA::PRIMEP-PROB MAXIMA::NISINNERNULL
+            MAXIMA::SRDIS MAXIMA::TAYLOR-INFO MAXIMA::INTSET1
+            MAXIMA::GENEXPANDS MAXIMA::MFUNCTION1 MAXIMA::SP2TRIG
+            MAXIMA::RTC-GETINFO MAXIMA::ODDELM MAXIMA::M2-EXP-TYPE-10-1
+            MAXIMA::NEWVAR MAXIMA::$ADJOINT MAXIMA::INTEGERP2
+            MAXIMA::$CSIGN MAXIMA::$RATP MAXIMA::M2-EXP-TYPE-5-1
+            MAXIMA::RISPLIT-BESSEL-K-OR-Y MAXIMA::PREMTERM-ERR
+            MAXIMA::EXPONENTIATE MAXIMA::MAXIMA-BRANCH-ASIN
+            MAXIMA::ADJOIN-SING-DATUM MAXIMA::MARKP MAXIMA::ASKSIGN
+            MAXIMA::FULLSTRIP1 MAXIMA::PSEXPON-GCD MAXIMA::STURM
+            MAXIMA::BX**N+A MAXIMA::TSTACK-SLOT-SPECIAL
+            MAXIMA::$FULLSETIFY MAXIMA::HYP-NEGP-IN-L MAXIMA::RATDEGREE
+            MAXIMA::RATMIN MAXIMA::CFMAK MAXIMA::EXACTONLY
+            MAXIMA::TELLRATDISP MAXIMA::SIMPLE MAXIMA::UNMRK
+            MAXIMA::*KAR MAXIMA::SIMPNRT1 MAXIMA::%ESPECIAL
+            MAXIMA::UPRIMITIVE MAXIMA::SORTGREAT MAXIMA::DBVARP
+            MAXIMA::SPC1 MAXIMA::LMAINVAR MAXIMA::SIMPLIFY-LOG-OF-EXP
+            MAXIMA::ZERP BIGFLOAT::FP2SINGLE MAXIMA::LGCSIMPLEP
+            MAXIMA::MANIFESTLY-REAL-P MAXIMA::M2-EXP-TYPE-6
+            MAXIMA::SP1UNTREP MAXIMA::POISCOSINE MAXIMA::CONSTP
+            MAXIMA::ASKSIGN1 MAXIMA::$TAYLORINFO MAXIMA::SIGN-MEXPT
+            MAXIMA::TRP-MLEQP MAXIMA::INFR MAXIMA::SHOW-BREAK-POINT
+            MAXIMA::XAPPEND MAXIMA::TMMAXP MAXIMA::SIGN01
+            MAXIMA::RISCHLOGEPROG MAXIMA::GETSIGNL
+            MAXIMA::PARSE-CONDITION MAXIMA::REMLABELS
+            MAXIMA::DISREPLIST1 MAXIMA::ALIASLOOKUP MAXIMA::CHECKENCODE
+            MAXIMA::DEFC MAXIMA::MMACROEXPAND MAXIMA::DTRANSLATE
+            MAXIMA::$MAPATOM MAXIMA::NODEP
+            MAXIMA::ON-NEGATIVE-REAL-AXISP MAXIMA::$LISTP MAXIMA::IMODP
+            MAXIMA::LENGTH-ONE MAXIMA::HLINSOLVE MAXIMA::MMMINUSP
+            MAXIMA::POFX MAXIMA::M2-EXP-TYPE-8-1 MAXIMA::COMPSPLT2
+            MAXIMA::TRP-NOT MAXIMA::TMEVAL MAXIMA::PRINC*
+            MAXIMA::NEWGCDL MAXIMA::ORD-VECT1 MAXIMA::EXPLODEN
+            MAXIMA::$VERBIFY MAXIMA::MIDOUT MAXIMA::OPERATORP1
+            MAXIMA::$QUNIT MAXIMA::NONINTEGERP MAXIMA::ORDHACK
+            MAXIMA::FLIP MAXIMA::VFVP MAXIMA::MAKPROD1 MAXIMA::C*LOGS
+            MAXIMA::KDR MAXIMA::PLOT-TEMP-FILE MAXIMA::DENOM1
+            MAXIMA::FREEPAR MAXIMA::PCONTENTZ MAXIMA::MYPRINC
+            MAXIMA::SUBC-INTERNAL MAXIMA::TSBASE-COMB MAXIMA::CHEBYS12
+            MAXIMA::HASVAR MAXIMA::SUBST10 MAXIMA::TRIG1
+            MAXIMA::M2-B*X+A MAXIMA::MAXIMA-STRING
+            MAXIMA::M2-C*X^2+B*X+A MAXIMA::FUNGEN&ENV-FOR-MEVAL-AUX
+            MAXIMA::NNI MAXIMA::MARKS MAXIMA::TRIGFREE MAXIMA::COMPPI
+            MAXIMA::ABSARG1 MAXIMA::PS-LIM-INFP MAXIMA::NONEG
+            MAXIMA::GCDL MAXIMA::TDPOS MAXIMA::FORTSCAN
+            MAXIMA::SIMPLIM%TAN MAXIMA::APPARENTLY-INTEGER
+            MAXIMA::$GCFACTOR MAXIMA::TAYLOR_SIMPLIFY_RECURSE
+            MAXIMA::MNEGP MAXIMA::$MATRIXP MAXIMA::EVEN MAXIMA::LNEWVAR
+            MAXIMA::BFLOAT-EXPINTEGRAL-SHI MAXIMA::EVEN1
+            MAXIMA::PSCONST MAXIMA::GETUNHACK MAXIMA::TYOTBSP
+            MAXIMA::FREEVAR0 MAXIMA::ELABEL MAXIMA::NISLETSIMP
+            MAXIMA::FIXEDMATCHP MAXIMA::FMP1 MAXIMA::RATLIM
+            MAXIMA::FREE-LISP-VARS-M-TLAMBDA&ENV MAXIMA::RIDOFAB
+            MAXIMA::$IDENTITY MAXIMA::PFACTOR1 MAXIMA::CYCLOTOMIC
+            MAXIMA::ZP MAXIMA::TLIMP MAXIMA::RISPLIT-SN-CN-DN
+            MAXIMA::SIMPNCT-POWER MAXIMA::CONSTCOEF
+            MAXIMA::$LIST_MATRIX_ENTRIES MAXIMA::SINBIGFLOAT
+            MAXIMA::SEPARC MAXIMA::FACT5MOD MAXIMA::CONSSIZE
+            MAXIMA::CMARK MAXIMA::$LOAD MAXIMA::P1 MAXIMA::DATUM-LIM
+            MAXIMA::EXPINTEGRAL-SI MAXIMA::SQRT1-X^2
+            MAXIMA::GET-TEX-ENVIRONMENT MAXIMA::$TRANSPOSE MAXIMA::RDIS
+            MAXIMA::FANCYPAS MAXIMA::POLE-ERR MAXIMA::MAXCOEF
+            MAXIMA::BKPT-FORM MAXIMA::PNEXT1 MAXIMA::CLEAN-LIMIT-EXP
+            MAXIMA::MAXIMA-BRANCH-ACOS MAXIMA::HIDELIMA MAXIMA::TRIGRED
+            MAXIMA::DEFSTRUCT1 MAXIMA::LBP MAXIMA::LINOUT
+            MAXIMA::PRINCIP MAXIMA::NORM1 MAXIMA::OLDCONTENT
+            MAXIMA::M2-EXP-TYPE-9 MAXIMA::NUM1 MAXIMA::$SCALARP
+            MAXIMA::MULL MAXIMA::ASK-INTEGERP MAXIMA::PGATH1
+            MAXIMA::TSTACK-SLOT-VAL-MODES MAXIMA::CFEVAL
+            MAXIMA::F1P137TEST MAXIMA::RISCHLOGPOLY
+            MAXIMA::%I-OUT-OF-DENOM MAXIMA::DECL-REALP MAXIMA::FANCYPAC
+            MAXIMA::DSKRAT MAXIMA::ADDLABEL MAXIMA::ADDMLIST
+            MAXIMA::SUMI MAXIMA::TRP-MNOT MAXIMA::AIRY-AI-COMPLEX
+            MAXIMA::%TO$ MAXIMA::RATINVERT MAXIMA::PMOD MAXIMA::$OP
+            MAXIMA::ISUM MAXIMA::GOOD-FORM MAXIMA::RATBIGFLOAT
+            MAXIMA::EXPPOLY MAXIMA::POSEVEN MAXIMA::FACTORIAL
+            MAXIMA::CPTIMESX MAXIMA::ZEROEQUIV2 MAXIMA::SUBFUNARGS
+            MAXIMA::SPLITSUM MAXIMA::M2-CHEBYFORM
+            MAXIMA::MARRAY-TYPE-UNKNOWN MAXIMA::ALGORD
+            MAXIMA::MUNFORMAT MAXIMA::TRIANG MAXIMA::PSPLIT-FIELD1
+            MAXIMA::ADD-UP-DEG MAXIMA::LIM-ABS MAXIMA::WTPTIMES3
+            MAXIMA::MACSYMA-FSYMEVAL-SUB MAXIMA::SCALARCLASS-LIST
+            MAXIMA::CFNROOT MAXIMA::RISCHFPROG MAXIMA::NUMER
+            MAXIMA::FORM-MRAT MAXIMA::SIMPLE-TRIG-ARG MAXIMA::SOLVELIN
+            MAXIMA::SIMPLIM%ATAN MAXIMA::OLDREP
+            MAXIMA::TRY-FLOAT-COMPUTATION MAXIMA::PROPERTIES
+            MAXIMA::LOGNXP MAXIMA::FACTCOMB1 MAXIMA::KAAR MAXIMA::FINDP
+            MAXIMA::NFORMAT-CHECK MAXIMA::MAKELABEL MAXIMA::FIXFLOAT
+            MAXIMA::FIXEXPAND MAXIMA::ERECIP MAXIMA::FINDINGK
+            MAXIMA::P*PIN%EX MAXIMA::FPART MAXIMA::$INVERT
+            CL-INFO::PRINT-PROMPT MAXIMA::EVOD-MEXPT MAXIMA::PMAKE
+            MAXIMA::ADISPLINE MAXIMA::MYCABS MAXIMA::FACTORLOGS
+            MAXIMA::MUNBIND MAXIMA::FINDSIGNOFTHEIRPRODUCT
+            MAXIMA::BF-CPOLY-ERR MAXIMA::HYP-INTEGERP
+            MAXIMA::$SHOWRATVARS MAXIMA::M2-EXP-TYPE-4-1 MAXIMA::MAKRAT
+            MAXIMA::RBP MAXIMA::LCPRODL MAXIMA::PSPLIT-FIELD
+            MAXIMA::SOLVECUBIC MAXIMA::POISINT4 MAXIMA::PFACTOR
+            MAXIMA::FACTORNUMBER MAXIMA::TRACE-FSYMEVAL MAXIMA::PMONZ
+            MAXIMA::PSFIND-S1 MAXIMA::RAT-NO-RATFAC MAXIMA::FORM-MTIMES
+            MAXIMA::PARP MAXIMA::TESTP MAXIMA::GETOP
+            MAXIMA::FINDPOWERS1 MAXIMA::TMREARRAY MAXIMA::READLIST
+            MAXIMA::RATFIX MAXIMA::NISNUMBERPICKER
             MAXIMA::PARSE-TAY-ARGS1 MAXIMA::DEFS
             MAXIMA::SETUP-MULTIVAR-DISREP MAXIMA::GET-RANGE MAXIMA::PQR
             MAXIMA::GETVALUE MAXIMA::PRIMEP MAXIMA::SIN-SQ-COS-SQ-SUB
-            MAXIMA::$FULL_LISTIFY MT19937:RANDOM-STATE-P
-            MAXIMA::FPFORMAT MAXIMA::TEX-RBP MAXIMA::FPASINH
-            MAXIMA::RCONTENT MAXIMA::TRANSLATE MAXIMA::RATNUMP
-            MAXIMA::VARSORT MAXIMA::DELETMULT MAXIMA::NUMNEEDSPAREN
-            MAXIMA::INTERSECT-TESTS MAXIMA::POISNEGPRED
-            MAXIMA::FIXINTGREAT MT19937:RANDOM-CHUNK
-            MAXIMA::PS-INVERT-VAR MAXIMA::TC-STATE-MULTIPLY-TABLE
-            MAXIMA::LIST-OF-MLISTS MAXIMA::CONTSORT MAXIMA::LI3SIMP
-            MAXIMA::PMINUS MAXIMA::EXTRACTVARS MAXIMA::STRSYM
-            MAXIMA::PSP2FOLDSUM MAXIMA::HASPAR MAXIMA::SUBGEN
-            MAXIMA::INFSIMP MAXIMA::FRAC MAXIMA::DCON MAXIMA::FIXUPREST
-            MAXIMA::ALGSYS1 MAXIMA::JOINVARLIST MAXIMA::MGEN2
-            MAXIMA::CONJUGATE-MEXPT MAXIMA::ORDERPOINTER MAXIMA::LAPLOG
-            MAXIMA::STURMOUT MAXIMA::RETLIST-AUX MAXIMA::FACT5
-            MAXIMA::NONZERP MAXIMA::PRINT-MODULE MAXIMA::PTERMCONT
-            MAXIMA::$CARDINALITY MAXIMA::RATDENOMINATOR
-            MAXIMA::%E-RIGHT-PLACEP MAXIMA::FINDLEASTVAR
-            MAXIMA::START-GNUPLOT-PROCESS MAXIMA::PSFLOAT
-            MAXIMA::MQAPPLYP MAXIMA::M2-RATROOTFORM MAXIMA::KNOWN-PS
-            MAXIMA::MBAGP MAXIMA::UNTREE1 MAXIMA::$PATHNAME_DIRECTORY
-            MAXIMA::DEFSTRUCT-TRANSLATE MAXIMA::*FPEXP BIGFLOAT::INTOFP
-            MAXIMA::NON0RAND MAXIMA::FACTOR-LIST MAXIMA::ILT3
-            MAXIMA::PATCH-UP-MEVAL-IN-FSET MAXIMA::CHECK-LIST-PLOT3D
-            MAXIMA::PIP MAXIMA::DOUBLE-FACTORIAL
-            MAXIMA::PROC-$TELLSIMPAFTER MAXIMA::OPFORMAT
-            MAXIMA::TRD-MSYMEVAL-AUX MAXIMA::IS MAXIMA::GFSPLIT
-            MAXIMA::MANIFESTLY-PURE-IMAGINARY-P MAXIMA::LEADTERM
-            MAXIMA::$DIRECTORY MAXIMA::PDIS* MAXIMA::LIMINV
-            MAXIMA::AIRY-DBI-COMPLEX MAXIMA::COMPLEXITY MAXIMA::S+C
-            MAXIMA::PCONTENT MAXIMA::OPTIM MAXIMA::$ARGS
-            MAXIMA::SORTED-REMOVE-DUPLICATES MAXIMA::LOG-GAMMA-LANCZOS
-            MAXIMA::LIM-ZEROP MAXIMA::FPINTPART MAXIMA::ISGEO
-            MAXIMA::LNEWVAR1 INTL::DOMAIN-ENTRY-P MAXIMA::TRIG2
-            MAXIMA::MSEEMINGLY-UNBOUND MAXIMA::ADSUM MAXIMA::SNUMDEN
-            MAXIMA::NUMDEN* MAXIMA::MONOM->FACL MAXIMA::NMTERMS
-            MAXIMA::TLIST-MERGE MAXIMA::SPECIALP MAXIMA::LAPERF
-            MAXIMA::OF-FORM-A*F^N+B MAXIMA::FPMINUS
-            MAXIMA::PFACTORQUAD MAXIMA::MCX MAXIMA::FLOATFACT
-            MAXIMA::KNOWNFACTORS MAXIMA::M2-EXP-TYPE-6-1
-            MAXIMA::TEX-TRY-SYM MAXIMA::PDISREP+ MAXIMA::COMEXP
-            MAXIMA::FPRATION1 MAXIMA::MAXIMA-BRANCH-ATANH
-            MAXIMA::ZERO-LIM MAXIMA::$CFDISREP MAXIMA::$PERMUTATIONS
-            MAXIMA::DISP2 MAXIMA::PARSE-$DO MAXIMA::APROG
-            MAXIMA::ORDER-VARS-BY-STRENGTH MAXIMA::PDEGREER
-            MAXIMA::TAYLOR3 MAXIMA::LIN-MEXPT MAXIMA::UDM-ERR
-            MAXIMA::NEWREP MAXIMA::MAXIMA-UNDECLARED-ARRAYP
-            MAXIMA::DISTREXPANDROOT MAXIMA::MIDPNT MAXIMA::UNQUOTE
-            MAXIMA::POISENCODE MAXIMA::RISCH-CONSTP
-            MAXIMA::EXTENDED-NUMBER-P MAXIMA::$NEWCONTEXT
-            MAXIMA::LOGQUAD MAXIMA::TEXNUMFORMAT MAXIMA::OP-SETUP
-            MAXIMA::TRACE-PRINT MAXIMA::TIMEORG MAXIMA::PMODROOT1
-            MAXIMA::FACTORSUM2 MAXIMA::LEADARG MAXIMA::MGENARRAY-AREF
-            MAXIMA::RESTORE-FACTS MAXIMA::SIGN-MABS MAXIMA::FORM-MEXPT
-            MAXIMA::RALGP MAXIMA::NEGINP MAXIMA::DECL-COMPLEXP
-            MAXIMA::SIGN-SHIFT MAXIMA::SINNX MAXIMA::NEG-MONOM?
-            MAXIMA::$CARG MAXIMA::TBOUND-FREE-VARS MAXIMA::CFEXPAND
-            MAXIMA::OPT-HASH MAXIMA::$POISSQUARE
-            MAXIMA::OPTIMIZE-PRINT-INST MAXIMA::NEGP MAXIMA::PRODNUMDEN
-            MAXIMA::TRP-MNOTEQUAL MAXIMA::RATALGDENOM MAXIMA::LISTOVARS
-            MAXIMA::TR-CLASS MAXIMA::PMODROOT MAXIMA::GET-LISP-FUN-TYPE
-            MAXIMA::MAKE-LINSOLS MAXIMA::FACTOR72 MAXIMA::DET
-            MAXIMA::NISNEWLIST MAXIMA::POISCDECODE MAXIMA::ARRAYDIMS
-            MAXIMA::FXSHFT-SL MAXIMA::KEY-VAR-POW MAXIMA::$UNTRACE_IT
-            MAXIMA::TSEXPT-RED MAXIMA::SIMPNCT-CONSTANTP
-            MAXIMA::$INTOPOIS MAXIMA::EZEROP
-            MAXIMA::EXPINTEGRAL_CHI-TO-HYPERGEOMETRIC MAXIMA::IS-MAND
-            MAXIMA::SKR MAXIMA::SRBINEXPND MAXIMA::EMIT-DEFUN
-            MAXIMA::CPBERL MAXIMA::DECODE MAXIMA::POS-NEG-P
-            MAXIMA::SIMPLIMPLUS MAXIMA::MOPSTRINGNAM
-            MAXIMA::POISSUBSTCO1 MAXIMA::CFRATSIMP MAXIMA::$TRUNC
-            MAXIMA::SPC2 MAXIMA::LIM-MINUS MAXIMA::RISPLIT-NOUN
-            MAXIMA::POISDIF4 MAXIMA::*RED1 MAXIMA::MINMAXP
-            MAXIMA::TREEDET MAXIMA::PARSE-PREFIX MAXIMA::INFSIMP*
-            MAXIMA::CFSQRT MAXIMA::OPMEXPT MAXIMA::FACTORALG
-            MAXIMA::D*U MAXIMA::LI3NUMER MAXIMA::LINE-INFO-FILE
-            MAXIMA::DATUM MAXIMA::SQRTINVOLVE MAXIMA::PARSE-TAY-ARGS2
-            MAXIMA::PFACTORANY MAXIMA::CHECK1 MAXIMA::BKPT-FUNCTION
-            MAXIMA::D-PRODSIGN MAXIMA::POLYFORM MAXIMA::SP3FORM1
-            MAXIMA::LISTOVARSL MAXIMA::MEXPTP MAXIMA::PDISREP*CHK
-            MAXIMA::TR-NOSIMPP MAXIMA::TSLOG MAXIMA::LISTGCD
-            MAXIMA::TC-STATE-P MAXIMA::CHEBYLI3 MAXIMA::PORDER
-            MAXIMA::PROC-$MATCHDECLARE MAXIMA::PUTONLOGLIST
-            MAXIMA::PSP2FORMP MAXIMA::HASHER MAXIMA::MULTFACT
-            MAXIMA::EQUAL-FACTS-SIMP MAXIMA::PSEXPT-FN2
-            MAXIMA::LENIENT-EXTENDED-REALP MAXIMA::SPC7
-            MAXIMA::$ROTATE_LIST MAXIMA::ERFTF MAXIMA::LOGCONCOEFFP
-            MAXIMA::IMPLIED-QUOTEP MAXIMA::LIN-MPLUS
-            MAXIMA::QUOTED-SYMBOLP MAXIMA::LOFACTORS MAXIMA::GETALIAS
-            MAXIMA::|:SPREAD| MAXIMA::BF-NOSHFT-SL MAXIMA::CFACTORW
-            MAXIMA::TVAR-LIM MAXIMA::SIMPLIMTIMES MAXIMA::ROT*
-            MAXIMA::PARTITION-PRODUCT MAXIMA::MSPECFUNP
-            MAXIMA::MRECORD-KILL MAXIMA::ONEP MAXIMA::COMBINEY
-            MAXIMA::FORM-MPLUS MAXIMA::COLLAPSE MAXIMA::REMSIMP
-            MAXIMA::MARRAY-TYPE MAXIMA::GOODFORM MAXIMA::TRIG-SUBST-P
-            MAXIMA::POLYST MAXIMA::MAKSTRING MAXIMA::UNDEFINE-SYMBOL
-            MAXIMA::REMRULE MAXIMA::SRCONVERT1 MAXIMA::RDIS*
-            MAXIMA::PCOEFVEC MAXIMA::ONEP1
-            MAXIMA::OFF-NEGATIVE-REAL-AXISP MAXIMA::$LISTARRAY
-            MAXIMA::NISEXTRACT MAXIMA::1P MAXIMA::OPTRIG
-            CL-INFO::DISPLAY-ITEMS MAXIMA::RGET
-            MAXIMA::GET-LARGE-FACTORS MAXIMA::MAPCAR-EVAL
-            MAXIMA::FINDINT MAXIMA::PIRREDP MAXIMA::GENSYM-READABLE
-            MAXIMA::AUGMULT MAXIMA::$LENGTH MAXIMA::MEXPLODEN
-            MAXIMA::D-INTEGRALSIGN MAXIMA::INSERT-BREAK-POINT
-            MAXIMA::PZEROP MAXIMA::ISTRENGTH MAXIMA::FLOAT-NAN-P
-            INTL::FIND-ENCODING MAXIMA::OSCIP MAXIMA::ADJOIN-PVAR
-            MAXIMA::PSMINUS-TERMS MAXIMA::PSLOG MAXIMA::UPS
-            MAXIMA::BAD-VAR-WARN MAXIMA::DISPATOMGRADS MAXIMA::BBSORT1
-            MAXIMA::I-$DEPENDENCIES MAXIMA::BFLOAT-EXPINTEGRAL-CI
-            MAXIMA::NMR MAXIMA::RAT1 MAXIMA::MEMQARGS
-            MAXIMA::REMPROPCHK MAXIMA::GEN-TR-LAMBDA
-            MAXIMA::MACSYMA-UNTIMER MAXIMA::MAXCOEF1 MAXIMA::2PISTRIP
-            MAXIMA::CNTP MAXIMA::NEWVAR3 MAXIMA::M2-EXP-TYPE-7-1
-            MAXIMA::FPSINH MAXIMA::ALGSYS MAXIMA::RATION1
-            MAXIMA::FPZEROP INTL::READ-BELONG MAXIMA::D-SUMSIGN
-            MAXIMA::UPPERHALF CL-INFO::INFO-INEXACT MAXIMA::NEWPRIME
-            MAXIMA::TR-LISP->LISP-FUN MAXIMA::CHECK MAXIMA::LINEARIZE
-            MAXIMA::PSLOG3 MAXIMA::FASTCONT MAXIMA::MARGS MAXIMA::IND
-            MAXIMA::BX**N MAXIMA::ATOMSON MAXIMA::TEXSYM MAXIMA::NUMP
-            MAXIMA::PACOEFP MAXIMA::PREPFLOAT MAXIMA::COMPSPLT1
-            MAXIMA::$TEXEND MAXIMA::$RATNUMP MAXIMA::LINEAR-DISPLA
-            MAXIMA::BIGFLOAT2RAT MAXIMA::MEVALARGS
-            MAXIMA::TSTACK-SLOT-MODE MAXIMA::LINE-INFO-LINE
-            MAXIMA::FACTXN+1 MAXIMA::INVERTBIGFLOAT MAXIMA::TEX-DABBREV
-            MAXIMA::VARIABLE-P MAXIMA::RISCHFORM MAXIMA::FXSHFR-SL
-            CL-INFO::READ-INFO-TEXT MAXIMA::MAKE-LONG-LIST
-            MAXIMA::FLOAT-OR-LOSE MAXIMA::TSTIMES-L-MULT
-            MAXIMA::READ-COMMAND-TOKEN MAXIMA::$SQFR MAXIMA::FLOATTOFP
-            MAXIMA::INFCOUNT MAXIMA::LIMUNKNOWN1 MAXIMA::IND2
-            MAXIMA::M2-EXP-TYPE-3 MAXIMA::MINLIST MAXIMA::CREATSYM
-            MAXIMA::ALLATOMS MAXIMA::PSDISEXPAND MAXIMA::ADD-POINT
-            MAXIMA::SUBFUNSUBS MAXIMA::PRIMEP-PROB MAXIMA::TAYLOR-INFO
-            MAXIMA::GENEXPANDS MAXIMA::SP2TRIG MAXIMA::ODDELM
-            MAXIMA::NEWVAR MAXIMA::INTEGERP2 MAXIMA::$RATP
-            MAXIMA::RISPLIT-BESSEL-K-OR-Y MAXIMA::EXPONENTIATE
-            MAXIMA::ADJOIN-SING-DATUM MAXIMA::ASKSIGN
-            MAXIMA::PSEXPON-GCD MAXIMA::BX**N+A MAXIMA::$FULLSETIFY
-            MAXIMA::RATDEGREE MAXIMA::CFMAK MAXIMA::TELLRATDISP
-            MAXIMA::UNMRK MAXIMA::SIMPNRT1 MAXIMA::UPRIMITIVE
-            MAXIMA::DBVARP MAXIMA::LMAINVAR BIGFLOAT::FP2SINGLE
-            MAXIMA::M2-EXP-TYPE-6 MAXIMA::CONSTP MAXIMA::SIGN-MEXPT
-            MAXIMA::SHOW-BREAK-POINT MAXIMA::SIGN01
-            MAXIMA::PARSE-CONDITION MAXIMA::ALIASLOOKUP
-            MAXIMA::MMACROEXPAND MAXIMA::NODEP MAXIMA::IMODP
-            MAXIMA::MMMINUSP MAXIMA::COMPSPLT2 MAXIMA::PRINC*
-            MAXIMA::EXPLODEN MAXIMA::OPERATORP1 MAXIMA::ORDHACK
-            MAXIMA::MAKPROD1 MAXIMA::PLOT-TEMP-FILE MAXIMA::PCONTENTZ
-            MAXIMA::TSBASE-COMB MAXIMA::SUBST10 MAXIMA::MAXIMA-STRING
-            MAXIMA::NNI MAXIMA::COMPPI MAXIMA::NONEG MAXIMA::FORTSCAN
-            MAXIMA::$GCFACTOR MAXIMA::$MATRIXP MAXIMA::LNEWVAR
-            MAXIMA::EVEN1 MAXIMA::GETUNHACK MAXIMA::FREEVAR0
-            MAXIMA::NISLETSIMP MAXIMA::FMP1
-            MAXIMA::FREE-LISP-VARS-M-TLAMBDA&ENV MAXIMA::$IDENTITY)) 
-(PROCLAIM
-    '(FTYPE (FUNCTION (T *) *) BIGFLOAT-IMPL:- BIGFLOAT-IMPL:/
-            BIGFLOAT-IMPL:LOG BIGFLOAT-IMPL:ATAN BIGFLOAT-IMPL:COMPLEX
-            BIGFLOAT-IMPL:BIGFLOAT BIGFLOAT::%TO
+            MAXIMA::$FULL_LISTIFY MAXIMA::FPFORMAT MAXIMA::TEX-RBP
+            MAXIMA::FPASINH MAXIMA::RCONTENT MAXIMA::TRANSLATE
+            MAXIMA::RATNUMP MAXIMA::VARSORT MAXIMA::DELETMULT
+            MAXIMA::NUMNEEDSPAREN MAXIMA::INTERSECT-TESTS
+            COMMAND-LINE:LIST-CL-OPTIONS MAXIMA::POISNEGPRED
+            MAXIMA::FIXINTGREAT COMMAND-LINE::CL-OPTION-P
+            MAXIMA::TOTIENT-FROM-FACTORS MAXIMA::TOTIENT-WITH-FACTORS
+            COMMAND-LINE::CL-OPTION-NAMES
+            COMMAND-LINE::CL-OPTION-ARGUMENT MAXIMA::PS-INVERT-VAR
+            COMMAND-LINE::CL-OPTION-ACTION
+            COMMAND-LINE::CL-OPTION-HELP-STRING
+            MAXIMA::TC-STATE-MULTIPLY-TABLE MAXIMA::LIST-OF-MLISTS
+            MAXIMA::CONTSORT MAXIMA::LI3SIMP MAXIMA::PMINUS
+            MAXIMA::EXTRACTVARS MAXIMA::CYCLIC-P
+            MAXIMA::MAXIMA-CONSTANTP MAXIMA::PDERIVATIVE2
+            MAXIMA::TWOARGCHECK MAXIMA::INTEGER-REPRESENTATION-P
+            MAXIMA::$DEBUGMODE MAXIMA::$PRINTFILE MAXIMA::PLYGAM-ORD
+            MAXIMA::DECIMALSIN)) 
+(PROCLAIM
+    '(FTYPE (FUNCTION (T *) *) BIGFLOAT-IMPL:COMPLEX
+            BIGFLOAT-IMPL:BIGFLOAT MAXIMA-NREGEX::REGEX-QUOTED
+            MAXIMA::$GF_LOG BIGFLOAT-IMPL:- BIGFLOAT-IMPL:/
+            BIGFLOAT-IMPL:LOG BIGFLOAT-IMPL:ATAN BIGFLOAT::%TO
             MAXIMA::APPLICATION-OPERATOR MAXIMA::$BATCH
             MAXIMA::$CONTENT MAXIMA::MAXIMA-DISPLAY
             MAXIMA::MAXIMA-DRAW-FORM MAXIMA::MCALL MAXIMA::$POLYMOD
@@ -1973,29 +2029,73 @@
             MAXIMA::COMPLEX-NUMBER-P MAXIMA::START-CLIENT
             MAXIMA::$BF_FIND_ROOT MAXIMA::$TRIGREDUCE
             MAXIMA::BIG-FLOAT-ACOS MAXIMA::BIG-FLOAT-ASIN
-            MAXIMA::$HORNER MAXIMA-NREGEX::REGEX-QUOTED)) 
+            MAXIMA::$HORNER)) 
+(PROCLAIM '(FTYPE (FUNCTION (FIXNUM T FIXNUM) T) MAXIMA::CPTOMF)) 
+(PROCLAIM '(FTYPE (FUNCTION (T FIXNUM T T) T) MAXIMA::MINORL)) 
 (PROCLAIM
     '(FTYPE (FUNCTION (T (VECTOR T)) T) MAXIMA::WALK-GET-LINEINFO)) 
-(PROCLAIM '(FTYPE (FUNCTION (T FIXNUM T T) T) MAXIMA::MINORL)) 
-(PROCLAIM '(FTYPE (FUNCTION (FIXNUM T FIXNUM) T) MAXIMA::CPTOMF)) 
 (PROCLAIM
     '(FTYPE (FUNCTION (T T T) (VALUES T T T))
             BIGFLOAT::|(PCL::FAST-METHOD DECODE-FLOAT (LISP:FLOAT))|
             BIGFLOAT::|(PCL::FAST-METHOD INTEGER-DECODE-FLOAT (LISP:FLOAT))|)) 
 (PROCLAIM
-    '(FTYPE (FUNCTION (T T) *) MAXIMA::LOAD-FUNCTION MAXIMA::COS^N
-            MAXIMA::LOGARC MAXIMA::LPR MAXIMA::LT-BESSEL_K0
-            MAXIMA::LT-LOG MAXIMA::LT1E MAXIMA::LT1ERF
-            MAXIMA::LT1KELLIPTIC MAXIMA::LT1LOG MAXIMA::ANTISYM
-            MAXIMA::APPEARS-IN MAXIMA::APPLY2 MAXIMA::RATEXAND1
-            MAXIMA::RATFACT MAXIMA::RDDEG MAXIMA::DIMENSION-ATOM
+    '(FTYPE (FUNCTION (T T) *) MAXIMA::MULTL MAXIMA::SIMPLIM%ERF-%TANH
+            MAXIMA::MXPLUSC MAXIMA::NARY1 MAXIMA::NCMUL2 MAXIMA::NCMULN
+            MAXIMA::NCPOWER MAXIMA::SIMPLIMSCH
+            MAXIMA::SIMPNCT-ANTISYM-CHECK MAXIMA::SIMPNCT-MERGE-FACTORS
+            MAXIMA::SIMPNCT-MERGE-PRODUCT MAXIMA::SIMPNRT
+            MAXIMA::FPEXPT MAXIMA::SIMPR2F1 MAXIMA::SINH^N
+            MAXIMA::SINSP MAXIMA::SIN^N MAXIMA::FPSIN
+            MAXIMA::$DISJOINTP MAXIMA::UTPJAC MAXIMA::$ELEMENTP
+            MAXIMA::VARINVERT MAXIMA::$ELLIPTIC_E MAXIMA::$ELLIPTIC_EU
+            MAXIMA::$ELLIPTIC_F MAXIMA::$EQUIV_CLASSES MAXIMA::SP1ATRIG
+            MAXIMA::SP1ATRIG2 MAXIMA::SP1EXPT MAXIMA::$ERF_GENERALIZED
+            MAXIMA::WLINEARPOLY BIGFLOAT-IMPL:COERCE BIGFLOAT:LENTZ
+            MAXIMA::LOAD-FUNCTION MAXIMA::COS^N MAXIMA::STRONGER-VARS?
+            MAXIMA::LOGARC MAXIMA::$STRUVE_H MAXIMA::LPR
+            MAXIMA::$STRUVE_L MAXIMA::LT-BESSEL_K0 MAXIMA::LT-LOG
+            MAXIMA::LT1E MAXIMA::LT1ERF MAXIMA::LT1KELLIPTIC
+            MAXIMA::LT1LOG MAXIMA::ANTISYM MAXIMA::APPEARS-IN
+            MAXIMA::APPLY2 MAXIMA::RATEXAND1 MAXIMA::RATFACT
+            MAXIMA::RDDEG MAXIMA::DIMENSION-ATOM MAXIMA::GF-DIVIDE
+            MAXIMA::NRTHK MAXIMA::SP1SINTCOS MAXIMA::NRTHK1
+            MAXIMA::NRTHK2 MAXIMA::FUNCER MAXIMA::$EXPINTEGRAL_E
+            MAXIMA::XMAXIMA-CURVE-STYLE MAXIMA::NUMERSET MAXIMA::SP2SUB
+            MAXIMA::GAMMAGREEK MAXIMA::GAMMAINCOMPLETETW MAXIMA::YTJ
+            MAXIMA::GAMMA_INCOMPLETE-TO-GAMMAGREEK MAXIMA::SPANGSIDE
+            MAXIMA::ODD-FUNCTION-REFLECT MAXIMA::GCPOWER MAXIMA::ODDFUN
+            MAXIMA::COMDENOM MAXIMA::GENATAN MAXIMA::$GAMMA_INCOMPLETE
+            MAXIMA::$GAMMA_INCOMPLETE_REGULARIZED MAXIMA::COMMUTATIVE1
+            MAXIMA::GET-CONST-OR-INT-TERMS MAXIMA::COMPLEX-ACOS
+            MAXIMA::COMPLEX-ASIN MAXIMA::COMPLEX-ASINH
+            MAXIMA::COMPLEX-ATANH
+            MAXIMA::COMPLEX-BFLOAT-GAMMA-INCOMPLETE MAXIMA::OPER-APPLY
+            MAXIMA::SRATEXPND MAXIMA::COMPLEX-LOG MAXIMA::COMPLEX-SQRT
+            MAXIMA::COMPLEX-TANH MAXIMA::CONSTMX MAXIMA::SUB
+            MAXIMA::SUB* MAXIMA::$SUBSETP MAXIMA::HACKIT
+            MAXIMA::HALFANGLEAUX-FACTOR MAXIMA::SUBIN MAXIMA::PATAN
+            MAXIMA::HERMITE-TO-HYPERGEOMETRIC MAXIMA::ZTO%PI2
+            MAXIMA::SUBSUM MAXIMA::ZTOINF GETOPT::DECOMPOSE-ARG
+            MAXIMA::|''MAKE-FUN| MAXIMA::SUMTIMES MAXIMA::SUMULTIN
+            MAXIMA::%$ETEST MAXIMA::HYPREDINCGM MAXIMA::TAYLIM
+            MAXIMA::TAYLORIZE MAXIMA::1F1POLYS MAXIMA::2F0POLYS
+            MAXIMA::PFET1 MAXIMA::TCHEBYPOL MAXIMA::INTBYTERM
+            MAXIMA::TESTDIVIDE MAXIMA::INTE
+            MAXIMA::INTEGRATE-EXP-SPECIAL MAXIMA::TEX-FORMS
+            MAXIMA::INTEGRATE5 MAXIMA::INTEGRATOR MAXIMA::BESSEL-J
+            MAXIMA::PLSK MAXIMA::BESSEL-K
+            MAXIMA::BESSEL-NUMERICAL-EVAL-P MAXIMA::INIT-LAMBERT-W-K
+            MAXIMA::INTERSECT-INFO MAXIMA::BESSEL-Y MAXIMA::BESTRIG
+            MAXIMA::INTIR MAXIMA::INTIR-REF MAXIMA::INTIR1
+            INTL:READ-TRANSLATABLE-STRING
+            BIGFLOAT::BFLOAT-INIT-LAMBERT-W-K
+            MAXIMA::$GENERALIZED_LAMBERT_W MAXIMA::%GAMMA-INCOMPLETE
             MAXIMA::RECUR-APPLY MAXIMA::DINTLOG MAXIMA::DINTRAD0
             MAXIMA::DISPATCH-SPEC-SIMP MAXIMA::DISPLAF
             MAXIMA::REMARRELEM INTL::READ-COMMENT MAXIMA::DIV*
             MAXIMA::$ALGSYS MAXIMA::$APPLY MAXIMA::$ARRAYAPPLY
             MAXIMA::$AT MAXIMA::RESM1 MAXIMA::$BESSEL_I
-            MAXIMA::$BESSEL_J MAXIMA::$BESSEL_K
-            INTL:READ-TRANSLATABLE-STRING MAXIMA::$BESSEL_Y
+            MAXIMA::$BESSEL_J MAXIMA::$BESSEL_K MAXIMA::$BESSEL_Y
             MAXIMA::$BINOMIAL MAXIMA::$CARLSON_RC MAXIMA::RGCD
             MAXIMA::RHEUR MAXIMA::$CHARPOLY MAXIMA::RISCHINT
             MAXIMA::DTFORD MAXIMA::DTW MAXIMA::MAPPLY-TR
@@ -2016,62 +2116,13 @@
             MAXIMA::DIFFSUMPROD MAXIMA::BESSEL-Y-INTEGRAL-2
             MAXIMA::MORP MAXIMA::DIM-BIGFLOAT MAXIMA::ARRSTORE
             MAXIMA::DIM-MTEXT MAXIMA::BESSEL-K-INTEGRAL-2
-            MAXIMA::FANCYDIS MAXIMA::MSET MAXIMA::ASSIGN-CHECK
-            BIGFLOAT-IMPL:COERCE MAXIMA::MSETCHK MAXIMA::SIMP2F1
-            MAXIMA::SIMPCHECK MAXIMA::FINDPOWERS MAXIMA::SIMPG
-            MAXIMA::SIMPG-EXEC MAXIMA::SIMPKTF MAXIMA::MTOINF
-            MAXIMA::SIMPLIFYA MAXIMA::BATCH-INTERNAL MAXIMA::MUL2*
-            MAXIMA::MULN MAXIMA::MULT MAXIMA::SIMPLIM%ASIN-%ACOS
-            MAXIMA::SIMPLIM%ATANH MAXIMA::MULTIPLICATIVE
-            MAXIMA::BESSEL-I MAXIMA::MULTL MAXIMA::SIMPLIM%ERF-%TANH
-            MAXIMA::MXPLUSC MAXIMA::NARY1 MAXIMA::NCMUL2 MAXIMA::NCMULN
-            MAXIMA::NCPOWER MAXIMA::SIMPLIMSCH
-            MAXIMA::SIMPNCT-ANTISYM-CHECK MAXIMA::SIMPNCT-MERGE-FACTORS
-            MAXIMA::SIMPNCT-MERGE-PRODUCT MAXIMA::SIMPNRT
-            MAXIMA::FPEXPT MAXIMA::SIMPR2F1 MAXIMA::SINH^N
-            MAXIMA::SINSP MAXIMA::SIN^N MAXIMA::FPSIN
-            MAXIMA::$DISJOINTP MAXIMA::UTPJAC MAXIMA::$ELEMENTP
-            MAXIMA::VARINVERT MAXIMA::$ELLIPTIC_E MAXIMA::$ELLIPTIC_EU
-            MAXIMA::$ELLIPTIC_F MAXIMA::$EQUIV_CLASSES MAXIMA::SP1ATRIG
-            MAXIMA::SP1ATRIG2 MAXIMA::SP1EXPT MAXIMA::$ERF_GENERALIZED
-            MAXIMA::WLINEARPOLY MAXIMA::NRTHK MAXIMA::SP1SINTCOS
-            MAXIMA::NRTHK1 MAXIMA::NRTHK2 MAXIMA::FUNCER
-            MAXIMA::$EXPINTEGRAL_E MAXIMA::XMAXIMA-CURVE-STYLE
-            MAXIMA::NUMERSET MAXIMA::SP2SUB MAXIMA::GAMMAGREEK
-            MAXIMA::GAMMAINCOMPLETETW MAXIMA::YTJ
-            MAXIMA::GAMMA_INCOMPLETE-TO-GAMMAGREEK MAXIMA::SPANGSIDE
-            MAXIMA::ODD-FUNCTION-REFLECT MAXIMA::GCPOWER MAXIMA::ODDFUN
-            MAXIMA::COMDENOM MAXIMA::GENATAN MAXIMA::$GAMMA_INCOMPLETE
-            MAXIMA::$GAMMA_INCOMPLETE_REGULARIZED MAXIMA::COMMUTATIVE1
-            MAXIMA::GET-CONST-OR-INT-TERMS MAXIMA::COMPLEX-ACOS
-            MAXIMA::COMPLEX-ASIN MAXIMA::COMPLEX-ASINH
-            MAXIMA::COMPLEX-ATANH
-            MAXIMA::COMPLEX-BFLOAT-GAMMA-INCOMPLETE MAXIMA::OPER-APPLY
-            MAXIMA::SRATEXPND MAXIMA::COMPLEX-LOG MAXIMA::COMPLEX-SQRT
-            MAXIMA::COMPLEX-TANH MAXIMA::OUTATIVE MAXIMA::STIMEX
-            MAXIMA::GGR MAXIMA::GNUPLOT-CURVE-STYLE
-            MAXIMA::STRONGER-VARS? MAXIMA::$STRUVE_H MAXIMA::$STRUVE_L
-            MAXIMA::CONSTMX MAXIMA::SUB MAXIMA::SUB* MAXIMA::$SUBSETP
-            MAXIMA::HACKIT MAXIMA::HALFANGLEAUX-FACTOR MAXIMA::SUBIN
-            MAXIMA::PATAN MAXIMA::HERMITE-TO-HYPERGEOMETRIC
-            MAXIMA::ZTO%PI2 MAXIMA::SUBSUM MAXIMA::ZTOINF
-            GETOPT::DECOMPOSE-ARG MAXIMA::|''MAKE-FUN| MAXIMA::SUMTIMES
-            MAXIMA::SUMULTIN MAXIMA::%$ETEST MAXIMA::HYPREDINCGM
-            MAXIMA::TAYLIM MAXIMA::TAYLORIZE MAXIMA::1F1POLYS
-            MAXIMA::2F0POLYS MAXIMA::PFET1 MAXIMA::TCHEBYPOL
-            MAXIMA::INTBYTERM MAXIMA::TESTDIVIDE MAXIMA::INTE
-            MAXIMA::INTEGRATE-EXP-SPECIAL MAXIMA::TEX-FORMS
-            MAXIMA::INTEGRATE5 MAXIMA::INTEGRATOR MAXIMA::BESSEL-J
-            MAXIMA::PLSK MAXIMA::BESSEL-K
-            MAXIMA::BESSEL-NUMERICAL-EVAL-P MAXIMA::INTERSECT-INFO
-            MAXIMA::BESSEL-Y MAXIMA::BESTRIG MAXIMA::INTIR
-            MAXIMA::INTIR-REF MAXIMA::INTIR1 MAXIMA::INTIR2
-            MAXIMA::INTIR3 MAXIMA::INTIRFACTOROOT MAXIMA::PNTHROOTP
-            MAXIMA::POISCO* MAXIMA::POISCO+ MAXIMA::POISCODIF
-            MAXIMA::POISCOINTEG MAXIMA::INTSUM
-            MAXIMA::BFLOAT-GAMMA-INCOMPLETE MAXIMA::TIMESK
-            MAXIMA::BIG-FLOAT-EVAL MAXIMA::TIMEX MAXIMA::BINCOMP
-            MAXIMA::PORM MAXIMA::KC-ARG MAXIMA::POWER*
+            MAXIMA::OUTATIVE MAXIMA::STIMEX MAXIMA::GGR
+            MAXIMA::GNUPLOT-CURVE-STYLE MAXIMA::INTIR2 MAXIMA::INTIR3
+            MAXIMA::INTIRFACTOROOT MAXIMA::PNTHROOTP MAXIMA::POISCO*
+            MAXIMA::POISCO+ MAXIMA::POISCODIF MAXIMA::POISCOINTEG
+            MAXIMA::INTSUM MAXIMA::BFLOAT-GAMMA-INCOMPLETE
+            MAXIMA::TIMESK MAXIMA::BIG-FLOAT-EVAL MAXIMA::TIMEX
+            MAXIMA::BINCOMP MAXIMA::PORM MAXIMA::KC-ARG MAXIMA::POWER*
             MAXIMA::POWERLIST MAXIMA::BYGAMMA MAXIMA::BYLOG
             MAXIMA::POWERX MAXIMA::KTFORK MAXIMA::PQUOTIENTCHK-SAFE
             MAXIMA::KTI MAXIMA::TRACE-APPLY MAXIMA::LAPDELTA
@@ -2102,17 +2153,18 @@
             MAXIMA::$JACOBI_NS MAXIMA::$JACOBI_SC MAXIMA::$JACOBI_SD
             MAXIMA::$JACOBI_SN MAXIMA::UNITCIR MAXIMA::$LINSOLVE
             MAXIMA::ADD2* MAXIMA::ADDITIVE MAXIMA::$LOPOW MAXIMA::ADDMX
-            MAXIMA::COSH^N)) 
+            MAXIMA::COSH^N MAXIMA::FANCYDIS MAXIMA::MSET
+            MAXIMA::ASSIGN-CHECK MAXIMA::MSETCHK MAXIMA::SIMP2F1
+            MAXIMA::SIMPCHECK MAXIMA::FINDPOWERS MAXIMA::SIMPG
+            MAXIMA::SIMPG-EXEC MAXIMA::SIMPKTF MAXIMA::MTOINF
+            MAXIMA::SIMPLIFYA MAXIMA::BATCH-INTERNAL MAXIMA::MUL2*
+            MAXIMA::MULN MAXIMA::MULT MAXIMA::SIMPLIM%ASIN-%ACOS
+            MAXIMA::SIMPLIM%ATANH MAXIMA::MULTIPLICATIVE
+            MAXIMA::BESSEL-I)) 
 (PROCLAIM
-    '(FTYPE (FUNCTION (T *) T) MAXIMA::ABSARG
-            MAXIMA::LISPIFY-MAXIMA-KEYWORD-OPTIONS
-            MAXIMA::LISPM-REARRAY MAXIMA::LIST-VARIABLE-BINDINGS
-            MAXIMA::$LPART MAXIMA::$MAKE_ARRAY MAXIMA::$MULTTHRU
-            MAXIMA::$NARY MAXIMA::$NOFIX MAXIMA::$NROOTS
-            MAXIMA::CREATE-LIST1 MAXIMA::ALTER-PATHNAME
-            MAXIMA::REMALIAS MAXIMA::$ADDCOL MAXIMA::$ADDROW
-            MAXIMA::$ALGFAC MAXIMA::$ASKINTEGER MAXIMA::$BOX
-            MAXIMA::$COMPILE_FILE MAXIMA::RISCHNOUN
+    '(FTYPE (FUNCTION (T *) T) BIGFLOAT-IMPL:MAX BIGFLOAT-IMPL:MIN
+            BIGFLOAT-IMPL:TO BIGFLOAT-IMPL:MAYBE-TO MAXIMA::$GF_SET
+            MAXIMA::GF-DISREP MAXIMA::$COMPILE_FILE MAXIMA::RISCHNOUN
             MAXIMA::$CONTOUR_PLOT MAXIMA::CF-CONVERGENTS-P-Q
             MAXIMA::MAREF1 MAXIMA::CHECK-INTEGER-FACTS
             MAXIMA::$NUM_DISTINCT_PARTITIONS MAXIMA::$NUM_PARTITIONS
@@ -2126,299 +2178,39 @@
             MAXIMA::FPMIN MAXIMA::$DISPFORM MAXIMA::$DIVSUM
             MAXIMA::WARN-MEVAL MAXIMA::WARN-UNDECLARED MAXIMA::$EVERY
             MAXIMA::$FACTOR MAXIMA::$FACTOROUT MAXIMA::$FILE_SEARCH
-            MAXIMA::$FIND_ROOT MAXIMA::$FULLRATSIMP
+            MAXIMA::$FIND_ROOT MAXIMA::$FULLRATSIMP MAXIMA::$GF_P2L
             MAXIMA::$GET_PLOT_OPTION MAXIMA::GET-FREE-INDEX
             MAXIMA::OP-EQUALP MAXIMA::GET-PLOT-OPTION-STRING
             MAXIMA::OUTPUT-POINTS MAXIMA::COERCE-BFLOAT-FUN
             MAXIMA::$SETUP_AUTOLOAD MAXIMA::$SET_PARTITIONS
             MAXIMA::$SOLVE MAXIMA::$SOME MAXIMA::$SORT MAXIMA::$TAYLOR
             MAXIMA::$TMNEWDET MAXIMA::$TODD_COXETER MAXIMA::HEXPAND
-            MAXIMA::$TRANSLATE_FILE MAXIMA::HREDUCE MAXIMA::TEX1
-            MAXIMA::QUAD-CONTROL MAXIMA::$QUAD_CONTROL
+            MAXIMA::$TRANSLATE_FILE MAXIMA::$GF_N2L MAXIMA::HREDUCE
+            MAXIMA::TEX1 MAXIMA::QUAD-CONTROL MAXIMA::$QUAD_CONTROL
             MAXIMA::BIG-FLOAT-ASINH MAXIMA::BIG-FLOAT-ATANH
             MAXIMA::BIG-FLOAT-LOG MAXIMA::BIG-FLOAT-SINH
             MAXIMA::BIG-FLOAT-SQRT MAXIMA::BIG-FLOAT-TANH
             MAXIMA::POLYLOGP MAXIMA::BREAK-FUNCTION
             MAXIMA::BREAK-STEP-INTO MAXIMA::BREAK-STEP-NEXT
             MAXIMA::TR-FORMAT MAXIMA::TR-LAMBDA MAXIMA::TR-LOCAL-EXP
-            MAXIMA::TR-NARGS-CHECK MAXIMA::LAMBERT-W MAXIMA::$INFIX
+            MAXIMA::TR-NARGS-CHECK MAXIMA::$INFIX
             MAXIMA::$INTEGER_PARTITIONS MAXIMA::$INTERSECT
-            MAXIMA::$INTERSECTION MAXIMA::LIMIT-LIST BIGFLOAT-IMPL:=
-            BIGFLOAT-IMPL:/= MAXIMA-NREGEX:REGEX-COMPILE
-            BIGFLOAT-IMPL:MAX BIGFLOAT-IMPL:MIN BIGFLOAT-IMPL:TO
-            BIGFLOAT-IMPL:MAYBE-TO MT19937:RANDOM)) 
+            MAXIMA::$INTERSECTION MAXIMA::$GF_IRR_P MAXIMA::LIMIT-LIST
+            MT19937:RANDOM MAXIMA::$GF_FACTOR BIGFLOAT-IMPL:=
+            BIGFLOAT-IMPL:/= MAXIMA::ABSARG
+            MAXIMA::LISPIFY-MAXIMA-KEYWORD-OPTIONS
+            MAXIMA::LISPM-REARRAY MAXIMA::LIST-VARIABLE-BINDINGS
+            MAXIMA::$LPART MAXIMA::$MAKE_ARRAY MAXIMA::$MULTTHRU
+            MAXIMA::$NARY MAXIMA::$NOFIX MAXIMA::$NROOTS
+            MAXIMA::CREATE-LIST1 MAXIMA::ALTER-PATHNAME
+            MAXIMA::REMALIAS MAXIMA::$ADDCOL MAXIMA::$ADDROW
+            MAXIMA::$ALGFAC MAXIMA::$ASKINTEGER MAXIMA::$BOX
+            MAXIMA-NREGEX:REGEX-COMPILE MAXIMA::$ZN_PRIMROOT)) 
 (PROCLAIM '(FTYPE (FUNCTION (INTEGER INTEGER) T) MAXIMA::PPEXPO)) 
+(PROCLAIM '(FTYPE (FUNCTION (STRING T) T) INTL::DOMAIN-LOOKUP)) 
 (PROCLAIM
-    '(FTYPE (FUNCTION (STRING T) T) MAXIMA::GRAB-LINE-NUMBER
-            INTL::DOMAIN-LOOKUP)) 
-(PROCLAIM
-    '(FTYPE (FUNCTION (T T) T) MAXIMA::HEURTRIAL MAXIMA::SCEP
-            MAXIMA::NO-ERR-SUB MAXIMA::FLRED
-            MAXIMA::HAS-DISTINCT-NONZERO-ROOTS-P
-            MAXIMA::PARTIAL-INTEGRATION MAXIMA::DPGCD
-            MAXIMA::M2-WHITTAKER_W MAXIMA::$ENTERMATRIX MAXIMA::ADDK
-            MAXIMA::M2-ONEIONEK MAXIMA::M2-ONEKONEJ
-            MAXIMA::GETL-LM-FCN-PROP MAXIMA::PQUOCOF
-            MAXIMA::GET-NOT-CONST-OR-INT-TERMS MAXIMA::LMAKE
-            MAXIMA::$FEATUREP MAXIMA::EXPANDTERMS MAXIMA::J1TF
-            MAXIMA::BESSEL-J-HALF-ORDER MAXIMA::MFUNCTION-CALL-WARN
-            MAXIMA::GPDIFFERENCE MAXIMA::FPSINCOS1 MAXIMA::$ADJOIN
-            MAXIMA::CONF7 MAXIMA::MERGE-SKEL MAXIMA::FPLESSP
-            INTL:DGETTEXT MAXIMA::ALGORDSET MAXIMA::ERREV-SL
-            MAXIMA::ALGTESTD MAXIMA::EXPAND-DISTINCT-ROOTS
-            MAXIMA::MAXIMA-UNDECLARED-ARRAY-MEQP MAXIMA::APPEARS
-            MAXIMA::REQUIRE-LIST MAXIMA::$PARTITION MAXIMA::SRATP
-            MAXIMA::CTIMEMT MAXIMA::M2-ONEEXPINTEGRAL_E
-            MAXIMA::DPMODQUO MAXIMA::CPTIMESXA MAXIMA::ZFACTSPLIT
-            MAXIMA::PSEXPT MAXIMA::MMACRO-APPLY
-            MAXIMA::DIMENSION-FUNCTION MAXIMA::DOPGCDCOFACTS
-            MAXIMA::EXCISE-EXTRA-VARIABLES MAXIMA::PDISREP2EXPAND
-            MAXIMA::TMUNIFY-LOOP MAXIMA::PADE-MONIZE
-            MAXIMA::$SUBLIST_INDICES MAXIMA::M2-ASSOC_LEGENDRE_P
-            MAXIMA::SIGNDIFF-MINMAX MAXIMA::NSUBSTRING MAXIMA::E+
-            MAXIMA::*RED MAXIMA::TMFACTORIAL MAXIMA::COMPILETIMES
-            MAXIMA::SUBST2S MAXIMA::INFSIMP2 MAXIMA::PSUMSQ1
-            MAXIMA::MFUNCTION-DELETE MAXIMA::PNTHROOT
-            MAXIMA::M2-BESSEL_K*HANKEL_2 MAXIMA::$ORDERGREATP
-            MAXIMA::SET-INTERSECT MAXIMA::FPQUOTIENT MAXIMA::DCONV
-            MAXIMA::FACRPLUS MAXIMA::HERMPOL MAXIMA::GPTIMES
-            MAXIMA::INSERT-IT MAXIMA::$FILLARRAY MAXIMA::INTERSECT*
-            MAXIMA::TAY-EXPONENTIALIZE MAXIMA::DEL MAXIMA::NEW-SKEL
-            MAXIMA::CALL-BATCH1 MAXIMA::JMAUG MAXIMA::DBV
-            MAXIMA::FILTER MAXIMA::TMCOMBI MAXIMA::ITERATE-OVER-BKPTS
-            MAXIMA::GETDEC MAXIMA::TRIG-RIGHT-PLACEP MAXIMA::PCTIMES
-            MAXIMA::BXM MAXIMA::TMPATHP MAXIMA::MERGESOLN
-            MAXIMA::PDIFFER1 MAXIMA::M2-HANKEL_1^2
-            MAXIMA::FIRST-FORM-LINE MAXIMA::M2-ONEC MAXIMA::PRESIGN
-            MAXIMA::$CONS MAXIMA::MULTMAT MAXIMA::IVAR2
-            MAXIMA::TYI-PARSE-INT MAXIMA::PDISREP! MAXIMA::MGRIND
-            MAXIMA::PINTERPOLATE1 MAXIMA::HAS-CONST-OR-INT-TERM
-            MAXIMA::REMVALUE MAXIMA::ADDARGLIST MAXIMA::PTERM
-            MAXIMA::DIFFERENCE-VAR-SETS MAXIMA::EPS-COEF-SIGN
-            MAXIMA::PRINT-PT1 MAXIMA::RADFUNP MAXIMA::FIXMULT
-            MAXIMA::INTIRA MAXIMA::$SETEQUALP MAXIMA::PNEXT
-            MAXIMA::REMOV3 MAXIMA::RISCHADD MAXIMA::LAPEXPT
-            MAXIMA::DIM-MDO MAXIMA::PSTRIM-TERMS MAXIMA::SAFE-MGETL
-            MAXIMA::FACTF MAXIMA::MXCOMP MAXIMA::DEFMATCH1
-            MAXIMA::ORDFN MAXIMA::PTIMES%E MAXIMA::STURM1
-            MAXIMA::UPDATE-HEIGHTS MAXIMA::FREEOF MAXIMA::MEMALIKE
-            MAXIMA::SP1SINCOS MAXIMA::POLY? MAXIMA::ELLIPTIC-F
-            MAXIMA::PSDIFF1 MAXIMA::LIMITINF MAXIMA::WHITTINDTEST
-            MAXIMA::DECLAREKIND MAXIMA::BDISCR MAXIMA::DGQ
-            MAXIMA::SCH-LOOP MAXIMA::PTIMES1 MAXIMA::PTIMESCHK
-            MAXIMA::MRV-SIGN MAXIMA::INTEGER-STIRLING1
-            MAXIMA::NEXTLEVEL MAXIMA::M2-ONELOG MAXIMA::RGRP
-            MAXIMA::CPOWER MAXIMA::PDECOMP1
-            MAXIMA::MAXIMA-DECLARED-ARRAY-MEQP
-            MAXIMA::BESSEL-J-INTEGRAL-2 MAXIMA::PRADD2LNC MAXIMA::BEG
-            MAXIMA::DINTEXP MAXIMA::M2-HANKEL_1*BESSEL_J
-            MAXIMA::DIMENSION-PREFIX MAXIMA::SP3FORM MAXIMA::M2-ONEE
-            MAXIMA::FACTPLUSDEP MAXIMA::FLATTENL-OP MAXIMA::NISADDON
-            MAXIMA::PUTOPR MAXIMA::COEFF-CONTAINS-POWERS MAXIMA::BEG-
-            MAXIMA::PLCM MAXIMA::PQUOTIENT MAXIMA::FPPREC1
-            MAXIMA::INTGREAT MAXIMA::QUEUE+P MAXIMA::SQ-SUMSQ
-            MAXIMA::SP1TPLUS MAXIMA::MAXIMA-REMF
-            MAXIMA::M2-ONE-GEN-LAGUERRE MAXIMA::READ-ONLY-ASSIGN
-            MAXIMA::EXCLUDE MAXIMA::DIMENSION-DEFSTRUCT
-            MAXIMA::NEW-FILE-SEARCH MAXIMA::DEPENDSALL MAXIMA::NEVERSET
-            MAXIMA::FINDSES MAXIMA::FINDFLIST MAXIMA::NARG1
-            MAXIMA::MAKE-DECLARES MAXIMA::PGCDU MAXIMA::NTHCOL
-            MAXIMA::SQDTC MAXIMA::M1 MAXIMA::ALGNORM MAXIMA::SUBRESGCD
-            MAXIMA::FINDTHEM MAXIMA::RATPL MAXIMA::HETD
-            MAXIMA::DMDERIVABBREV MAXIMA::M2-ONEKELLIPTIC
-            MAXIMA::AMONGL MAXIMA::DELETECOL MAXIMA::M2-ONEY
-            MAXIMA::MSUBLIS MAXIMA::NTHCOL1 MAXIMA::LOOPP
-            MAXIMA::ELLIPTQUAD MAXIMA::ONP MAXIMA::NTHELEM
-            MAXIMA::LIMFACT MAXIMA::RAISEUP MAXIMA::EXCHANGECOL
-            MAXIMA::SET-MEQP MAXIMA::NISTREETRIMMER MAXIMA::PSINA+B
-            MAXIMA::EVFUNMAKE MAXIMA::SIMPLIM%INVERSE_JACOBI_DC
-            MAXIMA::QUOT MAXIMA::PDISREP* MAXIMA::REQUIRE-SET
-            MAXIMA::APDL MAXIMA::ISGREATERP MAXIMA::PARTNUM
-            MAXIMA::CPBG0 MAXIMA::FREE-NOT-ZERO-P MAXIMA::M2-ONEK^2
-            MAXIMA::NPQUO MAXIMA::ASSIGN-MODE-CHECK MAXIMA::REMOV0
-            MAXIMA::JACOBI MAXIMA::LISIMP-NEGATIVE-INTEGER
-            MAXIMA::SDIFFTIMES MAXIMA::RATGREATERP MAXIMA::CREMAINDER
-            MAXIMA::STRING<$ MAXIMA::PDISREP*EXPAND MAXIMA::M2-ONEJ
-            MAXIMA::REMALIAS1 MAXIMA::DSFUNC1 MAXIMA::FSEL
-            MAXIMA::RATCF MAXIMA::VGREAT MAXIMA::MAXIMA-REDUCE
-            MAXIMA::SIMPNCT-ALIKE MAXIMA::RPLUS MAXIMA::ZPDEGREEVECTOR
-            MAXIMA::EXPONENTIALIZE MAXIMA::M2-ARBPOW2 MAXIMA::LESSTHAN
-            MAXIMA::SUBST-DIFF-MATCH MAXIMA::ILT2 MAXIMA::$POISCTIMES
-            MAXIMA::ISINOP MAXIMA::PDEGREE MAXIMA::M2-BESSEL_K*HANKEL_1
-            MAXIMA::PEXPT MAXIMA::DGR MAXIMA::INTEGER-STIRLING2
-            MAXIMA::FRAC-BFLOAT-EXPINTEGRAL-E MAXIMA::TMERGE
-            MAXIMA::SMONO MAXIMA::KUMMER MAXIMA::M2-TWO-HANKEL_1
-            MAXIMA::CFQUOT MAXIMA::GREATERRATP MAXIMA::COMPUMD
-            MAXIMA::MMOD MAXIMA::RASSOCIATIVE
-            MAXIMA::SPECIAL-CONVERGENT-FORMP MAXIMA::PINTERPOLATE3
-            MAXIMA::POLYDECOMP MAXIMA::RATDIFFERENCE
-            MAXIMA::$SPLITFIELD MAXIMA::M2-BESSEL_Y*HANKEL_1
-            MAXIMA::SELECTOR MAXIMA::PSDISREP2EXPAND MAXIMA::DADDEQ
-            MAXIMA::ZL-REMPROP MAXIMA::LABEQ MAXIMA::TMSORT-LATTICE
-            MAXIMA::DISTRDEFEXEC MAXIMA::$ZEROEQUIV
-            MAXIMA::OUTPUT-LINEAR MAXIMA::ADDN MAXIMA::DIAGINV
-            MAXIMA::BINCOMP1 MAXIMA::ADD-AXES MAXIMA::PRINT-ABORT-MSG
-            MAXIMA::PARSE-INFIX MAXIMA::BINOCOMP MAXIMA::M2-C*T^V
-            MAXIMA::$AUGCOEFMATRIX MAXIMA::PREM MAXIMA::RADBYTERM
-            MAXIMA::GETCHARN MAXIMA::PSTRUNC1 MAXIMA::BEZOUT
-            MAXIMA::RATPLUS MAXIMA::M2-ELLIPTIC_EC MAXIMA::$MEMBER
-            MAXIMA::EXPAND MAXIMA::M2-ASSOC_LEGENDRE_Q MAXIMA::BAKSUBST
-            MAXIMA::MAKPRODG MAXIMA::PSCPLUS MAXIMA::POISMERGE22
-            MAXIMA::M2-ONE-HERMITE MAXIMA::FIRST-ORDER-P
-            MAXIMA::STARDISP MAXIMA::ADD2CSTR1 MAXIMA::TR-ARRAYSETQ
-            MAXIMA::SOLVENTH MAXIMA::RATQUOTIENT MAXIMA::PMODQUO
-            MAXIMA::DIMENSION-POSTFIX MAXIMA::DIMENSION-STRING
-            MAXIMA::PSDISREP*EXPAND MAXIMA::SENDEXEC
-            MAXIMA::TIMER-HANDLER MAXIMA::BAKSUBST1
-            MAXIMA::M2-ONE-LAGUERRE MAXIMA::PCSUBSTZ MAXIMA::DOT--RI
-            MAXIMA::LISTIFY1 MAXIMA::IROOT MAXIMA::FIRSTN MAXIMA::FREEL
-            MAXIMA::FILLARRAY MAXIMA::EGCD MAXIMA::PMODREM
-            MAXIMA::ADD2LNC COMMAND-LINE:PROCESS-ARGS MAXIMA::LODEG
-            MAXIMA::GGR1 MAXIMA::M2-ONEL MAXIMA::SIMPLE-EQUAL-P
-            MAXIMA::M2-ELLIPTIC_KC MAXIMA::DIM-RAT MAXIMA::FACTQSNT
-            MAXIMA::RADSUBST MAXIMA::CPOL2P MAXIMA::PSINHA+B
-            MAXIMA::UNION* MAXIMA::OLDGCDL MAXIMA::M2-ONEKBATEMAN
-            MAXIMA::RREDUCE MAXIMA::DECLSETUP MAXIMA::FSET
-            MAXIMA::M2-ONEEXPINTEGRAL_CHI MAXIMA::SIMP-ROOTS
-            MAXIMA::PRODCOEF1 MAXIMA::M2-ONEJ^2 MAXIMA::FSGEO
-            MAXIMA::FPTIMES1 MAXIMA::LOGCPI0 MAXIMA::PINTERPOLATE4
-            MAXIMA::PSTANA+B MAXIMA::MAXIMA-DECLARED-ARRAY-ALIKE1
-            MAXIMA::PSISIMP1 MAXIMA::PDECPOW MAXIMA::M2-ONEW
-            MAXIMA::M2-UNIT_STEP MAXIMA::M2-HANKEL_2^2 MAXIMA::M2-ONEK
-            MAXIMA::FSPLIT MAXIMA::LISP-ARRAY-ALIKE1 MAXIMA::LOGEQUIV
-            MAXIMA::$CONCAT_POLYGONS MAXIMA::$REM MAXIMA::WRAP-AN-IS
-            MAXIMA::PEXPTSQ MAXIMA::PSDISREP+ MAXIMA::PRODCOEF
-            MAXIMA::$INV_MOD MAXIMA::$NTHROOT MAXIMA::ALIKE
-            MAXIMA::PRNET MAXIMA::PSCTIMES* MAXIMA::CONF5
-            MAXIMA::SUBEXP MAXIMA::RTC-DIVIDE-BY-GCD MAXIMA::M2-ARBPOW1
-            MAXIMA::RAT MAXIMA::PARSER-ASSOC MAXIMA::MARRAYREF1$
-            MAXIMA::SCRAT MAXIMA::CNV MAXIMA::ADDPARAM MAXIMA::REDGCD
-            MAXIMA::HAIPART MAXIMA::PAR MAXIMA::ODDS
-            MAXIMA::DISTRDEFEXECINIT MAXIMA::$@-FUNCTION
-            MAXIMA::PUSH-AUTOLOAD-DEF MAXIMA::HALFANGLE
-            MAXIMA::ALPHALESSP MAXIMA::PDERIVATIVE3 MAXIMA::GENFIND
-            MAXIMA::NISREPLACE MAXIMA::P*LOGNXP MAXIMA::HALFANGLEAUX
-            MAXIMA::ORDE MAXIMA::LED-CALL MAXIMA::ZERO-PRODUCTP
-            MAXIMA::INTERVAL MAXIMA::PUSH-DEFVAR MAXIMA::HALFSPLIT
-            MAXIMA::AMONG MAXIMA::DLS MAXIMA::MREAD-PROMPTER
-            MAXIMA::SUBLISS MAXIMA::M2-SUM-WITH-EXP-CASE2
-            MAXIMA::RATDX1 MAXIMA::$POISPLUS MAXIMA::HAND-SIDE
-            MAXIMA::QUEUE-P MAXIMA::CURSORPOS*
-            MAXIMA::M2-SUM-WITH-EXP-CASE3 MAXIMA::TCONS
-            MAXIMA::IS-A-POLE MAXIMA::M2-ATAN MAXIMA::TIMESKL
-            MAXIMA::FPATAN2 MAXIMA::SIMPLIMSUBST MAXIMA::$ROW
-            MAXIMA::DISTRESTOREX MAXIMA::TIMESLOOP MAXIMA::GCEXPT
-            MAXIMA::BESSEL-K-HALF-ORDER
-            MAXIMA::DELETE-WITH-SIDE-EFFECTS-IF MAXIMA::RADIC
-            MAXIMA::NMT MAXIMA::TIMESROW MAXIMA::DCOMP MAXIMA::FPR-DIF
-            MAXIMA::DEPENDSL MAXIMA::DMDERIVLONG MAXIMA::LSFT
-            MAXIMA::POISXCOEF MAXIMA::K MAXIMA::TAYLOR* MAXIMA::OLDGCD
-            MAXIMA::$ORDERLESSP MAXIMA::GET! MAXIMA::TIMEX0
-            MAXIMA::ZEROCOEFL MAXIMA::PPPROG MAXIMA::RESET-DO-THE-WORK
-            MAXIMA::M2-BESSEL_I*HANKEL_1 MAXIMA::POLCOEF MAXIMA::SUM
-            MAXIMA::RATSETUP2 MAXIMA::$RATDIFF MAXIMA::TIMEX1
-            MAXIMA::DCOMPARE MAXIMA::SET-UNION MAXIMA::RATCOEF
-            MAXIMA::EVMAP MAXIMA::TRIG-SUBST MAXIMA::PSTANHA+B
-            MAXIMA::TOTAL-SIGN MAXIMA::UNION1 MAXIMA::SPEXP
-            MAXIMA::MXTIMESC MAXIMA::$BERNPOLY
-            MAXIMA::SOLVE-BY-DECOMPOSITION MAXIMA::PSTERM
-            MAXIMA::INTERSECT MAXIMA::M2-HYP-ONEP MAXIMA::ASY
-            MAXIMA::APPLY1HACK MAXIMA::$COEFMATRIX
-            MAXIMA::LISP-FCN-TYPEP MAXIMA::PGCDCOFACTS
-            MAXIMA::DIMENSION-LIST MAXIMA::DIM-%LSUM MAXIMA::TMSTORE
-            MAXIMA::DIVL MAXIMA::PSTERM1 MAXIMA::RCDIFF!
-            MAXIMA::M-SUBSET MAXIMA::DEGODR MAXIMA::MAKPROD
-            MAXIMA::PPLUSCHK MAXIMA::PSTIMES MAXIMA::$ORDERMAGNITUDEP
-            MAXIMA::TERM* MAXIMA::DIMENSION-PAREN MAXIMA::PAIROFF
-            MAXIMA::$LFREEOF MAXIMA::MEMBERCAR MAXIMA::CHEBY-PRIME
-            MAXIMA::M2-HYPERGEOMETRIC MAXIMA::PSTIMES*1
-            MAXIMA::SIGN-MINMAX MAXIMA::RISCHEXPPOLY
-            MAXIMA::M2-BESSEL_Y*HANKEL_2 MAXIMA::RCEXPT MAXIMA::UNKIND
-            MAXIMA::UPOLY+ MAXIMA::DEQ MAXIMA::ADDROW MAXIMA::|/#ALIKE|
-            MAXIMA::ADDROWS MAXIMA::DIM-MQUOTIENT MAXIMA::HSTF
-            MAXIMA::$ELIMINATE MAXIMA::$COMPARE MAXIMA::COSDIF
-            MAXIMA::DECLFUN MAXIMA::CHECK-CALL-TO-$SPECINT
-            MAXIMA::GATHER MAXIMA::M2-ONEPJAC MAXIMA::M2-ONEI
-            MAXIMA::COSINT* MAXIMA::DEFINE-MACRO
-            MAXIMA::DRAW2D-PARAMETRIC MAXIMA::INTDIFF
-            MAXIMA::EQUAL-TIMES-MINUS-ONE MAXIMA::RATQU MAXIMA::ADFACTL
-            MAXIMA::FACTOROOT MAXIMA::PQUOTIENT1
-            MAXIMA::SCALAR-MATRIX-PRODUCTP
-            MAXIMA::DIMENSION-SUPERSCRIPT MAXIMA::ERB-ERR
-            MAXIMA::PUSH-PW MAXIMA::+MSET MAXIMA::MEVAL2
-            INTL::OCTETS-TO-STRING MAXIMA::ELLIPTIC-EU
-            MAXIMA::PUTLIMVAL MAXIMA::MID- MAXIMA::$ZERO_FUN
-            MAXIMA::REAL-BRANCH MAXIMA::LOCOEF MAXIMA::FACTPOW
-            MAXIMA::MZFREE MAXIMA::M2-ONEIONEJ MAXIMA::RDIFFERENCE*
-            MAXIMA::MARK+ MAXIMA::M2-ONEY^2 MAXIMA::CROSS-PRODUCT
-            MAXIMA::DIMENSION-INFIX MAXIMA::CMUL MAXIMA::RADICALP
-            MAXIMA::EVERY-TRIGARG-ALIKE MAXIMA::DIV MAXIMA::C-$PN
-            MAXIMA::BF-ERREV-SL MAXIMA::LSTF MAXIMA::NEGTEST
-            MAXIMA::M2-TWOJ MAXIMA::LIKE
-            MAXIMA::M2-PARABOLIC_CYLINDER_D MAXIMA::RE-ERAT
-            MAXIMA::ALGTRACE MAXIMA::CNTHROOT MAXIMA::SPC3
-            MAXIMA::CFTIMES MAXIMA::PLOT-OPTIONS-PARSER
-            MAXIMA::LT-ARBPOW MAXIMA::ATRIG-TRANS MAXIMA::MKIND
-            COMMAND-LINE::CL-OPTION-DESCRIPTION MAXIMA::$OPERATORP
-            MAXIMA::LET-MACRO-GET-VARS MAXIMA::RT-SEPAR
-            MAXIMA::ALGTRACE* MAXIMA::M2-ONEEXPINTEGRAL_EI
-            MAXIMA::M2-SQROOTT MAXIMA::MERGE-SOL-LIN MAXIMA::DELETEROW
-            MAXIMA::SIMPMAP MAXIMA::ALGTRACE1 MAXIMA::FPROOT
-            MAXIMA::KINDP MAXIMA::M2-STRUVE_H MAXIMA::ALIAS
-            MAXIMA::NZEROS MAXIMA::SDIFFMAP INTL::STRING-TO-OCTETS
-            MAXIMA::SOLVE-A*F^N+B MAXIMA::RATDIVIDE
-            MAXIMA::REDUCE-VAR-SET&OP MAXIMA::OFFP MAXIMA::APPROX-ALIKE
-            MAXIMA::LINEAR* MAXIMA::MAKE-MAXIMA-TEX-GLUE MAXIMA::DIVSUM
-            MAXIMA::ASET-BY-CURSOR MAXIMA::DBA MAXIMA::MSETERR
-            MAXIMA::CONST MAXIMA::SUMCOMBINE2 MAXIMA::SSOLVE
-            MAXIMA::M2-ONEM MAXIMA::HEURTRIAL1
-            MAXIMA::APPROX-ALIKE-LIST MAXIMA::ASSOL MAXIMA::MDEFINE1
-            MAXIMA::DMARK MAXIMA::MDEFMACRO1 MAXIMA::RAT3
-            MAXIMA::MYADD2LNC MAXIMA::M2-ONEEXPINTEGRAL_E1
-            MAXIMA::DLF-MUMBLIFY MAXIMA::CONF4 MAXIMA::M2-A*T
-            MAXIMA::LINDEP MAXIMA::POSINTEGERSET MAXIMA::M2-ONEI^2
-            MAXIMA::COMMUTATIVE-PRODUCTP MAXIMA::FREEARGS
-            MAXIMA::PEEK-ONE-TOKEN-G MAXIMA::HDOT
-            CL-INFO::SELECT-INFO-ITEMS MAXIMA::PSDISREP^
-            MAXIMA::PSDERIVATIVE MAXIMA::PSDIFF MAXIMA::RATDP1
-            MAXIMA::SUBRESULT MAXIMA::M2-ONEP0
-            MAXIMA::$POLY_DISCRIMINANT MAXIMA::HIDELIM
-            MAXIMA::PARSE-NARY MAXIMA::ASSOLIKE MAXIMA::INTEXT
-            MAXIMA::MRECORD-ASSIGN MAXIMA::GET-ONE-FACTOR-POLLARD
-            MAXIMA::$POISTIMES MAXIMA::BRANCH MAXIMA::M2-A*X^M+C
-            MAXIMA::PCPLUS1 MAXIMA::DLQ MAXIMA::STURMSEQ
-            MAXIMA::SOLVE1A MAXIMA::HAS-NOT-ALIKE1-P MAXIMA::GETD0
-            MAXIMA::NOTINVOLVE CL-INFO::SOME-INEXACT MAXIMA::RATDX
-            MAXIMA::EMAX MAXIMA::$ARRAYMAKE MAXIMA::MGRP
-            MAXIMA::RETFACTOR1 MAXIMA::RETRIEVE
-            MAXIMA::EXP-CONVERG-FORM MAXIMA::EXECF19
-            MAXIMA::ARRAYINFO-AUX MAXIMA::%MAKE-POLYGON
-            MAXIMA::PDERIVATIVE MAXIMA::DOMAIN-ERROR MAXIMA::TRYRISCH
-            MAXIMA::DIM-%SUM MAXIMA::REMOV4 MAXIMA::CQUOTIENT
-            MAXIMA::EXPGAM-FUN MAXIMA::EXTRACT MAXIMA::CANCEL
-            MAXIMA::RESULTANT MAXIMA::RATREDUCE MAXIMA::FPTIMES
-            MAXIMA::PSIMP MAXIMA::OUTPUT-2D MAXIMA::PCTIMES1
-            MAXIMA::ONEDIFF MAXIMA::RLESSP MAXIMA::CPBER3 MAXIMA::ASSOO
-            MAXIMA::META-FSET MAXIMA::NISSWCAR MAXIMA::M2-ONEKONEY
-            MAXIMA::RATREP MAXIMA::POLYSUBST MAXIMA::BRANCH1
-            MAXIMA::GET-THETA-FOR-VERTICAL-Z MAXIMA::M2-TWOI
-            MAXIMA::$PARTITION_SET MAXIMA::STRIP-ZEROES
-            MAXIMA::NPCTIMES MAXIMA-NREGEX::REGEX
-            MAXIMA::REQUIRE-LIST-OR-SET MAXIMA::ALIKE1
-            MAXIMA::SIDE-EFFECT-FREE-CHECK MAXIMA::PCQUOTIENT
-            MAXIMA::PSQFRP MAXIMA::HANKEL-2 MAXIMA::M2-E^-T
-            MAXIMA::OUTPUT MAXIMA::PDIVIDE MAXIMA::PCONTENT1
-            MAXIMA::SCS MAXIMA::SPANG1 MAXIMA::PDECOMP MAXIMA::$FUNMAKE
-            MAXIMA::CAR> MAXIMA::SUMCOEF MAXIMA::MAPFR1 MAXIMA::MEQP
-            MAXIMA::USOLVE MAXIMA::MY-PRINT MAXIMA::CONVERT
-            MAXIMA::M2-HANKEL_1 MAXIMA::$REVEAL MAXIMA::DPMODREM
-            MAXIMA::CYCLP MAXIMA::ZL-INTERSECTION MAXIMA::SUMCONTRACT2
-            MAXIMA::FR1 MAXIMA::ISQUADRATICP MAXIMA::AVLINIT
-            MAXIMA::RATSETUP MAXIMA::FPDIFFERENCE MAXIMA::NONSYMCHK
-            MAXIMA::*FPSIN MAXIMA::DYPHEYED MAXIMA::PDISREP2
-            MAXIMA::IMPROPER-ARG-ERR MAXIMA::EXPAND-SING-TRIG?
-            MAXIMA::*MREAD-PROMPT* MAXIMA::DEFINE-MODE
-            MAXIMA::TCL-OUTPUT-LIST MAXIMA::SUBST0
+    '(FTYPE (FUNCTION (T T) T) MAXIMA::*MREAD-PROMPT*
+            MAXIMA::DEFINE-MODE MAXIMA::TCL-OUTPUT-LIST MAXIMA::SUBST0
             MAXIMA::DIM-%INTEGRATE MAXIMA::DIVCARCDR MAXIMA::PSIMP2
             MAXIMA::$BFLOAT_APPROX_EQUAL MAXIMA::DISTRFACTOR
             MAXIMA::COMPILEPLUS MAXIMA::$ROTATE_PTS MAXIMA::M2-ASIN
@@ -2430,12 +2222,13 @@
             MAXIMA::PATIMES MAXIMA::BROKEN-FREEOF MAXIMA::ATOMGRAD
             MAXIMA::MFREEL MAXIMA::CAREFULFACTOR
             MAXIMA::M2-SUM-WITH-EXP-CASE1 MAXIMA::RATSETUP1
-            MAXIMA::ZL-GET MAXIMA::EXPFACTORP
+            MAXIMA::ZL-GET MAXIMA::EXPFACTORP MAXIMA-NREGEX::REGEX
             MAXIMA::M2-SUM-WITH-EXP-CASE5 MAXIMA::SUMPLS
             MAXIMA::TRACEMOD0 MAXIMA::IMODP1 MAXIMA::STORE-MACRO-HELPER
             MAXIMA::HAS MAXIMA::M2-F+C MAXIMA::M2-HANKEL_1*HANKEL_2
-            MAXIMA::MAKEPREDS MAXIMA::REDRESULT MAXIMA::EACHP
-            MAXIMA::PADE1 MAXIMA::ORDERVAR MAXIMA::BPROG MAXIMA::PGCDM
+            MAXIMA::MAKEPREDS MAXIMA::GF-CTIMES MAXIMA::REDRESULT
+            MAXIMA::GF-CPLUS-B MAXIMA::EACHP MAXIMA::PADE1
+            MAXIMA::ORDERVAR MAXIMA::BPROG MAXIMA::PGCDM
             MAXIMA::FACTOROUT1 MAXIMA::EXPAND-AND-DISREP
             MAXIMA::%PIARGS MAXIMA::M2-ONEEXPINTEGRAL_SHI
             MAXIMA::PARSE-POSTFIX MAXIMA::TR-DECLARE-VARMODE
@@ -2450,141 +2243,287 @@
             MAXIMA::CTIMESX MAXIMA::PRINT-SPACES MAXIMA::$BOTHCOEF
             MAXIMA::DIM-MNCEXPT MAXIMA::EZGCD2 MAXIMA::M2-TWO-HANKEL_2
             MAXIMA::*FPATAN MAXIMA::MICRO-PER-CALL-TO-SEC
-            MAXIMA::PCDIFFER1 MAXIMA::REAL-ROOTS
+            MAXIMA::GF-IRR MAXIMA::PCDIFFER1 MAXIMA::REAL-ROOTS
             MAXIMA::DECMODE-ARRAYFUN MAXIMA::MAXMINL
             MAXIMA::LAMBDA-MEQP MAXIMA::POISCTIMES1 MAXIMA::GETLABELS*
             MAXIMA::M2-ONEEXPINTEGRAL_SI MAXIMA::ARGSFREEOF
             MAXIMA::BIGLSH MAXIMA::BOTHPRODCOEF MAXIMA::ROOTSP
             MAXIMA::$SUBLIS MAXIMA::MFREE MAXIMA::TMKILL
-            MAXIMA::COMPILEMATCH MAXIMA::MGQP MAXIMA::C-$PZ
-            MAXIMA::BF-SCALE-FLOAT MAXIMA::MID MAXIMA::E=
+            MAXIMA::COMPILEMATCH MAXIMA::GF-XTIMES MAXIMA::MGQP
+            MAXIMA::C-$PZ MAXIMA::BF-SCALE-FLOAT MAXIMA::MID MAXIMA::E=
             MAXIMA::M2-BESSEL_I*HANKEL_2 MAXIMA::PREVCONSTEXPAN
             MAXIMA::MRV-MOVEDOWN MAXIMA::RESPROG MAXIMA::C-$POS
-            MAXIMA::TAYLOR1 MAXIMA::M2-JACOBI_P MAXIMA::LINEARP
-            MAXIMA::STRONGP MAXIMA::KCNTXT MAXIMA::RESTORELC
-            MAXIMA::TMSYMETRICP MAXIMA::MAKORDER MAXIMA::APPEARS1
-            MAXIMA::PTIMESMERGE MAXIMA::INSIDE MAXIMA::DIMENSION-NARY
-            MAXIMA::DEFINTEGRATE MAXIMA::LIM-TIMES
-            MAXIMA::M2-ONEFRESNEL_S MAXIMA::EXCHANGEROW MAXIMA::MNQP
-            MAXIMA::ARRAY-MEQP MAXIMA::TRYRISCH1 MAXIMA::TRIG-SIN
-            MAXIMA::$SETDIFFERENCE MAXIMA::ODDFN MAXIMA::TRUNC-VECTOR
-            MAXIMA::DEBUGMODE1 MAXIMA::MONOMGCD MAXIMA::NONVARCHECK
-            MAXIMA::SAFE-MGET MAXIMA::PGCD1 MAXIMA::E> MAXIMA::$JACOBI
-            MAXIMA::CEXPT MAXIMA::ZGCD MAXIMA::PCDIFFER2
-            MAXIMA::NPCTIMES1 MAXIMA::PTIMES MAXIMA::POWER
-            MAXIMA::DPDIF MAXIMA::CNTXT MAXIMA::INTDIFFL1L2
-            MAXIMA::FACTORIAL-TRANS MAXIMA::ATAN MAXIMA::ORDERLESSP
-            MAXIMA::M2-ONEF MAXIMA::LASSOCIATIVE MAXIMA::DIM-%LIMIT
-            MAXIMA::GPCTIMES MAXIMA::$REMRULE MAXIMA::DIM-MMINUS
-            MAXIMA::PFACTORLIN MAXIMA::SAFE-ASSOC MAXIMA::EXPTBIGFLOAT
-            MAXIMA::C-$ZERO MAXIMA::RATEXPT MAXIMA::EDIFF MAXIMA::EMIN
-            MAXIMA::FINDROOTS MAXIMA::DIMENSION-NOFIX
-            MAXIMA::BF-CMOD-SL MAXIMA::EXTOPCHK MAXIMA::LIST-MEQP
-            MAXIMA::ISLINEAR MAXIMA::DIM-MPLUS MAXIMA::PDIFFERENCE
-            MAXIMA::LAPSHIFT MAXIMA::CFDIFF MAXIMA::LEARN-ABS
-            MAXIMA::MMACRO-DISPLACE MAXIMA::ALGPCHK
-            MAXIMA::M2-ONEFRESNEL_C MAXIMA::DADDGR MAXIMA::CHEBY
-            MAXIMA::ALGII MAXIMA::M2-DEFLTEP MAXIMA::$COL
-            MAXIMA::STRING1 MAXIMA::DIM-MDOIN MAXIMA::STRONGER-VAR?
-            MAXIMA::SPSIMPCASES MAXIMA::GETFNCOEFF MAXIMA::DUP
-            MAXIMA::DIM-%PRODUCT MAXIMA::TAY-ERROR MAXIMA::M2-ONEQ
-            MAXIMA::PGATH2 MT19937:%RANDOM-SINGLE-FLOAT
-            MT19937:%RANDOM-DOUBLE-FLOAT MAXIMA::ASK-DECLARE
-            MAXIMA::$SSTATUS-AUX MAXIMA::LMAKE2 MAXIMA::Z-FUNCTION
-            MAXIMA::PSCOSA+B MAXIMA::GPPLUS MAXIMA::PSCSUBST1
-            MAXIMA::M2-LEGENDRE_P MAXIMA::SET-SYMMETRIC-DIFFERENCE
-            MAXIMA::IND1 MAXIMA::NALGFAC MAXIMA::TRACE-UNFSHADOW
-            MAXIMA::M2-ONERF MAXIMA::DO%SUM MAXIMA::MEMQ MAXIMA::TEX-D
-            MAXIMA::INV-MOD MAXIMA::PCDIFCONC MAXIMA::MRV
-            MAXIMA::$RISCH MAXIMA::FPGCDCO MAXIMA::DIM-$MATRIX
-            MAXIMA::DEPENDS MAXIMA::EXPANINTEXPT MAXIMA::MGETL
-            MAXIMA::M2-ONERFC MAXIMA::LEARN-NUMER MAXIMA::MAP2C
-            MAXIMA::RATCOEF1 MAXIMA::BESSEL-I-INTEGRAL-2 MAXIMA::FIXVL1
-            MAXIMA::EREDUCE MAXIMA::PQUO MAXIMA::PSPLUS1
-            MAXIMA::PQUOTIENT2 MAXIMA::NISFIX MAXIMA::E*
-            MAXIMA::M2-HANKEL_2 MAXIMA::FPCOFRAT1 MAXIMA::EXPANDSUMS
-            MAXIMA::PRIMEP-SMALL MAXIMA::ASK-EVOD MAXIMA::GAMMAGREEKTF
-            MAXIMA::EQTEST MAXIMA::WTPCTIMES MAXIMA::POWERS
-            MAXIMA::GEREDNO1 MAXIMA::MGET MAXIMA::BATCH-EQUAL-CHECK
-            MAXIMA::LINEAR-TERM-P MAXIMA::CMOD-SL MAXIMA::PGCD
-            MAXIMA::BOX MAXIMA::M2-ONES MAXIMA::CALCULATE-SERIES
-            MAXIMA::INFSIMP1 MAXIMA::$SET_TEX_ENVIRONMENT_DEFAULT
-            MAXIMA::NONSQFRCASE MAXIMA::PLUSIN
-            MAXIMA::SIMPLIM%INVERSE_JACOBI_DS MAXIMA::POISLIM1
-            MAXIMA::MBUILDQ MAXIMA::PSPLUS MAXIMA::EVAL-MON
-            MAXIMA::MPRINT MAXIMA::MULTIPLEP MAXIMA::ADDF
-            MAXIMA::PLCMCOFACTS MAXIMA::FLONUM-EVAL MAXIMA::TRDISP1
-            MAXIMA::ATRIGH MAXIMA::PPLUS1 MAXIMA::CBEXPT
-            MAXIMA::ADD-INVERSEP MAXIMA::ASK-GREATEQ MAXIMA::$SUBLIST
-            MAXIMA::SOLVE3 MAXIMA::ARRAYSIZE MAXIMA::DIM-MLABEL
-            MAXIMA::ZFREE MAXIMA::COMPILEATOM MAXIMA::M2-ONEGAMMAGREEK
-            MAXIMA::$ROTATION1 MAXIMA::INCREASELIST MAXIMA::SAFE-GET
-            MAXIMA::MAX-NUMERIC-RATIO-P MAXIMA::M2-ONESLOMMEL
-            MAXIMA::MUL2 MAXIMA::PRENUMBER MAXIMA::CDRAS
-            MAXIMA::MMACROEXPANSION-CHECK MAXIMA::MAXIMA-LISP-DEBUGGER
-            MAXIMA::RPLUS* MAXIMA::SINDIF MAXIMA::SOLVENTHP
-            MAXIMA::PINTERPOLATE2 MAXIMA::DIM-%AT MAXIMA::SPDERIVATIVE
-            MAXIMA::ATTEMPT-TRANSLATE-RANDOM-MACRO-OP MAXIMA::TMDET
-            MAXIMA::EXPONENT-OF MAXIMA::$PICKAPART MAXIMA::PSCOSHA+B
-            MAXIMA::FLGREAT MAXIMA::REMOVERULE
-            MAXIMA::M2-SUM-WITH-EXP-CASE4
-            MAXIMA::SIMPLIM%INVERSE_JACOBI_NC MAXIMA::EBAKSUBST
-            MAXIMA::MBUILDQ-SPLICE-ASSOCIATE MAXIMA::DIM-MLABOX
-            MAXIMA::PFACTOR2 MAXIMA::$SPECINT MAXIMA::OLDCONTENT1
-            MAXIMA::TRIG-LOG-3A-EXEC MAXIMA::MCONS MAXIMA::M2-ONET
-            MAXIMA::EQUAL-DIV-TWO MAXIMA::CFPLUS MAXIMA::PMON1
-            MAXIMA::PARSE MAXIMA::RATINT MAXIMA::CEIL MAXIMA::CONST1
-            MAXIMA::FACTPLUS2 MAXIMA::SININTP MAXIMA::$GET
-            MAXIMA::SC-CONVERG-FORM MAXIMA::EVERYSUBST2 MAXIMA::M2-ONEU
-            MAXIMA::REM-TRACE-INFO MAXIMA::M2-STRUVE_L
-            MAXIMA::SIMPLIM%INVERSE_JACOBI_NS MAXIMA::LHOP-NUMDEN
-            MAXIMA::EQUAL-TIMES-MINUS-TWO MAXIMA::XTORTERM
-            MAXIMA::FASPRINT MAXIMA::FLGREAT1 MAXIMA::SUBSETL
-            MAXIMA::MAXIMA-RATIONALP MAXIMA::CPRES1 MAXIMA::RCEXPT1
-            MAXIMA::RQUOTIENT
-            MAXIMA::ATTEMPT-TRANSLATE-RANDOM-SPECIAL-OP
-            MAXIMA::DIM-MCOND MAXIMA::DISPLACE MAXIMA::RATDIF
-            MAXIMA::TSEXPT MAXIMA::SIMPLIM%INVERSE_JACOBI_SC
-            MAXIMA::NISBUILD MAXIMA::ITH MAXIMA::FCTRL MAXIMA::AFIXSIGN
-            MAXIMA::$DESOLVE MAXIMA::CONTODR MAXIMA::END-
-            MAXIMA::REMOVE-SINGULARITIES MAXIMA::LSAFIX
-            MAXIMA::SP1GREAT MAXIMA::$FLOAT_APPROX_EQUAL MAXIMA::LGCD1
-            MAXIMA::M2-TWOK MAXIMA::INTSETUP MAXIMA::MLSP MAXIMA::$INRT
-            MAXIMA::MSUBLIS-SUBST MAXIMA::LINPOWER0
-            MAXIMA::MATRIX-MATRIX-PRODUCTP MAXIMA::AP1
-            MAXIMA::TSTIMES-GET-PW MAXIMA::SRRAT3 MAXIMA::DIFF-EXPAND
-            MAXIMA::RCPLUS! MAXIMA::$POISDIFF MAXIMA::$SUBSET
-            MAXIMA::M2-ONEIONEY MAXIMA::PCDIFFER MAXIMA::FACTORSUM0
-            MAXIMA::SCHATCHEN MAXIMA::DISTRINPLUSPREV
-            MAXIMA::DIM-%DERIVATIVE MAXIMA::BEHAVIOR-EXPT
-            MAXIMA::NISSWCDR MAXIMA::SCALAR-OR-CONSTANT-P
-            MAXIMA::HIPART MAXIMA::LET-RULE-SETTER MAXIMA::FIND-CF
-            MAXIMA::TR-LISP-FUNCTION-CALL MAXIMA::$SCALED_BESSEL_I
-            MAXIMA::SET-PARTITIONS MAXIMA::BESSEL-I-HALF-ORDER
-            MAXIMA::FPPLUS MAXIMA::GCFACTOR
-            MAXIMA::DIMENSION-ARRAY-OBJECT MAXIMA::NTHKDR
-            MAXIMA::RPOWERSET MAXIMA::M2-SUM MAXIMA::M2-TWOY
-            MAXIMA::BETA-EXPAND-INTEGER MAXIMA::*UNION-MODE
-            MAXIMA::$ENDCONS MAXIMA::PSANS-ADD MAXIMA::DIM-MDEFINE
-            MAXIMA::CHECKBREAK MAXIMA::ZGCD1 MAXIMA::OLDGET
-            MAXIMA::SIMPARGS MAXIMA::DIM-MABS MAXIMA::FDEL
-            MAXIMA::RATDERIVATIVE MAXIMA::FFACTOR MAXIMA::CPA1
-            MAXIMA::POISMERGE2 MAXIMA::LINSORT MAXIMA::TRUNC-VECT1
-            MAXIMA::SIGNDIFF-SPECIAL MAXIMA::ADD2 MAXIMA::ADDMATRIX1
-            MAXIMA::IGNORE-ERRORS-MFUNCALL MAXIMA::$FILE_SEARCH1
-            MAXIMA::PRSMATCH MAXIMA::NISTREELISTER
-            MAXIMA::BESSEL-Y-HALF-ORDER MAXIMA::CPROG
-            MAXIMA::$DIAGMATRIX MAXIMA::SININT MAXIMA::NOT-ZERO-FREE
-            MAXIMA::ADDMATRIX MAXIMA::DISTRINT
-            MAXIMA::MAXIMA-UNDECLARED-ARRAY-ALIKE1 MAXIMA::EVENFN
-            MAXIMA::DIMENSION-ARRAY MAXIMA::SP1SINCOS2 MAXIMA::GREAT
-            MAXIMA::COVERS MAXIMA::EXCHANGEVAR
-            MAXIMA::BFLOAT-EXPINTEGRAL-E MAXIMA::FPGREATERP
-            MAXIMA::MRV-MOVEUP MAXIMA::SININT* MAXIMA::PCQUOTIENT1
-            MAXIMA::MCONS-EXP-ARGS MAXIMA::M2-ONEEXPINTEGRAL_CI
-            MAXIMA::SP2DIFF MAXIMA::KTERMS MAXIMA::YUK-SU-META-PROP
-            MAXIMA::XOR MAXIMA::SSET-DIFFERENCE MAXIMA::SIMPDTF
-            MAXIMA::PPLUS MAXIMA::M2-HANKEL_2*BESSEL_J MAXIMA::PSCPLUS1
+            MAXIMA::TAYLOR1 MAXIMA::GF-POW MAXIMA::GF-XPLUS
+            MAXIMA::INTCV MAXIMA::GF-XCTIMES MAXIMA::GF-NXCTIMES
+            MAXIMA::GF-NXCPLUS MAXIMA::GF-NXPLUS
+            MAXIMA::GF-POW-BY-TABLE MAXIMA::GF-REM MAXIMA::GF-NREM
+            MAXIMA::GF-GCD MAXIMA::GF-GCDEX MAXIMA::CHEBY-PRIME
+            MAXIMA::M2-HYPERGEOMETRIC MAXIMA::PSTIMES*1
+            MAXIMA::SIGN-MINMAX MAXIMA::RISCHEXPPOLY
+            MAXIMA::M2-BESSEL_Y*HANKEL_2 MAXIMA::RCEXPT MAXIMA::UNKIND
+            MAXIMA::UPOLY+ MAXIMA::DEQ MAXIMA::ADDROW MAXIMA::|/#ALIKE|
+            MAXIMA::ADDROWS MAXIMA::DIM-MQUOTIENT MAXIMA::HSTF
+            MAXIMA::$ELIMINATE MAXIMA::$COMPARE MAXIMA::COSDIF
+            MAXIMA::DECLFUN MAXIMA::CHECK-CALL-TO-$SPECINT
+            MAXIMA::GATHER MAXIMA::M2-ONEPJAC MAXIMA::M2-ONEI
+            MAXIMA::COSINT* MAXIMA::DEFINE-MACRO
+            MAXIMA::DRAW2D-PARAMETRIC MAXIMA::INTDIFF
+            MAXIMA::EQUAL-TIMES-MINUS-ONE MAXIMA::RATQU MAXIMA::ADFACTL
+            MAXIMA::FACTOROOT MAXIMA::PQUOTIENT1
+            MAXIMA::SCALAR-MATRIX-PRODUCTP
+            MAXIMA::DIMENSION-SUPERSCRIPT MAXIMA::ERB-ERR
+            MAXIMA::PUSH-PW MAXIMA::+MSET MAXIMA::MEVAL2
+            INTL::OCTETS-TO-STRING MAXIMA::ELLIPTIC-EU
+            MAXIMA::PUTLIMVAL MAXIMA::MID- MAXIMA::$ZERO_FUN
+            MAXIMA::REAL-BRANCH MAXIMA::LOCOEF MAXIMA::ATAN
+            MAXIMA::FACTPOW MAXIMA::MZFREE MAXIMA::M2-ONEIONEJ
+            MAXIMA::RDIFFERENCE* MAXIMA::MARK+ MAXIMA::M2-ONEY^2
+            MAXIMA::CROSS-PRODUCT MAXIMA::DIMENSION-INFIX
+            MAXIMA::HEURTRIAL MAXIMA::CMUL MAXIMA::SCEP
+            MAXIMA::RADICALP MAXIMA::NO-ERR-SUB
+            MAXIMA::EVERY-TRIGARG-ALIKE MAXIMA::FLRED MAXIMA::DIV
+            MAXIMA::HAS-DISTINCT-NONZERO-ROOTS-P MAXIMA::C-$PN
+            MAXIMA::PARTIAL-INTEGRATION MAXIMA::BF-ERREV-SL
+            MAXIMA::DPGCD MAXIMA::LSTF MAXIMA::GF-COMPOSE
+            MAXIMA::M2-WHITTAKER_W MAXIMA::NEGTEST MAXIMA::$ENTERMATRIX
+            MAXIMA::M2-TWOJ MAXIMA::ADDK MAXIMA::LIKE
+            MAXIMA::M2-ONEIONEK MAXIMA::M2-PARABOLIC_CYLINDER_D
+            MAXIMA::M2-ONEKONEJ MAXIMA::RE-ERAT
+            MAXIMA::GETL-LM-FCN-PROP MAXIMA::ALGTRACE MAXIMA::PQUOCOF
+            MAXIMA::CNTHROOT MAXIMA::GET-NOT-CONST-OR-INT-TERMS
+            MAXIMA::SPC3 MAXIMA::LMAKE MAXIMA::CFTIMES
+            MAXIMA::$FEATUREP MAXIMA::PLOT-OPTIONS-PARSER
+            MAXIMA::EXPANDTERMS MAXIMA::LT-ARBPOW MAXIMA::J1TF
+            MAXIMA::ATRIG-TRANS MAXIMA::BESSEL-J-HALF-ORDER
+            MAXIMA::MKIND MAXIMA::MFUNCTION-CALL-WARN
+            MAXIMA::$OPERATORP MAXIMA::GPDIFFERENCE
+            MAXIMA::LET-MACRO-GET-VARS MAXIMA::FPSINCOS1
+            MAXIMA::RT-SEPAR MAXIMA::$ADJOIN MAXIMA::ALGTRACE*
+            MT19937:%RANDOM-SINGLE-FLOAT MAXIMA::CONF7
+            MAXIMA::M2-ONEEXPINTEGRAL_EI MT19937:%RANDOM-DOUBLE-FLOAT
+            MAXIMA::MERGE-SKEL MAXIMA::M2-SQROOTT MAXIMA::FPLESSP
+            MAXIMA::MERGE-SOL-LIN MAXIMA::ALGORDSET MAXIMA::DELETEROW
+            MAXIMA::ERREV-SL MAXIMA::SIMPMAP MAXIMA::ALGTESTD
+            MAXIMA::ALGTRACE1 MAXIMA::FPROOT MAXIMA::KINDP
+            MAXIMA::M2-STRUVE_H MAXIMA::ALIAS MAXIMA::GF-AT
+            MAXIMA::NZEROS MAXIMA::SDIFFMAP INTL::STRING-TO-OCTETS
+            MAXIMA::SOLVE-A*F^N+B MAXIMA::RATDIVIDE
+            MAXIMA::REDUCE-VAR-SET&OP MAXIMA::OFFP MAXIMA::APPROX-ALIKE
+            MAXIMA::LINEAR* MAXIMA::MAKE-MAXIMA-TEX-GLUE MAXIMA::DIVSUM
+            MAXIMA::ASET-BY-CURSOR MAXIMA::DBA MAXIMA::MSETERR
+            MAXIMA::CONST MAXIMA::SUMCOMBINE2 MAXIMA::SSOLVE
+            MAXIMA::M2-ONEM MAXIMA::HEURTRIAL1
+            MAXIMA::APPROX-ALIKE-LIST MAXIMA::ASSOL MAXIMA::MDEFINE1
+            MAXIMA::DMARK MAXIMA::$GF_GCD MAXIMA::MDEFMACRO1
+            MAXIMA::$GF_GCDEX MAXIMA::RAT3 MAXIMA::MYADD2LNC
+            MAXIMA::COMPUMD MAXIMA::MMOD MAXIMA::RASSOCIATIVE
+            MAXIMA::SPECIAL-CONVERGENT-FORMP MAXIMA::PINTERPOLATE3
+            MAXIMA::POLYDECOMP MAXIMA::RATDIFFERENCE
+            MAXIMA::$SPLITFIELD MAXIMA::M2-BESSEL_Y*HANKEL_1
+            MAXIMA::SELECTOR MAXIMA::PSDISREP2EXPAND MAXIMA::DADDEQ
+            MAXIMA::ZL-REMPROP MAXIMA::LABEQ MAXIMA::TMSORT-LATTICE
+            MAXIMA::DISTRDEFEXEC MAXIMA::$ZEROEQUIV
+            MAXIMA::OUTPUT-LINEAR MAXIMA::ADDN MAXIMA::DIAGINV
+            MAXIMA::BINCOMP1 MAXIMA::PRINT-ABORT-MSG
+            MAXIMA::PARSE-INFIX MAXIMA::BINOCOMP MAXIMA::M2-C*T^V
+            MAXIMA::$AUGCOEFMATRIX MAXIMA::PREM MAXIMA::RADBYTERM
+            MAXIMA::GETCHARN MAXIMA::PSTRUNC1 MAXIMA::M2-JACOBI_P
+            MAXIMA::LINEARP MAXIMA::BEZOUT MAXIMA::RATPLUS
+            MAXIMA::STRONGP MAXIMA::M2-ELLIPTIC_EC MAXIMA::KCNTXT
+            MAXIMA::$MEMBER MAXIMA::RESTORELC MAXIMA::EXPAND
+            MAXIMA::TMSYMETRICP MAXIMA::M2-ASSOC_LEGENDRE_Q
+            MAXIMA::MAKORDER MAXIMA::BAKSUBST MAXIMA::APPEARS1
+            MAXIMA::MAKPRODG MAXIMA::PTIMESMERGE MAXIMA::PSCPLUS
+            MAXIMA::INSIDE MAXIMA::POISMERGE22 MAXIMA::DIMENSION-NARY
+            MAXIMA::M2-ONE-HERMITE MAXIMA::DEFINTEGRATE
+            MAXIMA::FIRST-ORDER-P MAXIMA::LIM-TIMES MAXIMA::STARDISP
+            MAXIMA::M2-ONEFRESNEL_S MAXIMA::ADD2CSTR1
+            MAXIMA::EXCHANGEROW MAXIMA::TR-ARRAYSETQ MAXIMA::MNQP
+            MAXIMA::SOLVENTH MAXIMA::ARRAY-MEQP MAXIMA::RATQUOTIENT
+            MAXIMA::TRYRISCH1 MAXIMA::PMODQUO MAXIMA::TRIG-SIN
+            MAXIMA::DIMENSION-POSTFIX MAXIMA::$SETDIFFERENCE
+            MAXIMA::DIMENSION-STRING MAXIMA::ODDFN
+            MAXIMA::PSDISREP*EXPAND MAXIMA::TRUNC-VECTOR
+            MAXIMA::SENDEXEC MAXIMA::DEBUGMODE1 MAXIMA::TIMER-HANDLER
+            MAXIMA::MONOMGCD MAXIMA::BAKSUBST1 MAXIMA::NONVARCHECK
+            MAXIMA::M2-ONE-LAGUERRE MAXIMA::SAFE-MGET MAXIMA::PCSUBSTZ
+            MAXIMA::PGCD1 MAXIMA::DOT--RI MAXIMA::E> MAXIMA::LISTIFY1
+            MAXIMA::$JACOBI MAXIMA::IROOT MAXIMA::CEXPT MAXIMA::FIRSTN
+            MAXIMA::ZGCD MAXIMA::FREEL MAXIMA::PCDIFFER2
+            MAXIMA::FILLARRAY MAXIMA::NPCTIMES1 MAXIMA::EGCD
+            MAXIMA::PTIMES MAXIMA::PMODREM MAXIMA::POWER MAXIMA::DPDIF
+            MAXIMA::ADD2LNC MAXIMA::$GF_NBREP MAXIMA::LODEG
+            MAXIMA::CNTXT MAXIMA::GGR1 MAXIMA::INTDIFFL1L2
+            MAXIMA::M2-ONEL MAXIMA::FACTORIAL-TRANS
+            MAXIMA::SIMPLE-EQUAL-P MAXIMA::ORDERLESSP
+            MAXIMA::M2-ELLIPTIC_KC MAXIMA::M2-ONEF MAXIMA::DIM-RAT
+            MAXIMA::LASSOCIATIVE MAXIMA::FACTQSNT MAXIMA::DIM-%LIMIT
+            MAXIMA::RADSUBST MAXIMA::GPCTIMES MAXIMA::CPOL2P
+            MAXIMA::$REMRULE MAXIMA::PSINHA+B MAXIMA::GF-MATADD
+            MAXIMA::DIM-MMINUS MAXIMA::UNION* MAXIMA::PFACTORLIN
+            MAXIMA::GF-MATADD2 MAXIMA::OLDGCDL MAXIMA::GF-MATADD1
+            MAXIMA::SAFE-ASSOC MAXIMA::M2-ONEKBATEMAN
+            MAXIMA::EXPTBIGFLOAT MAXIMA::RREDUCE MAXIMA::C-$ZERO
+            MAXIMA::DECLSETUP MAXIMA::RATEXPT MAXIMA::FSET
+            MAXIMA::EDIFF MAXIMA::M2-ONEEXPINTEGRAL_CHI MAXIMA::EMIN
+            MAXIMA::SIMP-ROOTS MAXIMA::FINDROOTS MAXIMA::PRODCOEF1
+            MAXIMA::DIMENSION-NOFIX MAXIMA::M2-ONEJ^2
+            MAXIMA::BF-CMOD-SL MAXIMA::FSGEO MAXIMA::EXTOPCHK
+            MAXIMA::FPTIMES1 MAXIMA::LIST-MEQP MAXIMA::LOGCPI0
+            MAXIMA::GF-MATMUL MAXIMA::ISLINEAR MAXIMA::PINTERPOLATE4
+            MAXIMA::GF-MATMUL2 MAXIMA::DIM-MPLUS MAXIMA::PSTANA+B
+            MAXIMA::PDIFFERENCE MAXIMA::GF-MATMUL1
+            MAXIMA::MAXIMA-DECLARED-ARRAY-ALIKE1 MAXIMA::LAPSHIFT
+            MAXIMA::PSISIMP1 MAXIMA::CFDIFF MAXIMA::PDECPOW
+            MAXIMA::LEARN-ABS MAXIMA::M2-ONEW MAXIMA::MMACRO-DISPLACE
+            MAXIMA::M2-UNIT_STEP MAXIMA::ALGPCHK MAXIMA::M2-HANKEL_2^2
+            MAXIMA::M2-ONEFRESNEL_C MAXIMA::M2-ONEK MAXIMA::DADDGR
+            MAXIMA::FSPLIT MAXIMA::CHEBY MAXIMA::LISP-ARRAY-ALIKE1
+            MAXIMA::ALGII MAXIMA::LOGEQUIV MAXIMA::M2-DEFLTEP
+            MAXIMA::$CONCAT_POLYGONS MAXIMA::$COL MAXIMA::$REM
+            MAXIMA::STRING1 MAXIMA::WRAP-AN-IS MAXIMA::DIM-MDOIN
+            MAXIMA::PEXPTSQ MAXIMA::STRONGER-VAR? MAXIMA::PSDISREP+
+            MAXIMA::SPSIMPCASES MAXIMA::PRODCOEF MAXIMA::GETFNCOEFF
+            MAXIMA::$INV_MOD MAXIMA::DUP MAXIMA::GF-DLOGB
+            MAXIMA::$NTHROOT MAXIMA::DIM-%PRODUCT MAXIMA::ALIKE
+            MAXIMA::TAY-ERROR MAXIMA::PRNET MAXIMA::M2-ONEQ
+            MAXIMA::PSCTIMES* MAXIMA::PGATH2 MAXIMA::CONF5
+            MAXIMA::ASK-DECLARE MAXIMA::$SSTATUS-AUX MAXIMA::LMAKE2
+            MAXIMA::Z-FUNCTION MAXIMA::PSCOSA+B MAXIMA::GPPLUS
+            MAXIMA::PSCSUBST1 MAXIMA::M2-LEGENDRE_P
+            MAXIMA::SET-SYMMETRIC-DIFFERENCE MAXIMA::IND1
+            MAXIMA::NALGFAC MAXIMA::TRACE-UNFSHADOW MAXIMA::M2-ONERF
+            MAXIMA::DO%SUM MAXIMA::MEMQ MAXIMA::TEX-D MAXIMA::INV-MOD
+            MAXIMA::PCDIFCONC MAXIMA::MRV MAXIMA::$RISCH
+            MAXIMA::FPGCDCO MAXIMA::DIM-$MATRIX MAXIMA::DEPENDS
+            MAXIMA::EXPANINTEXPT MAXIMA::MGETL MAXIMA::M2-ONERFC
+            MAXIMA::LEARN-NUMER MAXIMA::MAP2C MAXIMA::RATCOEF1
+            MAXIMA::BESSEL-I-INTEGRAL-2 MAXIMA::FIXVL1 INTL:DGETTEXT
+            MAXIMA::EXPAND-DISTINCT-ROOTS
+            MAXIMA::MAXIMA-UNDECLARED-ARRAY-MEQP MAXIMA::APPEARS
+            MAXIMA::REQUIRE-LIST MAXIMA::$PARTITION MAXIMA::SRATP
+            MAXIMA::CTIMEMT MAXIMA::M2-ONEEXPINTEGRAL_E
+            MAXIMA::DPMODQUO MAXIMA::CPTIMESXA MAXIMA::ZFACTSPLIT
+            MAXIMA::INTCV3 MAXIMA::PSEXPT MAXIMA::MMACRO-APPLY
+            MAXIMA::DIMENSION-FUNCTION MAXIMA::DOPGCDCOFACTS
+            MAXIMA::EXCISE-EXTRA-VARIABLES MAXIMA::PDISREP2EXPAND
+            MAXIMA::TMUNIFY-LOOP MAXIMA::PADE-MONIZE
+            MAXIMA::$SUBLIST_INDICES MAXIMA::M2-ASSOC_LEGENDRE_P
+            MAXIMA::SIGNDIFF-MINMAX MAXIMA::NSUBSTRING MAXIMA::E+
+            MAXIMA::*RED MAXIMA::TMFACTORIAL MAXIMA::COMPILETIMES
+            MAXIMA::SUBST2S MAXIMA::INTCV1 MAXIMA::INFSIMP2
+            MAXIMA::PSUMSQ1 MAXIMA::INTCV2 MAXIMA::MFUNCTION-DELETE
+            MAXIMA::M2-ONEEXPINTEGRAL_E1 MAXIMA::PNTHROOT
+            MAXIMA::DLF-MUMBLIFY MAXIMA::M2-BESSEL_K*HANKEL_2
+            MAXIMA::CONF4 MAXIMA::$ORDERGREATP MAXIMA::M2-A*T
+            MAXIMA::SET-INTERSECT MAXIMA::LINDEP MAXIMA::FPQUOTIENT
+            MAXIMA::DISPLACE MAXIMA::POSINTEGERSET MAXIMA::DCONV
+            MAXIMA::M2-ONEI^2 MAXIMA::RATDIF MAXIMA::FACRPLUS
+            MAXIMA::COMMUTATIVE-PRODUCTP MAXIMA::TSEXPT MAXIMA::HERMPOL
+            MAXIMA::FREEARGS MAXIMA::SIMPLIM%INVERSE_JACOBI_SC
+            MAXIMA::GPTIMES MAXIMA::PEEK-ONE-TOKEN-G MAXIMA::NISBUILD
+            MAXIMA::INSERT-IT MAXIMA::ITH MAXIMA::HDOT
+            MAXIMA::$FILLARRAY CL-INFO::SELECT-INFO-ITEMS
+            MAXIMA::CONTODR MAXIMA::FCTRL MAXIMA::INTERSECT*
+            MAXIMA::PSDISREP^ MAXIMA::AFIXSIGN
+            MAXIMA::TAY-EXPONENTIALIZE MAXIMA::PSDERIVATIVE
+            MAXIMA::$DESOLVE MAXIMA::DEL MAXIMA::PSDIFF
+            MAXIMA::NEW-SKEL MAXIMA::RATDP1 MAXIMA::END-
+            MAXIMA::CALL-BATCH1 MAXIMA::LSAFIX MAXIMA::SUBRESULT
+            MAXIMA::REMOVE-SINGULARITIES MAXIMA::JMAUG MAXIMA::M2-ONEP0
+            MAXIMA::SP1GREAT MAXIMA::DBV MAXIMA::$POLY_DISCRIMINANT
+            MAXIMA::FILTER MAXIMA::HIDELIM MAXIMA::$FLOAT_APPROX_EQUAL
+            MAXIMA::TMCOMBI MAXIMA::PARSE-NARY MAXIMA::LGCD1
+            MAXIMA::ITERATE-OVER-BKPTS MAXIMA::ASSOLIKE MAXIMA::M2-TWOK
+            MAXIMA::INTSETUP MAXIMA::GETDEC MAXIMA::INTEXT
+            MAXIMA::TRIG-RIGHT-PLACEP MAXIMA::MRECORD-ASSIGN
+            MAXIMA::MLSP MAXIMA::$INRT MAXIMA::PCTIMES
+            MAXIMA::GET-ONE-FACTOR-POLLARD MAXIMA::MSUBLIS-SUBST
+            MAXIMA::BXM MAXIMA::$POISTIMES MAXIMA::TMPATHP
+            MAXIMA::LINPOWER0 MAXIMA::BRANCH MAXIMA::MERGESOLN
+            MAXIMA::M2-A*X^M+C MAXIMA::MATRIX-MATRIX-PRODUCTP
+            MAXIMA::PDIFFER1 MAXIMA::PCPLUS1 MAXIMA::AP1
+            MAXIMA::M2-HANKEL_1^2 MAXIMA::DLQ MAXIMA::TSTIMES-GET-PW
+            MAXIMA::FIRST-FORM-LINE MAXIMA::STURMSEQ MAXIMA::SRRAT3
+            MAXIMA::M2-ONEC MAXIMA::SOLVE1A MAXIMA::DIFF-EXPAND
+            MAXIMA::PRESIGN MAXIMA::HAS-NOT-ALIKE1-P MAXIMA::RCPLUS!
+            MAXIMA::$CONS MAXIMA::GETD0 MAXIMA::$POISDIFF
+            MAXIMA::MULTMAT MAXIMA::NOTINVOLVE MAXIMA::$SUBSET
+            MAXIMA::IVAR2 CL-INFO::SOME-INEXACT MAXIMA::M2-ONEIONEY
+            MAXIMA::TYI-PARSE-INT MAXIMA::RATDX MAXIMA::PCDIFFER
+            MAXIMA::PDISREP! MAXIMA::EMAX MAXIMA::FACTORSUM0
+            MAXIMA::MGRIND MAXIMA::$ARRAYMAKE MAXIMA::SCHATCHEN
+            MAXIMA::PINTERPOLATE1 MAXIMA::MGRP MAXIMA::DISTRINPLUSPREV
+            MAXIMA::HAS-CONST-OR-INT-TERM MAXIMA::RETFACTOR1
+            MAXIMA::DIM-%DERIVATIVE MAXIMA::REMVALUE MAXIMA::RETRIEVE
+            MAXIMA::BEHAVIOR-EXPT MAXIMA::ADDARGLIST
+            MAXIMA::EXP-CONVERG-FORM MAXIMA::NISSWCDR MAXIMA::PTERM
+            MAXIMA::EXECF19 MAXIMA::SCALAR-OR-CONSTANT-P
+            MAXIMA::DIFFERENCE-VAR-SETS MAXIMA::ARRAYINFO-AUX
+            MAXIMA::HIPART MAXIMA::EPS-COEF-SIGN MAXIMA::%MAKE-POLYGON
+            MAXIMA::LET-RULE-SETTER MAXIMA::PRINT-PT1
+            MAXIMA::PDERIVATIVE MAXIMA::FIND-CF MAXIMA::RADFUNP
+            MAXIMA::DOMAIN-ERROR MAXIMA::TR-LISP-FUNCTION-CALL
+            MAXIMA::FIXMULT MAXIMA::TRYRISCH MAXIMA::$SCALED_BESSEL_I
+            MAXIMA::INTIRA MAXIMA::DIM-%SUM MAXIMA::SET-PARTITIONS
+            MAXIMA::$SETEQUALP MAXIMA::REMOV4
+            MAXIMA::BESSEL-I-HALF-ORDER MAXIMA::PNEXT MAXIMA::CQUOTIENT
+            MAXIMA::FPPLUS MAXIMA::REMOV3 MAXIMA::EXPGAM-FUN
+            MAXIMA::GCFACTOR MAXIMA::RISCHADD MAXIMA::EXTRACT
+            MAXIMA::DIMENSION-ARRAY-OBJECT MAXIMA::LAPEXPT
+            MAXIMA::NTHKDR MAXIMA::CANCEL MAXIMA::DIM-MDO
+            MAXIMA::RESULTANT MAXIMA::RPOWERSET MAXIMA::PSTRIM-TERMS
+            MAXIMA::RATREDUCE MAXIMA::M2-SUM MAXIMA::SAFE-MGETL
+            MAXIMA::FPTIMES MAXIMA::M2-TWOY MAXIMA::FACTF MAXIMA::PSIMP
+            MAXIMA::BETA-EXPAND-INTEGER MAXIMA::MXCOMP
+            MAXIMA::OUTPUT-2D MAXIMA::*UNION-MODE MAXIMA::DEFMATCH1
+            MAXIMA::PCTIMES1 MAXIMA::$ENDCONS MAXIMA::ORDFN
+            MAXIMA::ONEDIFF MAXIMA::PSANS-ADD MAXIMA::PTIMES%E
+            MAXIMA::RLESSP MAXIMA::DIM-MDEFINE MAXIMA::STURM1
+            MAXIMA::CPBER3 MAXIMA::CHECKBREAK MAXIMA::UPDATE-HEIGHTS
+            MAXIMA::ASSOO MAXIMA::ZGCD1 MAXIMA::FREEOF
+            MAXIMA::META-FSET MAXIMA::OLDGET MAXIMA::MEMALIKE
+            MAXIMA::NISSWCAR MAXIMA::SIMPARGS MAXIMA::SP1SINCOS
+            MAXIMA::M2-ONEKONEY MAXIMA::DIM-MABS MAXIMA::POLY?
+            MAXIMA::RATREP MAXIMA::FDEL MAXIMA::ELLIPTIC-F
+            MAXIMA::POLYSUBST MAXIMA::RATDERIVATIVE MAXIMA::PSDIFF1
+            MAXIMA::BRANCH1 MAXIMA::FFACTOR MAXIMA::LIMITINF
+            MAXIMA::GET-THETA-FOR-VERTICAL-Z MAXIMA::CPA1
+            MAXIMA::WHITTINDTEST MAXIMA::M2-TWOI MAXIMA::POISMERGE2
+            MAXIMA::DECLAREKIND MAXIMA::$PARTITION_SET MAXIMA::LINSORT
+            MAXIMA::BDISCR MAXIMA::STRIP-ZEROES
+            MAXIMA::DIMENSION-BUILD-INFO MAXIMA::TRUNC-VECT1
+            MAXIMA::DGQ MAXIMA::NPCTIMES MAXIMA::SIGNDIFF-SPECIAL
+            MAXIMA::SCH-LOOP MAXIMA::REQUIRE-LIST-OR-SET MAXIMA::ADD2
+            MAXIMA::PTIMES1 MAXIMA::ALIKE1 MAXIMA::ADDMATRIX1
+            MAXIMA::PTIMESCHK MAXIMA::SIDE-EFFECT-FREE-CHECK
+            MAXIMA::IGNORE-ERRORS-MFUNCALL MAXIMA::MRV-SIGN
+            MAXIMA::PCQUOTIENT MAXIMA::$FILE_SEARCH1
+            MAXIMA::INTEGER-STIRLING1 MAXIMA::PSQFRP MAXIMA::PRSMATCH
+            MAXIMA::NEXTLEVEL MAXIMA::HANKEL-2 MAXIMA::NISTREELISTER
+            MAXIMA::M2-ONELOG MAXIMA::M2-E^-T
+            MAXIMA::BESSEL-Y-HALF-ORDER MAXIMA::OUTPUT MAXIMA::CPROG
+            MAXIMA::PDIVIDE MAXIMA::$DIAGMATRIX MAXIMA::PCONTENT1
+            MAXIMA::SININT MAXIMA::SCS MAXIMA::NOT-ZERO-FREE
+            MAXIMA::SPANG1 MAXIMA::ADDMATRIX MAXIMA::PDECOMP
+            MAXIMA::DISTRINT MAXIMA::$FUNMAKE
+            MAXIMA::MAXIMA-UNDECLARED-ARRAY-ALIKE1 MAXIMA::CAR>
+            MAXIMA::EVENFN MAXIMA::SUMCOEF MAXIMA::DIMENSION-ARRAY
+            MAXIMA::MAPFR1 MAXIMA::SP1SINCOS2 MAXIMA::MEQP
+            MAXIMA::GREAT MAXIMA::USOLVE MAXIMA::COVERS
+            MAXIMA::MY-PRINT MAXIMA::EXCHANGEVAR MAXIMA::CONVERT
+            MAXIMA::BFLOAT-EXPINTEGRAL-E MAXIMA::M2-HANKEL_1
+            MAXIMA::FPGREATERP MAXIMA::$REVEAL MAXIMA::MRV-MOVEUP
+            MAXIMA::DPMODREM MAXIMA::SININT* MAXIMA::CYCLP
+            MAXIMA::PCQUOTIENT1 MAXIMA::ZL-INTERSECTION
+            MAXIMA::MCONS-EXP-ARGS MAXIMA::SUMCONTRACT2
+            MAXIMA::M2-ONEEXPINTEGRAL_CI MAXIMA::FR1 MAXIMA::SP2DIFF
+            MAXIMA::ISQUADRATICP MAXIMA::KTERMS MAXIMA::AVLINIT
+            MAXIMA::YUK-SU-META-PROP MAXIMA::RATSETUP MAXIMA::XOR
+            MAXIMA::FPDIFFERENCE MAXIMA::SSET-DIFFERENCE
+            MAXIMA::NONSYMCHK MAXIMA::SIMPDTF MAXIMA::*FPSIN
+            MAXIMA::PPLUS MAXIMA::DYPHEYED MAXIMA::M2-HANKEL_2*BESSEL_J
+            MAXIMA::PDISREP2 MAXIMA::PSCPLUS1 MAXIMA::IMPROPER-ARG-ERR
             MAXIMA::END INTL::PARSE-EXPR MAXIMA::ONPU MAXIMA::ZERORES
             MAXIMA::MREMPROP MAXIMA::COMBIN MAXIMA::MATCHSUM
             MAXIMA::EXPT$ MAXIMA::ROOT+ANYTHING MAXIMA::KLIM
@@ -2617,8 +2556,135 @@
             MAXIMA::ESHIFT MAXIMA::RULE-APPLY MAXIMA::$-READ-AUX
             MAXIMA::HORN+ MAXIMA::RREMAINDER MAXIMA::IVAR
             MAXIMA::RDIFFERENCE MAXIMA::M2-ONEYONEJ
-            MAXIMA::XMAXIMA-PRINT-HEADER MAXIMA::CDIV
-            MAXIMA::NEWVARMAT)) 
+            MAXIMA::XMAXIMA-PRINT-HEADER MAXIMA::CDIV MAXIMA::NEWVARMAT
+            MAXIMA::EREDUCE MAXIMA::PQUO MAXIMA::PSPLUS1
+            MAXIMA::PQUOTIENT2 MAXIMA::NISFIX MAXIMA::E*
+            MAXIMA::M2-HANKEL_2 MAXIMA::FPCOFRAT1 MAXIMA::EXPANDSUMS
+            MAXIMA::PRIMEP-SMALL MAXIMA::ASK-EVOD MAXIMA::GAMMAGREEKTF
+            MAXIMA::EQTEST MAXIMA::WTPCTIMES MAXIMA::POWERS
+            MAXIMA::GEREDNO1 MAXIMA::MGET MAXIMA::BATCH-EQUAL-CHECK
+            MAXIMA::LINEAR-TERM-P MAXIMA::CMOD-SL MAXIMA::PGCD
+            MAXIMA::BOX MAXIMA::M2-ONES MAXIMA::CALCULATE-SERIES
+            MAXIMA::INFSIMP1 MAXIMA::$SET_TEX_ENVIRONMENT_DEFAULT
+            MAXIMA::NONSQFRCASE MAXIMA::PLUSIN
+            MAXIMA::SIMPLIM%INVERSE_JACOBI_DS MAXIMA::POISLIM1
+            MAXIMA::MBUILDQ MAXIMA::PSPLUS MAXIMA::EVAL-MON
+            MAXIMA::MPRINT MAXIMA::MULTIPLEP MAXIMA::ADDF
+            MAXIMA::PLCMCOFACTS MAXIMA::FLONUM-EVAL MAXIMA::TRDISP1
+            MAXIMA::ATRIGH MAXIMA::PPLUS1 MAXIMA::CBEXPT
+            MAXIMA::ADD-INVERSEP MAXIMA::ASK-GREATEQ MAXIMA::$SUBLIST
+            MAXIMA::SOLVE3 MAXIMA::ARRAYSIZE MAXIMA::DIM-MLABEL
+            MAXIMA::ZFREE MAXIMA::COMPILEATOM MAXIMA::M2-ONEGAMMAGREEK
+            MAXIMA::$ROTATION1 MAXIMA::INCREASELIST MAXIMA::SAFE-GET
+            MAXIMA::MAX-NUMERIC-RATIO-P MAXIMA::M2-ONESLOMMEL
+            MAXIMA::MUL2 MAXIMA::PRENUMBER MAXIMA::CDRAS
+            MAXIMA::MMACROEXPANSION-CHECK MAXIMA::MAXIMA-LISP-DEBUGGER
+            MAXIMA::RPLUS* MAXIMA::SINDIF MAXIMA::SOLVENTHP
+            MAXIMA::PINTERPOLATE2 MAXIMA::DIM-%AT MAXIMA::SPDERIVATIVE
+            MAXIMA::ATTEMPT-TRANSLATE-RANDOM-MACRO-OP MAXIMA::TMDET
+            MAXIMA::EXPONENT-OF MAXIMA::$PICKAPART MAXIMA::PSCOSHA+B
+            MAXIMA::FLGREAT MAXIMA::REMOVERULE
+            MAXIMA::M2-SUM-WITH-EXP-CASE4
+            MAXIMA::SIMPLIM%INVERSE_JACOBI_NC MAXIMA::EBAKSUBST
+            MAXIMA::MBUILDQ-SPLICE-ASSOCIATE MAXIMA::DIM-MLABOX
+            MAXIMA::PFACTOR2 MAXIMA::$SPECINT MAXIMA::OLDCONTENT1
+            MAXIMA::TRIG-LOG-3A-EXEC MAXIMA::MCONS MAXIMA::SUBEXP
+            MAXIMA::M2-ONET MAXIMA::RTC-DIVIDE-BY-GCD
+            MAXIMA::EQUAL-DIV-TWO MAXIMA::M2-ARBPOW1 MAXIMA::CFPLUS
+            MAXIMA::RAT MAXIMA::PMON1 MAXIMA::PARSER-ASSOC
+            MAXIMA::PARSE MAXIMA::MARRAYREF1$ MAXIMA::RATINT
+            MAXIMA::SCRAT MAXIMA::CEIL MAXIMA::CNV MAXIMA::CONST1
+            MAXIMA::ADDPARAM MAXIMA::FACTPLUS2 MAXIMA::REDGCD
+            MAXIMA::SININTP MAXIMA::HAIPART MAXIMA::$GET MAXIMA::PAR
+            MAXIMA::SC-CONVERG-FORM MAXIMA::ODDS MAXIMA::EVERYSUBST2
+            MAXIMA::DISTRDEFEXECINIT MAXIMA::M2-ONEU
+            MAXIMA::$@-FUNCTION MAXIMA::REM-TRACE-INFO
+            MAXIMA::PUSH-AUTOLOAD-DEF MAXIMA::M2-STRUVE_L
+            MAXIMA::HALFANGLE MAXIMA::SIMPLIM%INVERSE_JACOBI_NS
+            MAXIMA::ALPHALESSP MAXIMA::LHOP-NUMDEN MAXIMA::PDERIVATIVE3
+            MAXIMA::EQUAL-TIMES-MINUS-TWO MAXIMA::GENFIND
+            MAXIMA::XTORTERM MAXIMA::NISREPLACE MAXIMA::FASPRINT
+            MAXIMA::P*LOGNXP MAXIMA::FLGREAT1 MAXIMA::HALFANGLEAUX
+            MAXIMA::SUBSETL MAXIMA::ORDE MAXIMA::MAXIMA-RATIONALP
+            MAXIMA::LED-CALL MAXIMA::CPRES1 MAXIMA::ZERO-PRODUCTP
+            MAXIMA::RCEXPT1 MAXIMA::INTERVAL MAXIMA::RQUOTIENT
+            MAXIMA::PUSH-DEFVAR
+            MAXIMA::ATTEMPT-TRANSLATE-RANDOM-SPECIAL-OP
+            MAXIMA::HALFSPLIT MAXIMA::DIM-MCOND MAXIMA::AMONG
+            MAXIMA::DLS MAXIMA::MREAD-PROMPTER MAXIMA::SUBLISS
+            MAXIMA::M2-SUM-WITH-EXP-CASE2 MAXIMA::RATDX1
+            MAXIMA::$POISPLUS MAXIMA::HAND-SIDE MAXIMA::QUEUE-P
+            MAXIMA::CURSORPOS* MAXIMA::M2-SUM-WITH-EXP-CASE3
+            MAXIMA::TCONS MAXIMA::IS-A-POLE MAXIMA::M2-ATAN
+            MAXIMA::TIMESKL MAXIMA::FPATAN2 MAXIMA::SIMPLIMSUBST
+            MAXIMA::$ROW MAXIMA::DISTRESTOREX MAXIMA::TIMESLOOP
+            MAXIMA::GCEXPT MAXIMA::BESSEL-K-HALF-ORDER
+            MAXIMA::DELETE-WITH-SIDE-EFFECTS-IF MAXIMA::RADIC
+            MAXIMA::NMT MAXIMA::TIMESROW MAXIMA::DCOMP MAXIMA::FPR-DIF
+            MAXIMA::DEPENDSL MAXIMA::DMDERIVLONG MAXIMA::LSFT
+            MAXIMA::POISXCOEF MAXIMA::K MAXIMA::TAYLOR* MAXIMA::OLDGCD
+            MAXIMA::$ORDERLESSP MAXIMA::GET! MAXIMA::TIMEX0
+            MAXIMA::ZEROCOEFL MAXIMA::PPPROG MAXIMA::RESET-DO-THE-WORK
+            MAXIMA::M2-BESSEL_I*HANKEL_1 MAXIMA::POLCOEF MAXIMA::SUM
+            MAXIMA::RATSETUP2 MAXIMA::$RATDIFF MAXIMA::TIMEX1
+            MAXIMA::DCOMPARE MAXIMA::SET-UNION MAXIMA::RATCOEF
+            MAXIMA::EVMAP MAXIMA::TRIG-SUBST MAXIMA::PSTANHA+B
+            MAXIMA::TOTAL-SIGN MAXIMA::UNION1 MAXIMA::SPEXP
+            MAXIMA::MXTIMESC MAXIMA::$BERNPOLY
+            MAXIMA::SOLVE-BY-DECOMPOSITION MAXIMA::PSTERM
+            MAXIMA::INTERSECT MAXIMA::M2-HYP-ONEP MAXIMA::ASY
+            MAXIMA::APPLY1HACK MAXIMA::$COEFMATRIX
+            MAXIMA::LISP-FCN-TYPEP MAXIMA::PGCDCOFACTS
+            MAXIMA::DIMENSION-LIST MAXIMA::DIM-%LSUM MAXIMA::TMSTORE
+            MAXIMA::DIVL MAXIMA::PSTERM1 MAXIMA::RCDIFF!
+            MAXIMA::M-SUBSET MAXIMA::DEGODR MAXIMA::MAKPROD
+            MAXIMA::PPLUSCHK MAXIMA::PSTIMES MAXIMA::$ORDERMAGNITUDEP
+            MAXIMA::TERM* MAXIMA::DIMENSION-PAREN MAXIMA::PAIROFF
+            MAXIMA::$LFREEOF MAXIMA::MEMBERCAR MAXIMA::RGRP
+            MAXIMA::CPOWER MAXIMA::PDECOMP1
+            MAXIMA::MAXIMA-DECLARED-ARRAY-MEQP
+            MAXIMA::BESSEL-J-INTEGRAL-2 MAXIMA::PRADD2LNC MAXIMA::BEG
+            MAXIMA::DINTEXP MAXIMA::M2-HANKEL_1*BESSEL_J
+            MAXIMA::DIMENSION-PREFIX MAXIMA::SP3FORM MAXIMA::M2-ONEE
+            MAXIMA::FACTPLUSDEP MAXIMA::FLATTENL-OP MAXIMA::NISADDON
+            MAXIMA::PUTOPR MAXIMA::COEFF-CONTAINS-POWERS MAXIMA::BEG-
+            MAXIMA::PLCM MAXIMA::PQUOTIENT MAXIMA::FPPREC1
+            MAXIMA::INTGREAT MAXIMA::QUEUE+P MAXIMA::SQ-SUMSQ
+            MAXIMA::SP1TPLUS MAXIMA::MAXIMA-REMF
+            MAXIMA::M2-ONE-GEN-LAGUERRE MAXIMA::READ-ONLY-ASSIGN
+            MAXIMA::EXCLUDE MAXIMA::DIMENSION-DEFSTRUCT
+            MAXIMA::NEW-FILE-SEARCH MAXIMA::DEPENDSALL MAXIMA::NEVERSET
+            MAXIMA::FINDSES MAXIMA::FINDFLIST MAXIMA::NARG1
+            MAXIMA::MAKE-DECLARES MAXIMA::PGCDU MAXIMA::NTHCOL
+            MAXIMA::SQDTC MAXIMA::M1 MAXIMA::ALGNORM MAXIMA::SUBRESGCD
+            MAXIMA::FINDTHEM MAXIMA::RATPL MAXIMA::HETD
+            MAXIMA::DMDERIVABBREV MAXIMA::M2-ONEKELLIPTIC
+            MAXIMA::AMONGL MAXIMA::DELETECOL MAXIMA::M2-ONEY
+            MAXIMA::MSUBLIS MAXIMA::NTHCOL1 MAXIMA::LOOPP
+            MAXIMA::ELLIPTQUAD MAXIMA::ONP MAXIMA::NTHELEM
+            MAXIMA::LIMFACT MAXIMA::RAISEUP MAXIMA::EXCHANGECOL
+            MAXIMA::SET-MEQP MAXIMA::NISTREETRIMMER MAXIMA::PSINA+B
+            MAXIMA::EVFUNMAKE MAXIMA::SIMPLIM%INVERSE_JACOBI_DC
+            MAXIMA::QUOT MAXIMA::PDISREP* MAXIMA::REQUIRE-SET
+            MAXIMA::APDL MAXIMA::ISGREATERP MAXIMA::PARTNUM
+            MAXIMA::CPBG0 MAXIMA::FREE-NOT-ZERO-P MAXIMA::M2-ONEK^2
+            MAXIMA::NPQUO MAXIMA::ASSIGN-MODE-CHECK MAXIMA::REMOV0
+            MAXIMA::JACOBI MAXIMA::LISIMP-NEGATIVE-INTEGER
+            MAXIMA::SDIFFTIMES MAXIMA::RATGREATERP MAXIMA::CREMAINDER
+            MAXIMA::STRING<$ MAXIMA::PDISREP*EXPAND MAXIMA::M2-ONEJ
+            MAXIMA::REMALIAS1 MAXIMA::DSFUNC1 MAXIMA::FSEL
+            MAXIMA::RATCF MAXIMA::VGREAT MAXIMA::MAXIMA-REDUCE
+            MAXIMA::SIMPNCT-ALIKE MAXIMA::RPLUS MAXIMA::ZPDEGREEVECTOR
+            MAXIMA::EXPONENTIALIZE MAXIMA::M2-ARBPOW2
+            COMMAND-LINE:PROCESS-ARGS MAXIMA::LESSTHAN
+            MAXIMA::SUBST-DIFF-MATCH MAXIMA::ILT2 MAXIMA::$POISCTIMES
+            MAXIMA::ISINOP MAXIMA::PDEGREE MAXIMA::M2-BESSEL_K*HANKEL_1
+            MAXIMA::PEXPT MAXIMA::DGR MAXIMA::INTEGER-STIRLING2
+            MAXIMA::FRAC-BFLOAT-EXPINTEGRAL-E
+            COMMAND-LINE::CL-OPTION-DESCRIPTION MAXIMA::TMERGE
+            MAXIMA::SMONO MAXIMA::KUMMER MAXIMA::M2-TWO-HANKEL_1
+            MAXIMA::CFQUOT MAXIMA::GREATERRATP MAXIMA::$CHINESE
+            MAXIMA::CHINESE MAXIMA::EXPAND-SING-TRIG?)) 
 (PROCLAIM
     '(FTYPE (FUNCTION NIL FIXNUM) MAXIMA::REALIT-SL MAXIMA::MYTERPRI
             MAXIMA::STERPRI MAXIMA::BF-REALIT-SL)) 
diff -Nru maxima-5.28.0/src/trans1.lisp maxima-5.29.1/src/trans1.lisp
--- maxima-5.28.0/src/trans1.lisp	2011-08-21 19:26:03.000000000 +0000
+++ maxima-5.29.1/src/trans1.lisp	2012-12-04 05:54:50.000000000 +0000
@@ -387,7 +387,6 @@
 (def%tr $loadfile $batcon)
 (def%tr $loadarrays         $batcon)
 (def%tr $loadplots $batcon)
-(def%tr $makeatomic $batcon)
 (def%tr $namefile $batcon)
 (def%tr $numerval           $batcon)
 (def%tr $options $batcon)
diff -Nru maxima-5.28.0/src/trans3.lisp maxima-5.29.1/src/trans3.lisp
--- maxima-5.28.0/src/trans3.lisp	2011-08-21 19:26:03.000000000 +0000
+++ maxima-5.29.1/src/trans3.lisp	2012-12-04 05:54:50.000000000 +0000
@@ -185,10 +185,6 @@
 (defun-prop (fungen&env-for-meval free-lisp-vars) (form)
   (free-lisp-vars (car (cdddr form))))
 
-;;; (FUNGEN&ENV-FOR-MEVALSUMARG () () EXP MACSYMA-EXP)
-(defun-prop (fungen&env-for-mevalsumarg free-lisp-vars) (form)
-  (free-lisp-vars (car (cddr form))))
-
 ;;; the various augmented lambda forms.
 
 (defun free-lisp-vars-m-tlambda (form)
diff -Nru maxima-5.28.0/src/transq.lisp maxima-5.29.1/src/transq.lisp
--- maxima-5.28.0/src/transq.lisp	2011-08-21 19:26:03.000000000 +0000
+++ maxima-5.29.1/src/transq.lisp	2012-12-04 05:54:50.000000000 +0000
@@ -16,7 +16,7 @@
 
 (macsyma-module transq macro)
 
-(load-macsyma-macros transm defopt)
+(load-macsyma-macros transm)
 
 (defmacro def-mtrvar (v a &optional (priority 1))
   (declare (ignore priority))
@@ -31,53 +31,7 @@
 	    (eq ,v ',v))
 	(setq ,v ,a))))
 
-(defvar *max-expt$-expand* 7)
-
-(defopt expt$ (bas exp)
-  (if (not (integerp exp))
-      `(maxima-error "EXPT$: exponent must be an integer; found: ~a" ,exp))
-  (let* ((abs-exp (abs exp))
-	 (full-exp (cond ((not (> exp *max-expt$-expand*))
-			  `(internal-expt$ ,bas ,abs-exp))
-			 (t
-			  `(expt ,bas ,abs-exp)))))
-    (cond ((minusp exp)
-	   `(/ ,full-exp))
-	  (t full-exp))))
-
-(defopt internal-expt$ (exp-base pos-exp)
-  (cond ((zerop pos-exp)
-	 ;; BROM  wrote X^0 for symmetry in his code, and this
-	 ;; macro did some infinite looping! oops.
-	 ;; X^0 can only happen in hand-written code, in macros
-	 ;; the general-representation simplifier will get rid
-	 ;; of it.
-	 1.0)
-	((= pos-exp 1)
-	 exp-base)
-	((not (atom exp-base))
-	 (let ((sym (gensym)))
-	   `(let ((,sym ,exp-base))
-	     (internal-expt$ ,sym ,pos-exp))))
-	((= pos-exp 2)
-	 `(* ,exp-base ,exp-base))
-	((= pos-exp 3) `(* ,exp-base ,exp-base ,exp-base))
-	((= pos-exp 4)
-	 `(internal-expt$ (internal-expt$ ,exp-base 2) 2))
-	((= pos-exp 5)
-	 `(* (internal-expt$ ,exp-base 4) ,exp-base))
-	((= pos-exp 6)
-	 `(internal-expt$ (internal-expt$ ,exp-base 3) 2))
-	((= pos-exp 7)
-	 `(* ,exp-base (internal-expt$ ,exp-base 6)))
-	(t
-	 `(* ,@(make-list pos-exp :initial-element exp-base)))))
-
-;;; There is a real neat and fancy way to do the above for arbitrary N
-;;; repeated squaring in a recrusive fashion.  It is trivial to do
-;;; and should be done at some point.
-
-(defopt mfunction-call (f &rest l &aux l1)
+(define-compiler-macro mfunction-call (f &rest l &aux l1)
   (setq l1 l)
   (cond ((or (fboundp f)
 	     (get f 'once-translated)
@@ -95,8 +49,6 @@
 ;;; then be passed to a function which will bind variables from
 ;;; the  and possibly other variables free in
 ;;;  and then call MEVAL on the expression.
-;;; FUNGEN&ENV-FOR-MEVALSUMARG will also make sure that the 
-;;; has an mevalsumarg property of T.
 ;;; the expression was translated using TR-LAMBDA.
 
 (defvar *infile-name-key* '||
diff -Nru maxima-5.28.0/src/transs.lisp maxima-5.29.1/src/transs.lisp
--- maxima-5.28.0/src/transs.lisp	2012-08-11 21:09:41.000000000 +0000
+++ maxima-5.29.1/src/transs.lisp	2012-12-04 05:54:50.000000000 +0000
@@ -122,9 +122,6 @@
     (cond (tr-abort  nil)
 	  (t fun))))
 
-(defvar tr-defaultf nil
-  "A default only for the case of no arguments to $translate_file")
-
 (defun $compile_file (input-file &optional bin-file translation-output-file &aux result)
   (setq input-file (maxima-string input-file))
   (and bin-file(setq  bin-file (maxima-string bin-file)))
diff -Nru maxima-5.28.0/src/trgred.lisp maxima-5.29.1/src/trgred.lisp
--- maxima-5.28.0/src/trgred.lisp	2011-08-21 19:26:04.000000000 +0000
+++ maxima-5.29.1/src/trgred.lisp	2012-12-04 05:54:50.000000000 +0000
@@ -403,7 +403,7 @@
          (mtell (intl:gettext "trigreduce: failed to expand.~%~%"))
 	 (show-exp (list '(%log) e))
 	 (mtell (intl:gettext "trigreduce: try again after applying rule:~2%~M~%~%")
-		(list '(mlable) nil
+		(list '(mlabel) nil
 		      (out-of
 		       (list '(mequal)
 			     (list '(%log) e)
diff -Nru maxima-5.28.0/src/troper.lisp maxima-5.29.1/src/troper.lisp
--- maxima-5.28.0/src/troper.lisp	2011-08-21 19:26:04.000000000 +0000
+++ maxima-5.29.1/src/troper.lisp	2012-12-04 05:54:50.000000000 +0000
@@ -85,8 +85,7 @@
 	(cond ((eq '$fixnum (car exp))
 	       (setq exp (cdr exp))
 	       (cond ((eq '$float (car bas))
-		      (cond ((not (integerp exp)) `($float expt ,(cdr bas) ,exp))
-			    (t `($float expt$ ,(cdr bas) ,exp))))
+		      `($float expt ,(cdr bas) ,exp))
 		     ((and (eq (car bas) '$fixnum)
 			   $tr_numer)
 		      ;; when NUMER:TRUE we have 1/2 evaluating to 0.5
@@ -106,7 +105,7 @@
 			   (setq exp (cadr (caddr exp)))
 			   (cond ((= 1 exp) `($float sqrt ,(cdr bas)))
 				 ((= -1 exp) `($float / (sqrt ,(cdr bas))))
-				 (t `($float expt$ (sqrt ,(cdr bas)) ,exp))))
+				 (t `($float expt (sqrt ,(cdr bas)) ,exp))))
 			  ((eq 'rat (caar (caddr exp)))
 			   `($float expt ,(cdr bas) ,($float (caddr exp)))))))
 	      (t `($any power ,(cdr bas) ,(cdr exp)))))))
diff -Nru maxima-5.28.0/tests/Makefile.am maxima-5.29.1/tests/Makefile.am
--- maxima-5.28.0/tests/Makefile.am	2012-04-29 20:56:49.000000000 +0000
+++ maxima-5.29.1/tests/Makefile.am	2012-12-10 20:29:29.000000000 +0000
@@ -113,6 +113,7 @@
 rtest_expintegral.mac \
 rtest_signum.mac \
 rtest_lambert_w.mac \
+rtest_laplace.mac \
 rtest_elliptic.mac \
 rtest_integrate.mac \
 rtest_integrate_special.mac \
@@ -123,6 +124,8 @@
 rtest_carg.mac \
 rtest_log.mac \
 rtest_power.mac \
+rtestdefstruct.mac \
+rtest_rules.mac \
 README.how-to \
 testsuite.lisp \
 wester_problems/wester-gpl-permission-message.txt \
diff -Nru maxima-5.28.0/tests/Makefile.in maxima-5.29.1/tests/Makefile.in
--- maxima-5.28.0/tests/Makefile.in	2012-08-12 21:21:58.000000000 +0000
+++ maxima-5.29.1/tests/Makefile.in	2012-12-10 20:34:31.000000000 +0000
@@ -174,6 +174,7 @@
 target_alias = @target_alias@
 top_builddir = @top_builddir@
 top_srcdir = @top_srcdir@
+win32 = @win32@
 verpkglibdir = $(pkglibdir)/@VERSION@
 verpkglibexecdir = $(libexecdir)/@PACKAGE@/@VERSION@
 verpkgdatadir = $(pkgdatadir)/@VERSION@
@@ -244,6 +245,7 @@
 rtest_expintegral.mac \
 rtest_signum.mac \
 rtest_lambert_w.mac \
+rtest_laplace.mac \
 rtest_elliptic.mac \
 rtest_integrate.mac \
 rtest_integrate_special.mac \
@@ -254,6 +256,8 @@
 rtest_carg.mac \
 rtest_log.mac \
 rtest_power.mac \
+rtestdefstruct.mac \
+rtest_rules.mac \
 README.how-to \
 testsuite.lisp \
 wester_problems/wester-gpl-permission-message.txt \
diff -Nru maxima-5.28.0/tests/rtest15.mac maxima-5.29.1/tests/rtest15.mac
--- maxima-5.28.0/tests/rtest15.mac	2012-04-29 20:56:50.000000000 +0000
+++ maxima-5.29.1/tests/rtest15.mac	2012-12-04 05:54:50.000000000 +0000
@@ -177,7 +177,7 @@
 4;
 /* some tests for lambda expressions.
   we test for both translate and compile because there are some compiler
-  macros for translated code (defined via defopt) */
+  macros for translated code */
 define_variable(qwerty,1,fixnum);
 1;
 /* m-tlambda */
diff -Nru maxima-5.28.0/tests/rtest16.mac maxima-5.29.1/tests/rtest16.mac
--- maxima-5.28.0/tests/rtest16.mac	2012-08-05 03:45:13.000000000 +0000
+++ maxima-5.29.1/tests/rtest16.mac	2012-12-09 21:42:56.000000000 +0000
@@ -198,6 +198,10 @@
 numer:false;
 false;
 
+/* #2504 wrong answer for simple limit, limit(sin(x)+1/x, x, inf)=0 */
+limit(1/x + sin(x), x, inf);
+ind;
+
 /* Bug 593344 */
 limit(abs(infinity));
 inf;
@@ -441,6 +445,12 @@
 limit(atan2(-(x^2-2), x^3-2*x), x, sqrt(2), plus);
 -atan(1/sqrt(2));
 
+limit(floor(x), x, 5, minus);
+4;
+
+limit(floor(x), x, 5, plus);
+5;
+
 /* [ 1587235 ] limit(floor(x),x,1) wrong */
 limit(floor(x),x,0);
 und;
@@ -1152,6 +1162,10 @@
 limit ((sin(n*x) - n*x*cos(n*x))/n^2, x, %pi);
 -%pi*(-1)^n/n;
 
+/* #2503 Declaring x as an integer changes result of limit from 3 to inf */
+limit((2^n+3^n)^(1/n), n,inf);
+3;
+
 /* Bug ID: 2835634 - logcontract broken
  * Bug ID: 1467368 - logcontract returns unsimplified expr
  */
@@ -2282,4 +2296,50 @@
 polarform((a+1)/2 - a/2 - 0.5b0);
 0.0b0$
 
+/*
+ * ID: 3440046: elliptic_f(0.5,1) signals error
+ *
+ * Add a few more tests for invalid values.
+ */
+closeto(elliptic_f(0.5,1)-elliptic_f(1/2,1), 1e-15);
+true;
+
+closeto(elliptic_f(0.5b0,1) - bfloat(elliptic_f(1/2,1)), 1b-16);
+true;
+
+errcatch(elliptic_f(2.0,1));
+[];
+
+errcatch(elliptic_f(2b0,1));
+[];
 
+/*
+ * Bug 3428734:  integrate(bessel_y(1,z),z)  with ?z : 1
+ */
+
+(?z:1, 0);
+0;
+
+integrate(bessel_y(1,z),z);
+-bessel_y(0,z);
+
+integrate(bessel_j(1,z),z);
+-bessel_j(0,z);
+
+integrate(bessel_k(1,z),z);
+-bessel_k(0,z);
+
+integrate(bessel_i(1,z),z);
+bessel_i(0,z);
+
+/*
+ * Bug 3381301: log(-1.0b0) has small realpart
+ */
+realpart(log(-1b0));
+0;
+
+/*
+ * Bug 3559064: elliptic_f(2,1) is wrong.
+ */
+errcatch(elliptic_f(2,1));
+[];
diff -Nru maxima-5.28.0/tests/rtest_gamma.mac maxima-5.29.1/tests/rtest_gamma.mac
--- maxima-5.28.0/tests/rtest_gamma.mac	2012-06-15 05:21:34.000000000 +0000
+++ maxima-5.29.1/tests/rtest_gamma.mac	2012-12-10 20:30:25.000000000 +0000
@@ -2490,7 +2490,7 @@
   erf(-0.75+%i),
   (-1.372897192365736489613456241111589390954675856186764729607156305b0 
   + 0.539788632227100129936591912063260716699852732091113612337142798b0*%i),
-  5.0e-15);
+  6.0e-15);
 true;
 
 closeto(
@@ -2514,6 +2514,13 @@
   6.0e-15);
 true;
 
+/* Bug 3587184: erf inaccurate for small float values */
+relerror(
+  erf(1d-10),
+  float(2d-10/sqrt(%pi)),
+  1d-15);
+true;
+
 /* Erf with bigfloat precision */
 
 fpprec:64;
@@ -2565,6 +2572,51 @@
   1b-61);
 true;
 
+/* Bug 3587191: erf inaccurate for small bigfloat values */
+relerror(
+  erf(1b-40),
+  bfloat(2b-40/sqrt(%pi)),
+  1b-65);
+true;
+
+/* Bug 3587304 erfc(x) for x > 6 is wrong */
+relerror(
+  erfc(6.0),
+  2.15197367124989131659335039918738463047751406e-17,
+  2e-15);
+true;
+
+relerror(
+  erfc(-4.0),
+  2-erfc(4.0),
+  1e-15);
+true;
+
+relerror(
+  erfc(6b0),
+  2.1519736712498913116593350399187384630477514061688542100527892051056337238484927860b-17,
+  1b-64);
+true;
+
+relerror(
+  erfc(-6b0),
+  1.9999999999999999784802632875010868834066496008126153695224859383114578994b0,
+  1b-64);
+true;
+
+/* Bug 3587362 inverse_erfc(1d-40) wrong */
+relerror(
+  inverse_erfc(1d-40),
+  9.448789766720855,
+  1d-15);
+true;
+
+relerror(
+  inverse_erfc(1b-50),
+  10.59209016952736518902166392532979911559420645541709912588406440119671044289134079569127583320351428635b0,
+  1d-64);
+true;
+
 /* We have done a check for the numerical algorithm of the Erf function which
    calls the Incomplete Gamma function. 
    We do not do further numerical tests for the other Error functions, 
@@ -3501,7 +3553,7 @@
 relerror(
   gamma_incomplete(10,-100d0+%i),
   subst(x=-100d0+%i, block([gamma_expand : true], gamma_incomplete(10,x))),
-  7.0e-15);
+  8.1e-15);
 true;
       
 relerror(
@@ -3509,6 +3561,85 @@
   subst(x=-100b0+%i, block([gamma_expand : true], gamma_incomplete(10,x))),
   2.04b-64);
 true;
+
+relerror(
+ erf(inverse_erf(.5)),
+ 0.5,
+ 1.4d-14);
+true;
       
+relerror(
+ erf(inverse_erf(-.5)),
+ -0.5,
+ 1.4e-14);
+true;
+
+relerror(
+ erf(inverse_erf(.5b0)),
+ 0.5b0,
+ 2b-64);
+true;
+
+relerror(
+ erf(inverse_erf(-.5b0)),
+ -0.5b0,
+ 2b-64);
+true;
+
+relerror(
+ erf(inverse_erf(2.0)),
+ 2.0,
+ 7.9d-15);
+true;
+
+relerror(
+ erf(inverse_erf(-2.0)),
+ -2.0,
+ 7.9d-15);
+true;
+
+/* These are a bit slow if fpprec is large.  Make fpprec a bit smaller */
+fpprec:24;
+24;
+
+relerror(
+ erf(inverse_erf(2b0)),
+ 2b0,
+ 2.9b-24);
+true;
+
+relerror(
+ erf(inverse_erf(-2b0)),
+ -2b0,
+ 2.9b-24);
+true;
+
+relerror(
+ erf(inverse_erf(2b0+2b0*%i)),
+ 2b0+2b0*%i,
+ 6.6b-25);
+true;
+
+relerror(
+ erf(inverse_erf(-2b0-2b0*%i)),
+ -2b0-2b0*%i,
+ 6.6b-25);
+true;
+
+relerror(
+ erf(inverse_erf(10b0+1000b0*%i)),
+ 10b0+1000b0*%i,
+ 2b-23);
+true;
+
+
+/* From the mailing list.  This should not signal an error and should give a simplifed answer */
+relerror(
+ expand(bfloat(erf((sqrt(2)*%i-sqrt(2))/2))),
+ 4.74147636640994245161681b-1 * %i - 9.69264211944215930381491b-1,
+ 1b-23);
+true;
+
 (fpprec:oldfpprec,done);
 done;
+
diff -Nru maxima-5.28.0/tests/rtest_integrate.mac maxima-5.29.1/tests/rtest_integrate.mac
--- maxima-5.28.0/tests/rtest_integrate.mac	2011-08-21 19:26:05.000000000 +0000
+++ maxima-5.29.1/tests/rtest_integrate.mac	2012-12-04 05:54:50.000000000 +0000
@@ -2493,11 +2493,13 @@
 
 /* Problem 446: NOUN */
 integrate(%e^(f*z)/(b*c^(d*z)+a),z);
-a*log(c)*d
- *'integrate(%e^(f*z)/(b^2*(log(c)*d-f)*%e^(2*log(c)*d*z)
+'integrate(%e^(f*z)/(b*c^(d*z)+a),z);
+/* a*log(c)*d
+   *'integrate(%e^(f*z)/(b^2*(log(c)*d-f)*%e^(2*log(c)*d*z)
                       +a*b*(2*log(c)*d-2*f)*%e^(log(c)*d*z)+a^2*(log(c)*d-f)),
              z)
  -%e^(f*z)/(b*(log(c)*d-f)*%e^(log(c)*d*z)+a*(log(c)*d-f));
+*/
 
 /* Problem 447: NOUN */
 integrate(%e^(d*z)/(b*%e^(c*z)+a)^2,z);
@@ -6119,13 +6121,15 @@
 
 /* Problem 791: NOUN */
 integrate(z*%e^(f*z)/(b*c^(d*z)+a),z);
-'integrate((a*(log(c)^2*d^2-log(c)*d*f)*z+a*log(c)*d)*%e^(f*z)
+'integrate(z*%e^(f*z)/(b*c^(d*z)+a),z);
+/*  'integrate((a*(log(c)^2*d^2-log(c)*d*f)*z+a*log(c)*d)*%e^(f*z)
             /(b^2*(f^2-2*log(c)*d*f+log(c)^2*d^2)*%e^(2*log(c)*d*z)
              +a*b*(2*f^2-4*log(c)*d*f+2*log(c)^2*d^2)*%e^(log(c)*d*z)
              +a^2*(f^2-2*log(c)*d*f+log(c)^2*d^2)),z)
  -((log(c)*d-f)*z+1)*%e^(f*z)/(b*(f^2-2*log(c)*d*f+log(c)^2*d^2)
                                 *%e^(log(c)*d*z)
                               +a*(f^2-2*log(c)*d*f+log(c)^2*d^2));
+*/
 
 /* Problem 792: NOUN */
 integrate(z*%e^(d*z)/(b*%e^(c*z)+a),z);
@@ -6152,7 +6156,8 @@
 
 /* Problem 796: NOUN */
 integrate(z^2*%e^(f*z)/(b*c^(d*z)+a),z);
-'integrate((a*(log(c)*d*f^2-2*log(c)^2*d^2*f+log(c)^3*d^3)*z^2
+'integrate(z^2*%e^(f*z)/(b*c^(d*z)+a),z);
+/* 'integrate((a*(log(c)*d*f^2-2*log(c)^2*d^2*f+log(c)^3*d^3)*z^2
             +a*(2*log(c)^2*d^2-2*log(c)*d*f)*z+2*a*log(c)*d)
             *%e^(f*z)
             /(b^2*(-f^3+3*log(c)*d*f^2-3*log(c)^2*d^2*f+log(c)^3*d^3)
@@ -6163,6 +6168,7 @@
  -((f^2-2*log(c)*d*f+log(c)^2*d^2)*z^2+(2*log(c)*d-2*f)*z+2)*%e^(f*z)
   /(b*(-f^3+3*log(c)*d*f^2-3*log(c)^2*d^2*f+log(c)^3*d^3)*%e^(log(c)*d*z)
    +a*(-f^3+3*log(c)*d*f^2-3*log(c)^2*d^2*f+log(c)^3*d^3));
+*/
 
 /* Problem 797: OK */
 integrate(z^2*%e^(c*z)/(b*%e^(c*z)+a),z);
@@ -6174,7 +6180,8 @@
 
 /* Problem 798: NOUN */
 integrate(z^3*%e^(f*z)/(b*c^(d*z)+a),z);
-'integrate((a*(-log(c)*d*f^3+3*log(c)^2*d^2*f^2-3*log(c)^3*d^3*f+log(c)^4*d^4)
+'integrate(z^3*%e^(f*z)/(b*c^(d*z)+a),z);
+/* 'integrate((a*(-log(c)*d*f^3+3*log(c)^2*d^2*f^2-3*log(c)^3*d^3*f+log(c)^4*d^4)
              *z^3
             +a*(3*log(c)*d*f^2-6*log(c)^2*d^2*f+3*log(c)^3*d^3)*z^2
             +a*(6*log(c)^2*d^2-6*log(c)*d*f)*z+6*a*log(c)*d)
@@ -6192,6 +6199,7 @@
   /(b*(f^4-4*log(c)*d*f^3+6*log(c)^2*d^2*f^2-4*log(c)^3*d^3*f+log(c)^4*d^4)
      *%e^(log(c)*d*z)
    +a*(f^4-4*log(c)*d*f^3+6*log(c)^2*d^2*f^2-4*log(c)^3*d^3*f+log(c)^4*d^4));
+*/
 
 /* Problem 799: OK */
 integrate(z^3*%e^(c*z)/(b*%e^(c*z)+a),z);
diff -Nru maxima-5.28.0/tests/rtest_lambert_w.mac maxima-5.29.1/tests/rtest_lambert_w.mac
--- maxima-5.28.0/tests/rtest_lambert_w.mac	2012-06-15 05:21:34.000000000 +0000
+++ maxima-5.29.1/tests/rtest_lambert_w.mac	2012-12-04 05:54:50.000000000 +0000
@@ -116,6 +116,10 @@
 lambert_w(3+2*%i);
 lambert_w(3+2*%i);
 
+/* ... unless we set numer evflag*/
+closeto(lambert_w(2),0.85260550201372549134,2.0e-16), numer;
+true;
+
 diff(lambert_w(x),x);
 %e^-lambert_w(x)/(lambert_w(x)+1);
 
@@ -213,6 +217,11 @@
 generalized_lambert_w(%pi,3.0);
 generalized_lambert_w(%pi,3.0);
 
+/* ... unless we set numer evflag */
+closeto(generalized_lambert_w(0,2),0.85260550201372549134,2.0e-16), numer;
+true;
+
+
 diff(generalized_lambert_w(n,x),x);
 %e^-generalized_lambert_w(n,x)/(generalized_lambert_w(n,x)+1);
 
diff -Nru maxima-5.28.0/tests/rtest_laplace.mac maxima-5.29.1/tests/rtest_laplace.mac
--- maxima-5.28.0/tests/rtest_laplace.mac	1970-01-01 00:00:00.000000000 +0000
+++ maxima-5.29.1/tests/rtest_laplace.mac	2012-12-04 05:54:50.000000000 +0000
@@ -0,0 +1,652 @@
+/* rtest_laplace.mac -- test cases for Laplace transform
+ * Copyright 2012 by Robert Dodier.
+ * I release this work under terms of the GNU General Public License.
+ */
+
+(kill (all),
+ mycontext : newcontext (gensym ()),
+ declare (n, integer),
+ /* attempt to forestall asksign queries */
+ assume (a > 0, b > 0, c > 0),
+ assume (n > 0, q > 0),
+ assume_pos_pred : lambda ([e], true),
+ assume_pos : true,
+ assuming (e1, e2) ::= buildq ([e1, e2], block ([foo, c1 : newcontext (gensym ())], assume (e1), foo : e2, killcontext (c1), foo)),
+ 0);
+0;
+
+/* cases handled by LAPLACE in src/laplac.lisp */
+
+/* 0 */
+
+laplace (0, u, v);
+0;
+
+/* constant */
+
+laplace (1, u, v);
+1/v;
+
+laplace (7, u, v);
+7/v;
+
+laplace (a, u, v);
+a/v;
+
+/* exp */
+
+laplace (exp (- u), u, v);
+1/(1 + v);
+
+laplace (exp (- 7*u), u, v);
+1/(7 + v);
+
+laplace (exp (- a*u), u, v);
+1/(a + v);
+
+laplace (exp (- u - b), u, v);
+exp (- b) / (1 + v);
+
+laplace (exp (- a*u - b), u, v);
+exp (- b) / (a + v);
+
+/* sin */
+
+laplace (sin (u), u, v);
+1/(1 + v^2);
+
+laplace (sin (7*u), u, v);
+7/(49 + v^2);
+
+laplace (sin (a*u), u, v);
+a/(a^2 + v^2);
+
+/* cos */
+
+laplace (cos (u), u, v);
+v/(1 + v^2);
+
+laplace (cos (7*u), u, v);
+v/(49 + v^2);
+
+laplace (cos (a*u), u, v);
+v/(a^2 + v^2);
+
+/* sinh */
+
+laplace (sinh (u), u, v);
+1/(v^2 - 1);
+
+laplace (sinh (7*u), u, v);
+7/(v^2 - 49);
+
+laplace (sinh (a*u), u, v);
+a/(v^2 - a^2);
+
+/* cosh */
+
+laplace (cosh (u), u, v);
+v/(v^2 - 1);
+
+laplace (cosh (7*u), u, v);
+v/(v^2 - 49);
+
+laplace (cosh (a*u), u, v);
+v/(v^2 - a^2);
+
+/* log */
+
+(laplace (log (u), u, v), if equal (%%, (-1/v)*(log (v) + %gamma)) then true else %%);
+true;
+
+(laplace (log (7*u), u, v), ev (if equal (%%, (1/abs(7))*(-1/(v/7)*(log (v/7) + %gamma))) then true else %%, logexpand = super));
+true;
+
+(laplace (log (a*u), u, v), ev (if equal (%%, (1/abs(a))*(-1/(v/a)*(log (v/a) + %gamma))) then true else %%, logexpand = super));
+true;
+
+/* diff */
+
+laplace ('diff (foo (u), u), u, v);
+v * 'laplace (foo (u), u, v) - foo (0);
+
+laplace ('diff (foo (u), u, 2), u, v);
+'laplace (foo (u), u, v) * v^2 - foo (0) * v - 'at ('diff (foo (u), u, 1), u = 0);
+
+laplace ('diff (foo (u), u, 3), u, v);
+'laplace (foo (u), u, v) * v^3 - foo (0) * v^2 - 'at ('diff (foo (u), u), u = 0) * v - 'at ('diff (foo (u), u, 2), u = 0);
+
+laplace ('diff (foo (u), u, n), u, v);
+'laplace (foo (u), u, v) * v^n - 'sum ('at ('diff (foo (u), u, k), u = 0) * v^((n - 1) - k), k, 0, n - 1);
+
+/* integrate */
+
+laplace ('integrate (foo (w), w, 0, u), u, v);
+(1/v)*'laplace (foo (u), u, v);
+
+/* sum */
+
+laplace ('sum (foo (u, i), i, 0, n), u, v);
+'sum ('laplace (foo (u, i), u, v), i, 0, n);
+
+/* erf */
+
+laplace (erf (u), u, v);
+exp (v^2/4) * (1 - erf (v/2)) / v;
+
+laplace (erf (7*u), u, v);
+exp (v^2/196) * (1 - erf (v/14)) / v;
+
+laplace (erf (a*u), u, v);
+exp (v^2/(4*a^2)) * (1 - erf (v/(2*a))) / v;
+
+/* inverse transform */
+
+laplace ('ilt (foo (v), v, u), u, v);
+foo (v);
+
+/* delta */
+
+laplace (delta (u), u, v);
+1;
+
+laplace (delta (u - 7), u, v);
+exp (- 7*v);
+
+laplace (delta (u - a), u, v);
+exp (- a*v);
+
+laplace (delta (7*u), u, v);
+1/7;
+
+laplace (delta (a*u), u, v);
+1/abs(a);
+
+laplace (delta (a*u - b), u, v);
+exp (- b*v/a) / abs (a);
+
+/* cases which specint handles
+ * I haven't verified the following rules -- these tests only verify that
+ * laplace returns the result advertised in specint's comments.
+ */
+
+/* Algorithm 1: Laplace transform of c*t^v*exp(-s*t+e*f) */
+
+/* Algorithm 1.1: Laplace transform of c*t^v*exp(-a*t^2)
+ * t^(v-1)*exp(-t^2/8/a)
+ *   -> gamma(v)*2^v*a^(v/2)*exp(a*p^2)*D[-v](2*p*sqrt(a))
+ */
+
+/* Algorithm 1.2: Laplace transform of c*t^v*exp(-a*sqrt(t))
+ * (2*t)^(v-1)*exp(-2*sqrt(a)*sqrt(t))
+ *    -> gamma(2*v)*p^(-v)*exp(a/p/2)*D[-2*v](sqrt(2*a/p))
+ */
+
+/* Algorithm 1.3: Laplace transform of t^v*exp(1/t)
+ * t^(v-1)*exp(-a/t/4)
+ *    -> 2*(a/p/4)^(v/2)*bessel_k(v, sqrt(a)*sqrt(p))
+ */
+
+/* Algorithm 1.4: Laplace transform of exp(exp(-t))
+ * exp(-a*exp(-t))
+ *   -> a^(-p)*gamma(p,a)
+ */
+
+laplace (exp (-a * exp (-u)), u, v);
+gamma_greek(v,a)/a^v$
+
+/* Algorithm 1.5: Laplace transform of exp(exp(t))
+ * exp(-a*exp(t))
+ *   -> a^(-p)*gamma_incomplete(-p,a)
+ * (specint code doesn't match formula; code appears to be correct)
+ */
+
+laplace (exp (-a * exp (u)), u, v);
+a^v * gamma_incomplete (-v, a);
+
+/* Algorithm 2: Laplace transform of u(t)*%e^(-p*t).
+ * Laplace transform of asin(w)
+ * Laplace transform of atan(w)
+ * Laplace transform of two Bessel J functions
+ * Laplace transform of two hankel_1 functions
+ * Laplace transform of two hankel_2 functions
+ * Laplace transform of hankel_1 * hankel_2
+ * Laplace transform of two Bessel Y functions
+ * Laplace transform of two Bessel K functions
+ * Laplace transform of Bessel K and Bessel Y functions
+ * Laplace transform of Bessel I and Bessel J functions
+ * Laplace transform of Bessel I and Hankel 1 functions
+ * Laplace transform of Bessel I and Hankel 2 functions
+ * Laplace transform of Bessel Y and Bessel J functions
+ * Laplace transform of Bessel K and Bessel J functions
+ * Laplace transform of Hankel 1 and Bessel J functions
+ * Laplace transform of Hankel 2 and Bessel J functions
+ * Laplace transform of Bessel Y and Hankel 1 functions
+ * Laplace transform of Bessel Y and Hankel 2 functions
+ * Laplace transform of Bessel K and Hankel 1 functions
+ * Laplace transform of Bessel K and Hankel 2 functions
+ * Laplace transform of Bessel I and Bessel Y functions
+ * Laplace transform of Bessel I and Bessel K functions
+ * Laplace transform of Struve H function
+ * Laplace transform of Struve L function
+ * Laplace transform of little Lommel s function
+ * Laplace transform of Lommel S function
+ * Laplace transform of Bessel Y function
+ * Laplace transform of Bessel K function
+ * Laplace transform of Parabolic Cylinder function
+ * Laplace transform of Incomplete Gamma function
+ * Laplace transform of Batemann function
+ * Laplace transform of Bessel J function
+ * Laplace transform of Gamma greek function
+ * Laplace transform of Hankel 1 function
+ * Laplace transform of Hankel 2 function
+ * Laplace transform of Whittaker M function
+ * Laplace transform of Whittaker M function
+ * Laplace transform of the Generalized Laguerre function, %l[v1,v2](w)
+ * Laplace transform for the Generalized Laguerre function
+ * Laplace transform for the Laguerre function
+ * Laplace transform of Gegenbauer function
+ * Laplace transform of Chebyshev function of the first kind
+ * Laplace transform of Chebyshev function of the second kind
+ * Laplace transform for the Hermite function, hermite(index1,arg1)
+ * Laplace transform of %p[v1,v2](w), Associated Legendre P function
+ * Laplace transform of Associated Legendre P function
+ * Laplace transform of %p[v1,v2,v3](w), Jacobi function
+ * Laplace transform of Jacobi P function
+ * Laplace transform of Associated Legendre function of the second kind
+ * Laplace transform of Associated Legendre function of the second kind
+ * Laplace transform of %p[v1](w), Legendre P function
+ * Laplace transform of Legendre P function
+ * Laplace transform of Whittaker W function
+ * Laplace transform of Whittaker W function
+ * Laplace transform of square of Bessel J function
+ * Laplace transform of square of Hankel 1 function
+ * Laplace transform of square of Hankel 2 function
+ * Laplace transform of square of Bessel Y function
+ * Laplace transform of square of Bessel K function
+ * Laplace transform of two Bessel I functions
+ * Laplace transform of Bessel I. We use I[v](w)=%i^n*J[n](%i*w).
+ * Laplace transform of square of Bessel I function
+ * Laplace transform of Erf function
+ * Laplace transform of the logarithmic function.
+ * Laplace transform of Erfc function
+ * Laplace transform of expintegral_ei.
+ * Laplace transform of expintegral_e1
+ * Laplace transform of expintegral_e
+ * Laplace transform of expintegral_si
+ * Laplace transform of expintegral_shi
+ * Laplace transform of expintegral_ci
+ * Laplace transform of expintegral_chi
+ * Laplace transform of Complete elliptic integral of the first kind
+ * Laplace transform of Complete elliptic integral of the first kind
+ * Laplace transform of Complete elliptic integral of the second kind
+ * Laplace transform of Complete elliptic integral of the second kind
+ * Laplace transform of %f[v1,v2](w1,w2,w3), Hypergeometric function
+ * Laplace transform of Hypergeometric function
+ * Laplace transform of c * t^v * (a+t)^w
+ * Laplace transform of c * t^v
+ */
+
+/* Algorithm 2.1: Laplace transform of c*t^v*%e(-p*t)
+ *
+ * Table of Integral Transforms
+ *
+ * p. 137, formula 1:
+ *
+ * t^u*exp(-p*t)
+ *   -> gamma(u+1)*p^(-u-1)
+ */
+
+/* Algorithm 2.2: Laplace transform of c*t^v*(1+t)^w
+ */
+
+/* Algorithm 2.3: Laplace transform of the Logarithmic function
+ *
+ *    c*t^(v-1)*log(a*t)
+ *       -> c*gamma(v)*s^(-v)*(psi[0](v)-log(s/a))
+ *
+ * This is the formula for an expression with log(t) scaled like 1/a*F(s/a).
+ *
+ * For the following cases we have to add further algorithm:
+ *    log(1+a*x), log(x+a), log(x)^2.
+ */
+
+/* Algorithm 2.4: Laplace transfom of the Whittaker function
+ *
+ * Test for Whittaker W function.  Simplify this if possible, or
+ * convert to Whittaker M function.
+ *
+ * We have r * %w[i1,i2](a)
+ *
+ * Formula 16, p. 217
+ *
+ * t^(v-1)*%w[k,u](a*t)
+ *   -> gamma(u+v+1/2)*gamma(v-u+1/2)*a^(u+1/2)/
+ *          (gamma(v-k+1)*(p+a/2)^(u+v+1/2)
+ *        *2f1(u+v+1/2,u-k+1/2;v-k+1;(p-a/2)/(p+a/2))
+ */
+
+/* Algorithm 2.5: Laplace transfom of bessel_k(0,a*t)
+ *
+ * The general algorithm handles the Bessel K function for an order |v|<1.
+ * but does not include the special case v=0. Return the Laplace transform:
+ *
+ *   bessel_k(0,a*t) --> acosh(s/a)/sqrt(s^2-a^2)
+ */
+
+laplace (bessel_k (0, a*u), u, v);
+acosh (v / a) / sqrt (v^2 - a^2);
+
+/* Algorithm 3: Laplace transform of a hypergeometric function
+ * Table of Laplace transforms, p 220, formula 19:
+ *
+ * If m + k <= n + 1, and Re(s) > 0, the Laplace transform of
+ *
+ *    t^(s-1)*%f[m,n]([a1,...,am],[p1,...,pn],(c*t)^k)
+ * is
+ *
+ *    gamma(s)/p^s*%f[m+k,n]([a1,...,am,s/k,(s+1)/k,...,(s+k-1)/k],[p1,...,pm],(k*c/p)^k)
+ *
+ * with Re(p) > 0 if m + k <= n, Re(p+k*c*exp(2*%pi*%i*r/k)) > 0 for r
+ * = 0, 1,...,k-1, if m + k = n + 1.
+ */
+
+/* Algorithm 4: SPECIAL HANDLING OF Bessel Y for an integer order
+ *
+ * This is called for one Bessel Y function, when the order is an integer.
+ */
+
+/* Algorithm 4.1: Laplace transform of t^n*bessel_y(v,a*t)
+ *                v is an integer and n>=v
+ *
+ * Table of Integral Transforms
+ *
+ * Volume 2, p 105, formula 2 is a formula for the Y-transform of
+ *
+ *    f(x) = x^(u-3/2)*exp(-a*x)
+ *
+ * where the Y-transform is defined by
+ *
+ *    integrate(f(x)*bessel_y(v,x*y)*sqrt(x*y), x, 0, inf)
+ *
+ * which is
+ *
+ *    -2/%pi*gamma(u+v)*sqrt(y)*(y^2+a^2)^(-u/2)
+ *          *assoc_legendre_q(u-1,-v,a/sqrt(y^2+a^2))
+ *
+ * with a > 0, Re u > |Re v|.
+ *
+ * In particular, with a slight change of notation, we have
+ *
+ *    integrate(x^(u-1)*exp(-p*x)*bessel_y(v,a*x)*sqrt(a), x, 0, inf)
+ *
+ * which is the Laplace transform of x^(u-1/2)*bessel_y(v,x).
+ *
+ * Thus, the Laplace transform is
+ *
+ *    -2/%pi*gamma(u+v)*sqrt(a)*(a^2+p^2)^(-u/2)
+ *          *assoc_legendre_q(u-1,-v,p/sqrt(a^2+p^2))
+ */
+
+/* Algorithm 4.2: Laplace transform of t^n*bessel_y(v, a*sqrt(t))
+ *
+ * Table of Integral Transforms
+ *
+ * p. 188, formula 50:
+ *
+ * t^(u-1/2)*bessel_y(2*v,2*sqrt(a)*sqrt(t))
+ *    -> a^(-1/2)*p^(-u)*exp(-a/2/p)
+ *       * [tan((u-v)*%pi)*gamma(u+v+1/2)/gamma(2*v+1)*M[u,v](a/p)
+ *          -sec((u-v)*%pi)*W[u,v](a/p)]
+ */
+
+/* other examples which might or might not be special cases of stuff above
+ * collected from various tables:
+ */
+
+/* http://en.wikipedia.org/wiki/Laplace_transform */
+
+/* linearity */
+
+laplace (a * foo (u) + b * bar (u) + c * baz (u), u, v);
+a * 'laplace (foo (u), u, v) + b * 'laplace (bar (u), u, v) + c * 'laplace (baz (u), u, v);
+
+/* frequency differentiation */
+
+laplace (u * foo (u), u, v);
+- 'diff ('laplace (foo (u), u, v), v);
+
+laplace (u^2 * foo (u), u, v);
+'diff ('laplace (foo (u), u, v), v, 2);
+
+laplace (u^3 * foo (u), u, v);
+- 'diff ('laplace (foo (u), u, v), v, 3);
+
+laplace (u^n * foo (u), u, v);
+(- 1)^n * 'diff ('laplace (foo (u), u, v), v, n);
+
+/* frequency integration */
+
+laplace (foo (u) / u, u, v);
+'integrate ('laplace (foo (u), u, v), u, v, inf);
+
+/* time scaling */
+
+laplace (foo (a * u), u, v);
+(1 / a) * 'at ('laplace (foo (u), u, v), v = v / a);
+
+/* frequency shifting */
+
+assuming (v - a > 0, laplace (exp (a * u) * foo (u), u, v));
+'at ('laplace (foo (u), u, v), v = v - a);
+
+(laplace (exp (a * u) * cosh (u), u, v), if equal (%%,  (v - a) / ((v - a)^2 - 1)) then true else %%);
+true;
+
+/* time shifting */
+
+laplace (foo (u - a) * unit_step (u - a), u, v);
+exp (- a * v) * 'laplace (foo (u), u, v);
+
+laplace (sinh (u - a) * unit_step (u - a), u, v);
+exp (-a * v) / (v^2 - 1);
+
+/* convolution */
+
+laplace ('integrate (foo (w) * bar (u - w), w, 0, u), u, v);
+'laplace (bar (u), u, v) * 'laplace (foo (u), u, v);
+
+(laplace ('integrate (erf (w) * sinh (u - w), w, 0, u), u, v), if equal (%%, laplace (erf (u), u, v) * laplace (sinh (u), u, v)) then true else %%);
+true;
+
+/* conjugate */
+
+declare ([u, v], complex);
+done;
+
+laplace (conjugate (foo (u)), u, v);
+conjugate ('at ('laplace (foo (u), u, v), v = conjugate (v)));
+
+/* erf is entire => conjugate commutes with erf */
+
+laplace (conjugate (erf (u)), u, v);
+exp (v^2/4) * (1 - erf (v/2)) / v;
+
+/* sqrt and log are not entire => conjugate does not commute */
+
+laplace (conjugate (sqrt (u)), u, v);
+sqrt (%pi) * conjugate (1 / conjugate (v) ^ (3/2)) / 2;
+
+laplace (conjugate (log (u)), u, v);
+(- conjugate (log (conjugate (v))) - %gamma) / v;
+
+remove ([u, v], complex);
+done;
+
+/* unit step */
+
+laplace (unit_step (u), u, v);
+1/v;
+
+laplace (unit_step (u - a), u, v);
+exp (- a*v) / v;
+
+/* ramp */
+
+laplace (u * unit_step (u), u, v);
+1/v^2;
+
+/* integer power */
+
+makefact (laplace (u^n, u, v));
+n!/v^(n + 1);
+
+makefact (laplace ((u - a)^n * unit_step (u - a), u, v));
+n! * exp (- a*v) / v^(n + 1);
+
+makefact (laplace (u^n * exp (- b*u), u, v));
+n! / (v + b)^(n + 1);
+
+makefact (ratsimp (laplace ((u - a)^n * exp (- b*(u - a)) * unit_step (u - a), u, v)));
+n!/(v + b)^(n + 1) * exp (- a*v);
+
+/* general power */
+
+laplace (u^q, u, v);
+gamma (q + 1) / v^(q + 1);
+
+/* root */
+
+laplace (u^(1/n), u, v);
+gamma (1/n + 1) / v^(1/n + 1);
+
+(laplace (u^(1/n) * exp(-b*u), u, v),
+ if ratsimp (%% - gamma (1/n + 1) / (v + b)^(1/n + 1)) = 0 then true else %%);
+true;
+
+/* exponential approach */
+
+(laplace (1 - exp (- a*u), u, v), if equal (%%, a/(v * (v + a))) then true else %%);
+true;
+
+/* decaying waves */
+
+(laplace (exp (- a*u) * sin (b*u), u, v), if equal (%%, b / ((v + a)^2 + b^2)) then true else %%);
+true;
+
+(laplace (exp (- a*u) * cos (b*u), u, v), if equal (%%, (v + a) / ((v + a)^2 + b^2)) then true else %%);
+true;
+
+/* Bessel function */
+
+block ([foo, bar],
+ foo : laplace (bessel_j (n, a*u), u, v),
+ bar : (sqrt (v^2 + a^2) - v)^n / (a^n * sqrt (v^2 + a^2)),
+ makelist (makelist (ev (ratsimp (foo - bar), a = aa, n = nn), nn, 0, 4), aa, [1/5, 1/3, 1/2, 1, 2, 3, 5]),
+ map (lambda ([e], zeroequiv (e, v)), flatten (%%)),
+ every (%%));
+true;
+
+/* http://tutorial.math.lamar.edu/Classes/DE/Laplace_Table.aspx */
+
+/* http://www.vibrationdata.com/math/Laplace_Transforms.pdf */
+
+/* combined shifting and scaling */
+
+(assuming (v - a*b > 0,
+ laplace (exp (a * b * u) * foo (a * u), u, v)));
+1/a * 'at ('laplace (foo (u), u, v), v = v/a - b);
+
+laplace (exp (a * b * u) * cosh (a * u), u, v);
+''(ev (1/a * 'at ('laplace (foo (u), u, v), v = v/a - b), 'laplace (foo (u), u, v) = v/(v^2 - 1), nouns, ratsimp));
+
+/* doublet */
+
+laplace ('diff (delta (u), u), u, v);
+v;
+
+/* etc */
+
+laplace (u, u, v);
+1/v^2;
+
+makefact (laplace (u^(n - 1)/(n - 1)!, u, v));
+1/v^n;
+
+makefact (laplace (u^n, u, v));
+n! / v^(n + 1);
+
+laplace (u^(a - 1) / gamma (a), u, v);
+1/v^a;
+
+(mycompare (actual, expected) := if ratsimp (actual - expected) = 0 then true else actual, 0);
+0;
+
+mycompare
+ (laplace (u * exp (-a * u), u, v),
+  1/(v + a)^2);
+true;
+
+mycompare
+ (makefact (laplace (u^(n - 1)/(n - 1)! * exp (-a * u), u, v)),
+  1/(v + a)^n);
+true;
+
+mycompare
+ (laplace (1 - exp (-a * u), u, v),
+  a / (v * (v + a)));
+true;
+
+mycompare
+ (laplace (1/(b - a) * (exp (-a * u) - exp (-b * u)), u, v),
+  1/((v + a)*(v + b)));
+true;
+
+mycompare
+ (laplace (1/(a*b) + exp (-a * u)/(a * (a - b)) + exp (-b * u)/(b * (b - a)), u, v),
+  1/(v * (v + a) * (v + b)));
+true;
+
+mycompare
+ (laplace (1/(a - b) * (a * exp (-a * u) - b * exp (-b * u)), u, v),
+  v/((v + a) * (v + b)));
+true;
+
+mycompare
+ (laplace ((1 - a*u) * exp (-a * u), u, v),
+  v / (v + a)^2);
+true;
+
+mycompare
+ (laplace (1/a^2  * (1 - (1 + a*u) * exp (-a * u)), u, v),
+  1/(v * (v + a)^2));
+true;
+
+mycompare
+ (laplace (sin (a * u + b), u, v),
+  (sin (b) * v + cos (b) * a) / (v^2 + a^2));
+true;
+
+mycompare
+ (laplace (u * cos (a*u), u, v),
+  (v^2 - a^2)/(v^2 + a^2)^2);
+true;
+
+mycompare
+ (laplace (1/a^2 * (1 - cos (a*u)), u, v),
+  1/(v * (v^2 + a^2)));
+true;
+
+/* resume here with eq 2.24 */
+
+/* http://www.stanford.edu/~boyd/ee102/laplace-table.pdf */
+
+/* miscellany */
+
+/* bug reported to mailing list 2012-11-25: laplace prevents user-defined simplification */
+
+(kill (foo), tellsimpafter ('laplace (foo (w), w, x), FOO (x)), laplace (foo (w), w, x));
+FOO (x);
+
+(remove (n, integer), killcontext (mycontext));
+done;
diff -Nru maxima-5.28.0/tests/rtest_log.mac maxima-5.29.1/tests/rtest_log.mac
--- maxima-5.28.0/tests/rtest_log.mac	2012-04-29 20:56:50.000000000 +0000
+++ maxima-5.29.1/tests/rtest_log.mac	2012-12-04 05:54:50.000000000 +0000
@@ -386,7 +386,8 @@
                                           +li[4](z))$
 
 integrate(log(z)^2*log(1-z)/(1-z),z);
-'integrate(log(1-z)^2*log(z)/z,z)-log(1-z)^2*log(z)^2/2;
+'integrate(log(z)^2*log(1-z)/(1-z),z);
+/*  'integrate(log(1-z)^2*log(z)/z,z)-log(1-z)^2*log(z)^2/2;  */
 
 /* Hier fehlen noch Integrale */
 
diff -Nru maxima-5.28.0/tests/rtest_numth.mac maxima-5.29.1/tests/rtest_numth.mac
--- maxima-5.28.0/tests/rtest_numth.mac	2012-08-05 03:45:58.000000000 +0000
+++ maxima-5.29.1/tests/rtest_numth.mac	2012-12-10 20:29:29.000000000 +0000
@@ -85,22 +85,22 @@
 gf_set(7, 10, x^10+5*x^2+x+5);
 [x, x^10+5*x^2+x+5];
 
-gf_exp(gf_prim(), gf_ind(x^9+3*x^6+x^5+2*x^2+6));
+gf_exp(gf_primitive(), gf_index(x^9+3*x^6+x^5+2*x^2+6));
 x^9+3*x^6+x^5+2*x^2+6;
 
-gf_minpoly(x^9+3*x^6+x^5+2*x^2+6);
+gf_minimal_poly(x^9+3*x^6+x^5+2*x^2+6);
 z^10+5*z^9+6*z^8+5*z^6+3*z^5+4*z^4+z^3+2*z^2+4*z+3;
 
 gf_set(19);
 [2, x];
 
-gf_exp(gf_prim(), gf_ind(17));
+gf_exp(gf_primitive(), gf_index(17));
 17;
 
 gf_set(10000000019);
 [2, x];
 
-gf_exp(gf_prim() ,gf_ind(3));
+gf_exp(gf_primitive() ,gf_index(3));
 3;
 
 gf_set(32717, 11, x^11+x^5+x^2+x+1);
@@ -112,10 +112,10 @@
 gf_set(2, 20, x^20+x^3+x^2+x+1);
 [x^2+x, x^20+x^3+x^2+x+1];
 
-gf_exp(gf_prim(), gf_ind(x^10+1));
+gf_exp(gf_primitive(), gf_index(x^10+1));
 x^10+1;
 
-gf_minpoly(x^10+1);
+gf_minimal_poly(x^10+1);
 z^20+z^13+z^12+z^5+z^4+z^3+1;
 
 gf_set(3, 91, x^91+x^35+x+1);
@@ -161,7 +161,7 @@
 gf_add(a, b);
 x^2+x;
 
-gf_mul(a, b);
+gf_mult(a, b);
 x^2+x;
 
 gf_inv(b);
@@ -170,7 +170,7 @@
 gf_div(a, b);
 x^3+x^2;
 
-gf_mul(a, gf_inv(b));
+gf_mult(a, gf_inv(b));
 x^3+x^2;
 
 gf_exp(a, 10);
@@ -179,25 +179,25 @@
 gf_exp(a, 15);
 1;
 
-gf_prim();
+gf_primitive();
 x;
 
-gf_ind(a);
+gf_index(a);
 13;
 
 ev(a = gf_exp(x, 13)), pred;
 true;
 
-(gf_make_tables(), 0);
+(gf_make_arrays(), 0);
 0;
 
-gf_log_table[10];
+gf_logs[10];
 9;
 
 gf_n2p(10);
 x^3+x;
 
-gf_ind(x^3+x);
+gf_index(x^3+x);
 9;
 
 (a : x^2+x+1, b : x^3+x^2+1, 0);
@@ -206,22 +206,22 @@
 gf_log(a, b);
 10;
 
-gf_prim_p(x^3+x+1);
+gf_primitive_p(x^3+x+1);
 true;
 
-gf_prim_p(x^2+x);
+gf_primitive_p(x^2+x);
 false;
 
-gf_ord(x^2+x);
+gf_order(x^2+x);
 3;
 
-gf_ord(x^3+x+1);
+gf_order(x^3+x+1);
 15;
 
 (a : x^3+x+1, 0);
 0;
 
-p : gf_minpoly(a);
+p : gf_minimal_poly(a);
 z^4+z^3+1;
 
 p : subst(a, z, p);
@@ -236,7 +236,7 @@
 (char : 7, exp : 4, g : 3*x^3+3*x^2+6, 0);
 0;
 
-gf_prim_p(g);
+gf_primitive_p(g);
 true;
 
 a : makelist(gf_log(x+i, g),i, 0, 6);
@@ -263,7 +263,7 @@
 u : gf_exp(g, r);
 x^3+3*x^2+2*x+5;
 
-s : u + gf_red();
+s : u + gf_reduction();
 x^4+4*x^3+8*x^2+8*x+7;
 
 gf_factor(s);
@@ -278,7 +278,7 @@
 MI : gf_matinv(M);
 matrix([x^2, x^3+x^2+x+1, x^3], [x^3+x+1, x^2+x, x^3+1], [x, 0, x^3+x+1]);
 
-gf_matmul(M, MI);
+gf_matmult(M, MI);
 matrix([1,0,0], [0,1,0], [0,0,1]);
 
 gf_set(2, 10, x^10+x^3+1);
@@ -294,16 +294,16 @@
        [1,1,1,0,0,1,1,1,0,0], [1,0,1,0,0,1,0,0,1,0],
        [0,0,1,0,0,0,0,1,1,0], [0,0,1,0,0,0,0,1,0,0]);
 
-gf_nbrep(pe, M);
+gf_normal_basis_rep(pe, M);
 [0,0,0,0,0,0,0,0,0,1];
 
 (a : x^9+x^7+x^6+x^5+x^3+x^2+x, 0);
 0;
 
-gf_nbrep(a, M);
+gf_normal_basis_rep(a, M);
 [0,1,1,1,0,1,0,1,1,1];
 
-gf_nbrep(gf_exp(a, 2), M);
+gf_normal_basis_rep(gf_exp(a, 2), M);
 [1,1,1,0,1,0,1,1,1,0];
 
 gf_set(2, 20, x^20+x^3+1);
@@ -312,7 +312,7 @@
 (a : x^15+x^5+1, 0);
 0;
 
-gf_ind(a);
+gf_index(a);
 720548;
 
 gf_exp(a, 3^12);
@@ -358,7 +358,7 @@
        [4,5,9,8,6,11,2],[4,9,10,11,12,1,2],[2,2,3,8,6,5,8],
        [3,2,5,0,5,6,5]);
 
-gf_nbrep(p, M);
+gf_normal_basis_rep(p, M);
 [0,0,0,0,0,0,1];
 
 gf_set(2, x^8+x^4+x^3+x+1);
@@ -403,7 +403,7 @@
 gf_set(2, x^8+1);
 [false, x^8+1];
 
-gf_ord();
+gf_order();
 128;
 
 gf_inv(x);
@@ -412,19 +412,19 @@
 gf_inv(x+1);
 false;
 
-gf_gcdex(x+1, gf_red());
+gf_gcdex(x+1, gf_reduction());
 [1, 0, x+1];
 
 gf_set(3, x^8+1);
 [false, x^8+1];
 
-gf_ord();
+gf_order();
 6400;
 
 gf_set(3, x^8+x+1);
 [false, x^8+x+1];
 
-gf_ord();
+gf_order();
 4368;
 
 gf_set(13, x^8+2);
diff -Nru maxima-5.28.0/tests/rtest_rules.mac maxima-5.29.1/tests/rtest_rules.mac
--- maxima-5.28.0/tests/rtest_rules.mac	1970-01-01 00:00:00.000000000 +0000
+++ maxima-5.29.1/tests/rtest_rules.mac	2012-12-04 05:54:50.000000000 +0000
@@ -0,0 +1,583 @@
+kill (all);
+done;
+
+/* Atoms, including false, are OK as rule productions.
+ * No matchdeclare predicates => match literal expressions only.
+ */
+
+(tellsimp (foo1 (x), true),
+ tellsimp (foo2 (x), false),
+ tellsimp (foo3 (x), %pi),
+ tellsimp (foo4 (x), 1729),
+
+ tellsimpafter (bar1 (x), true),
+ tellsimpafter (bar2 (x), false),
+ tellsimpafter (bar3 (x), %pi),
+ tellsimpafter (bar4 (x), 1729),
+
+ defrule (r1, baz1 (x), true),
+ defrule (r2, baz2 (x), false),
+ defrule (r3, baz3 (x), %pi),
+ defrule (r4, baz4 (x), 1729),
+
+ 0);
+0;
+
+[foo1 (x), foo2 (x), foo3 (x), foo4 (x), bar1 (x), bar2 (x), bar3 (x), bar4 (x)];
+[true, false, %pi, 1729, true, false, %pi, 1729];
+
+[r1 (baz1 (x)), r2 (baz2 (x)), r3 (baz3 (x)), r4 (baz4 (x))];
+[true, false, %pi, 1729];
+
+/* For defrule and defmatch, atoms (both literal and variable) are OK as rule templates.
+ * (Not OK for tellsimp and tellsimpafter, however.)
+ */
+
+(defrule (rx, xx, foo_xx),
+ defrule (r1, 1, foo_1),
+ defrule (rs, "string", foo_string),
+ defrule (r17, 17.0, foo_17),
+ defrule (rtrue, true, foo_true),
+ defrule (rfalse, false, foo_false),
+
+ defmatch (px, xx),
+ defmatch (p1, 1),
+ defmatch (ps, "string"),
+ defmatch (pfloat, 17.0),
+ defmatch (ptrue, true),
+ defmatch (pfalse, false),
+
+ 0);
+0;
+
+[rx (xx), r1 (1), rs ("string"), r17 (17.0), rtrue (true), rfalse (false)];
+[foo_xx, foo_1, foo_string, foo_17, foo_true, foo_false];
+
+[rx (yy), r1 (2), rs ("string2"), r17 (29.0), rtrue (truly), rfalse (falsely)];
+[false, false, false, false, false, false];
+
+[px (xx), p1 (1), ps ("string"), pfloat (17.0), ptrue (true), pfalse (false)];
+[true, true, true, true, true, true];
+
+[px (yy), p1 (2), ps ("string2"), pfloat (29.0), ptrue (truly), pfalse (falsely)];
+[false, false, false, false, false, false];
+
+(matchdeclare (aa, atom, ii, integerp, ss, stringp, ff, floatnump, bb, booleanp),
+ booleanp (e) := atom (e) and (e = true or e = false),
+
+ defrule (ra, aa, [aa]),
+ defrule (ri, ii, ii / 10.0),
+ defrule (rs, ss, concat (ss, "1729")),
+ defrule (rf, ff, floor (ff)),
+ defrule (rb, bb, if bb then 1 else 0),
+ 
+ defmatch (pa, aa),
+ defmatch (pi, ii),
+ defmatch (ps, ss),
+ defmatch (pf, ff),
+ defmatch (pb, bb),
+
+ 0);
+0;
+
+[ra (foobar), ri (17290), rs ("foobar"), rf (17.29), rb (false)];
+[[foobar], 1729.0, "foobar1729", 17, 0];
+ 
+[ra (foo + bar), ri (17290.0), rs (foobar), rf (1729), rb (foo (bar))];
+[false, false, false, false, false];
+ 
+[pa (foobar), pi (17290), ps ("foobar"), pf (1729.0), pb (false)];
+[[aa = foobar], [ii = 17290], [ss = "foobar"], [ff = 1729.0], [bb = false]];
+ 
+[pa (foo + bar), pi (17290.0), ps (foobar), pf (1729), pb (foo (bar))];
+[false, false, false, false, false];
+ 
+/* Match variables are OK as main operator names in defrule and defmatch,
+ * but not in tellsimp and tellsimpafter. Operators other than the main
+ * operator can be match variables in tellsimp and tellsimpafter.
+ * DROP A NOTE TO THIS EFFECT IN RULES.TEXI !!
+ */
+
+(matchdeclare
+  ([a, b], atom,
+    f, lambda ([e], featurep (e, increasing)),
+   [x, y], all), 0);
+0;
+
+(defrule (r1, a(b), b(a)),
+ defrule (r2, f(x) < f(y), x < y),
+ defmatch (p1, a(b)),
+ defmatch (p2, f(x) < f(y)),
+ 0);
+0;
+
+[r1 (foo (bar)), r2 (log (u + v) < log (u - v))];
+[bar (foo), u + v < u - v];
+
+[p1 (foo (bar)), p2 (log (u + v) < log (u - v))];
+[[b = bar, a = foo], [y = u - v, x = u + v, f = log]]; 
+
+for e in values do apply (remvalue, [e]);
+done;
+
+[r1 (foo (bar + baz)), r2 (cosh (x) < cosh (y))];
+[false, false];
+
+[p1 (foo (bar + baz)), p2 (cosh (x) < cosh (y))];
+[false, false];
+
+(tellsimp (f(x) < f(y), x < y),
+ tellsimpafter (f(x) > f(y), x > y),
+ 0);
+0;
+
+[log (u + v) < log (u - v), cosh (u + v) < cosh (u - v)];
+[u + v < u - v, cosh (u + v) < cosh (u - v)];
+
+[sinh (u + v) > sinh (u * v), sin (u + v) > sin (u * v)];
+[u + v > u * v, sin (u + v) > sin (u * v)];
+
+/* Various forms of matchdeclare predicates.
+ * These should different ways to say the same thing.
+ */
+
+matchdeclare (aa1, true, aa2, all);
+done;
+
+matchdeclare 
+  (bb1, integerp,
+  bb2, integerp(),
+  bb3, myintegerp_mmacro,
+  bb4, myintegerp_mmacro(),
+  bb3, myintegerp_mfunction,
+  bb4, myintegerp_mfunction(),
+  bb5, lambda ([x], integerp (x)),
+  bb6, lambda ([x], integerp (x)) (),
+  bb7, myintegerp_array_fcn [1234] ());
+done;
+
+(myintegerp_mmacro (x) ::= buildq ([x], integerp (x)), myintegerp_mfunction (x) := integerp (x), myintegerp_array_fcn [1234] (x) := integerp (x), 0);
+0;
+
+matchdeclare
+  (cc1, freeof (%e, %i),
+  cc2, myfreeof_mmacro (%e, %i),
+  cc3, myfreeof_mfunction (%e, %i),
+  cc4, lambda ([x, y, z], freeof (x, y, z)) (%e, %i),
+  cc5, lambda ([[L]], apply (freeof, L)) (%e, %i),
+  cc6, myfreeof_array_fcn [1234] (%e, %i));
+done;
+
+(myfreeof_mmacro ([L]) ::= buildq ([L], freeof (splice (L))), myfreeof_mfunction ([L]) := apply (freeof, L), myfreeof_array_fcn [1234] ([L]) := apply (freeof, L), 0);
+0;
+
+/* Rules using equivalent predicate defns should have the same effect.
+ */
+
+(tellsimpafter (fa1 (aa1), ga (aa1)),
+tellsimpafter (fa2 (aa2), ga (aa2)),
+
+tellsimpafter (fb1 (bb1), gb (bb1)),
+tellsimpafter (fb2 (bb2), gb (bb2)),
+tellsimpafter (fb3 (bb3), gb (bb3)),
+tellsimpafter (fb4 (bb4), gb (bb4)),
+tellsimpafter (fb5 (bb5), gb (bb5)),
+tellsimpafter (fb6 (bb6), gb (bb6)),
+tellsimpafter (fb7 (bb7), gb (bb7)),
+
+tellsimpafter (fc1 (cc1), gc (cc1)),
+tellsimpafter (fc2 (cc2), gc (cc2)),
+tellsimpafter (fc3 (cc3), gc (cc3)),
+tellsimpafter (fc4 (cc4), gc (cc4)),
+tellsimpafter (fc5 (cc5), gc (cc5)),
+tellsimpafter (fc6 (cc6), gc (cc6)),
+0);
+0;
+
+[fa1 (%pi + %i), fa2 (%pi + %i)];
+[ga (%pi + %i), ga (%pi + %i)];
+
+[fb1 (100), fb2 (100), fb3 (100), fb4 (100), fb5 (100), fb6 (100), fb7 (100)];
+[gb (100), gb (100), gb (100), gb (100), gb (100), gb (100), gb (100)];
+
+(L : [fb1 (x), fb2 (x), fb3 (x), fb4 (x), fb5 (x), fb6 (x), fb7 (x)], 0);
+0;
+ 
+simp : false;
+false;
+
+L;
+[fb1 (x), fb2 (x), fb3 (x), fb4 (x), fb5 (x), fb6 (x), fb7 (x)];
+
+simp : true;
+true;
+
+[fc1 (x + y), fc2 (x + y), fc3 (x + y), fc4 (x + y), fc5 (x + y), fc6 (x + y)];
+[gc (x + y), gc (x + y), gc (x + y), gc (x + y), gc (x + y), gc (x + y)];
+
+(L : [fc1 (%i + y), fc2 (%i + y), fc3 (%i + y), fc4 (%i + y), fc5 (%i + y), fc6 (%i + y)], 0);
+0;
+
+simp : false;
+false;
+
+L;
+[fc1 (%i + y), fc2 (%i + y), fc3 (%i + y), fc4 (%i + y), fc5 (%i + y), fc6 (%i + y)];
+
+simp : true;
+true;
+
+/* Repeat tellsimpafter examples using tellsimp.
+ */
+
+(tellsimp (f2a1 (aa1), ga (aa1)),
+tellsimp (f2a2 (aa2), ga (aa2)),
+
+tellsimp (f2b1 (bb1), gb (bb1)),
+tellsimp (f2b2 (bb2), gb (bb2)),
+tellsimp (f2b3 (bb3), gb (bb3)),
+tellsimp (f2b4 (bb4), gb (bb4)),
+tellsimp (f2b5 (bb5), gb (bb5)),
+tellsimp (f2b6 (bb6), gb (bb6)),
+tellsimp (f2b7 (bb7), gb (bb7)),
+
+tellsimp (f2c1 (cc1), gc (cc1)),
+tellsimp (f2c2 (cc2), gc (cc2)),
+tellsimp (f2c3 (cc3), gc (cc3)),
+tellsimp (f2c4 (cc4), gc (cc4)),
+tellsimp (f2c5 (cc5), gc (cc5)),
+tellsimp (f2c6 (cc6), gc (cc6)),
+0);
+0;
+
+[f2a1 (%pi + %i), f2a2 (%pi + %i)];
+[ga (%pi + %i), ga (%pi + %i)];
+
+[f2b1 (100), f2b2 (100), f2b3 (100), f2b4 (100), f2b5 (100), f2b6 (100), f2b7 (100)];
+[gb (100), gb (100), gb (100), gb (100), gb (100), gb (100), gb (100)];
+
+(L : [f2b1 (x), f2b2 (x), f2b3 (x), f2b4 (x), f2b5 (x), f2b6 (x), f2b7 (x)], 0);
+0;
+ 
+simp : false;
+false;
+
+L;
+[f2b1 (x), f2b2 (x), f2b3 (x), f2b4 (x), f2b5 (x), f2b6 (x), f2b7 (x)];
+
+simp : true;
+true;
+
+[f2c1 (x + y), f2c2 (x + y), f2c3 (x + y), f2c4 (x + y), f2c5 (x + y), f2c6 (x + y)];
+[gc (x + y), gc (x + y), gc (x + y), gc (x + y), gc (x + y), gc (x + y)];
+
+(L : [f2c1 (%i + y), f2c2 (%i + y), f2c3 (%i + y), f2c4 (%i + y), f2c5 (%i + y), f2c6 (%i + y)], 0);
+0;
+
+simp : false;
+false;
+
+L;
+[f2c1 (%i + y), f2c2 (%i + y), f2c3 (%i + y), f2c4 (%i + y), f2c5 (%i + y), f2c6 (%i + y)];
+
+simp : true;
+true;
+
+/* Repeat tellsimpafter examples using defrule.
+ */
+
+(defrule (rule_a1, f3a1 (aa1), ga (aa1)),
+defrule (rule_a2, f3a2 (aa2), ga (aa2)),
+
+defrule (rule_b1, f3b1 (bb1), gb (bb1)),
+defrule (rule_b2, f3b2 (bb2), gb (bb2)),
+defrule (rule_b3, f3b3 (bb3), gb (bb3)),
+defrule (rule_b4, f3b4 (bb4), gb (bb4)),
+defrule (rule_b5, f3b5 (bb5), gb (bb5)),
+defrule (rule_b6, f3b6 (bb6), gb (bb6)),
+defrule (rule_b7, f3b7 (bb7), gb (bb7)),
+
+defrule (rule_c1, f3c1 (cc1), gc (cc1)),
+defrule (rule_c2, f3c2 (cc2), gc (cc2)),
+defrule (rule_c3, f3c3 (cc3), gc (cc3)),
+defrule (rule_c4, f3c4 (cc4), gc (cc4)),
+defrule (rule_c5, f3c5 (cc5), gc (cc5)),
+defrule (rule_c6, f3c6 (cc6), gc (cc6)),
+0);
+0;
+
+map (lambda ([e, r], apply (apply1, [e, r])), [f3a1 (%pi + %i), f3a2 (%pi + %i)], [rule_a1, rule_a2]);
+[ga (%pi + %i), ga (%pi + %i)];
+
+map (lambda ([e, r], apply (apply1, [e, r])), [f3b1 (100), f3b2 (100), f3b3 (100), f3b4 (100), f3b5 (100), f3b6 (100), f3b7 (100)], [rule_b1, rule_b2, rule_b3, rule_b4, rule_b5, rule_b6, rule_b7]);
+[gb (100), gb (100), gb (100), gb (100), gb (100), gb (100), gb (100)];
+
+map (lambda ([e, r], apply (apply1, [e, r])), [f3b1 (x), f3b2 (x), f3b3 (x), f3b4 (x), f3b5 (x), f3b6 (x), f3b7 (x)], [rule_b1, rule_b2, rule_b3, rule_b4, rule_b5, rule_b6, rule_b7]);
+[f3b1 (x), f3b2 (x), f3b3 (x), f3b4 (x), f3b5 (x), f3b6 (x), f3b7 (x)];
+
+map (lambda ([e, r], apply (apply1, [e, r])), [f3c1 (x + y), f3c2 (x + y), f3c3 (x + y), f3c4 (x + y), f3c5 (x + y), f3c6 (x + y)], [rule_c1, rule_c2, rule_c3, rule_c4, rule_c5, rule_c6]);
+[gc (x + y), gc (x + y), gc (x + y), gc (x + y), gc (x + y), gc (x + y)];
+
+map (lambda ([e, r], apply (apply1, [e, r])), [f3c1 (%i + y), f3c2 (%i + y), f3c3 (%i + y), f3c4 (%i + y), f3c5 (%i + y), f3c6 (%i + y)], [rule_c1, rule_c2, rule_c3, rule_c4, rule_c5, rule_c6]);
+[f3c1 (%i + y), f3c2 (%i + y), f3c3 (%i + y), f3c4 (%i + y), f3c5 (%i + y), f3c6 (%i + y)];
+
+/* Repeat tellsimpafter examples using defmatch.
+ */
+
+(defmatch (prog_a1, f4a1 (aa1)),
+defmatch (prog_a2, f4a2 (aa2)),
+
+defmatch (prog_b1, f4b1 (bb1)),
+defmatch (prog_b2, f4b2 (bb2)),
+defmatch (prog_b3, f4b3 (bb3)),
+defmatch (prog_b4, f4b4 (bb4)),
+defmatch (prog_b5, f4b5 (bb5)),
+defmatch (prog_b6, f4b6 (bb6)),
+defmatch (prog_b7, f4b7 (bb7)),
+
+defmatch (prog_c1, f4c1 (cc1)),
+defmatch (prog_c2, f4c2 (cc2)),
+defmatch (prog_c3, f4c3 (cc3)),
+defmatch (prog_c4, f4c4 (cc4)),
+defmatch (prog_c5, f4c5 (cc5)),
+defmatch (prog_c6, f4c6 (cc6)),
+0);
+0;
+
+map (lambda ([e, r], r(e)), [f4a1 (%pi + %i), f4a2 (%pi + %i)], [prog_a1, prog_a2]);
+['[aa1 = %pi + %i], '[aa2 = %pi + %i]];
+
+map (lambda ([e, r], r(e)), [f4b1 (100), f4b2 (100), f4b3 (100), f4b4 (100), f4b5 (100), f4b6 (100), f4b7 (100)], [prog_b1, prog_b2, prog_b3, prog_b4, prog_b5, prog_b6, prog_b7]);
+['[bb1 = 100], '[bb2 = 100], '[bb3 = 100], '[bb4 = 100], '[bb5 = 100], '[bb6 = 100], '[bb7 = 100]];
+
+map (lambda ([e, r], r(e)), [f4b1 (x), f4b2 (x), f4b3 (x), f4b4 (x), f4b5 (x), f4b6 (x), f4b7 (x)], [prog_b1, prog_b2, prog_b3, prog_b4, prog_b5, prog_b6, prog_b7]);
+[false, false, false, false, false, false, false];
+
+map (lambda ([e, r], r(e)), [f4c1 (x + y), f4c2 (x + y), f4c3 (x + y), f4c4 (x + y), f4c5 (x + y), f4c6 (x + y)], [prog_c1, prog_c2, prog_c3, prog_c4, prog_c5, prog_c6]);
+['[cc1 = y + x], '[cc2 = y + x], '[cc3 = y + x], '[cc4 = y + x], '[cc5 = y + x], '[cc6 = y + x]];
+
+map (lambda ([e, r], r(e)), [f4c1 (%i + y), f4c2 (%i + y), f4c3 (%i + y), f4c4 (%i + y), f4c5 (%i + y), f4c6 (%i + y)], [prog_c1, prog_c2, prog_c3, prog_c4, prog_c5, prog_c6]);
+[false, false, false, false, false, false];
+
+/* Re-do above examples using DEFMSPEC functions in matchdeclare predicates.
+ * Commenting out this part because :lisp is not recognized in test scripts.
+:lisp (defmspec $myintegerp_mspec (l) ($integerp (meval (cadr l))))
+:lisp (defmspec $myfreeof_mspec (l) (apply '$freeof (mapcar #'meval (cdr l))))
+
+(matchdeclare
+   (dd1, myintegerp_mspec,
+    dd2, myintegerp_mspec (),
+    ee1, myfreeof_mspec (%e, %i)),
+ 0);
+0;
+
+(tellsimpafter (fd1 (dd1), gd (dd1)),
+ tellsimpafter (fd2 (dd2), gd (dd2)),
+ tellsimpafter (fe1 (ee1), ge (ee1)),
+
+ tellsimp (f2d1 (dd1), gd (dd1)),
+ tellsimp (f2d2 (dd2), gd (dd2)),
+ tellsimp (f2e1 (ee1), ge (ee1)),
+
+ defrule (rule_d1, f3d1 (dd1), gd (dd1)),
+ defrule (rule_d2, f3d2 (dd2), gd (dd2)),
+ defrule (rule_e1, f3e1 (ee1), ge (ee1)),
+
+ defmatch (prog_d1, f4d1 (dd1)),
+ defmatch (prog_d2, f4d2 (dd2)),
+ defmatch (prog_e1, f4e1 (ee1)),
+ 0);
+0;
+
+[fd1 (100), fd2 (100), fe1 (x + y),
+ f2d1 (100), f2d2 (100), f2e1 (x + y),
+ apply1 (f3d1 (100), rule_d1), apply1 (f3d2 (100), rule_d2), apply1 (f3e1 (x + y), rule_e1),
+ prog_d1 (f4d1 (100)), prog_d2 (f4d2 (100)), prog_e1 (f4e1 (x + y))];
+[gd (100), gd (100), ge (x + y),
+ gd (100), gd (100), ge (x + y),
+ gd (100), gd (100), ge (x + y),
+ '[dd1 = 100], '[dd2 = 100], '[ee1 = x + y]];
+
+(L : [fd1 (x), fd2 (x), f2d1 (x), f2d2 (x)], 0);
+0;
+
+simp : false;
+false;
+
+L;
+[fd1 (x), fd2 (x), f2d1 (x), f2d2 (x)];
+
+simp : true;
+true;
+ */
+
+/* Examples of built-in and user-defined binary operators.
+ */
+
+(infix ("@@"),
+ "@@" (a, b) := integerp(a) and integerp(b) and remainder(b, a) = 0,
+ matchdeclare (aa, "<"(100), bb, ">"(100), cc, "="(100), dd, "#"(100), ee, "@@"(100)),
+ tellsimpafter (FOO1 (aa, bb, cc, dd, ee), BAR1 (aa - 100, 100 - bb, cc - 100, dd - 100, ee / 100)),
+ 0);
+0;
+
+FOO1 (17, 29, 1729, 29, 17);
+FOO1 (17, 29, 1729, 29, 17);
+
+FOO1 (1729, 17, 100, 29, 172900);
+BAR1 (1729 - 100, 100 - 17, 0, 29 - 100, 1729);
+
+/* Undecided expressions should be treated as failed matches
+ * (i.e. without causing a predicate evaluation error,
+ * and without treating some non-false value as true)
+ */
+(matchdeclare (aa, "<"(foo0), bb, ">"(foo0), cc, "="(foo0), dd, "#"(foo0)),
+ tellsimpafter (BAZ1 (aa, bb, cc, dd), BLURF1 (aa - foo0, foo0 - bb, 0, dd - foo0)),
+ 0);
+0;
+
+(BAZ1 (1729, 17, 100, 29), [op (%%), args (%%)]);
+[BAZ1, [1729, 17, 100, 29]];
+
+foo0 : 100;
+100;
+
+BAZ1 (1729, 17, 100, 29);
+BLURF1 (1729 - 100, 100 - 17, 0, 29 - 100);
+
+/* Arguments appearing in matched expressions should be evaluated just once
+ * (just as they would be if there were no matching).
+ */
+
+/* NEED EXAMPLES HERE !! */
+
+/* Additional miscellaneous examples.
+ */
+(nzc (e) := constantp (e) and e # 0,
+ matchdeclare ([aa, bb], constantp, [xx, yy, zz], nzc),
+ declare (C1, constant),
+ r1: first (tellsimp (quux (aa, bb), foo (bb, aa))),
+ r2: first (tellsimp (foo (aa, bb), bar (aa*bb))),
+ r3: first (tellsimp (baz (aa, bb), foo (bb, aa))),
+ 0);
+0;
+
+/* tellsimp-defined rules are applied one after another.
+ * Not so with tellsimpafter -- *AFTERFLAG prevents successive simplifications.
+ * I suppose the difference is just an accident of history.
+ */
+
+baz (%pi, %i);
+bar (%i*%pi);
+
+q1: quux (73, C1);
+bar (C1*73);
+
+/* I'd like to kill just r1, but remrule has at least one bug (SF bug # 1204711)
+ */
+remrule (quux, all);
+quux;
+
+quux (73, C1);
+'(quux (73, C1));
+
+(r4: first (tellsimpafter (quux (xx, yy), glurf (xx^yy))), 0);
+0;
+
+quux (73, C1);
+glurf (73^C1);
+
+/* For bug [ 1120546 ] defrule (a, b, c) (all atoms) confuses kill (rules)
+ */
+
+kill (all);
+done;
+
+(defrule (a, b, c), 0);
+0;
+
+kill (rules);
+done;
+
+/* Unreported bug: patterns for + or * match any operator (not just + or *)
+ * when + or * is not the top-level operator and pattern variables
+ * partition the arguments of + or *.
+ */
+
+(matchdeclare (xx, integerp, yy, lambda ([ee], not integerp (ee))),
+ defrule (r1, FOO (xx + yy), FOOPLUS (xx, yy)),
+ defrule (r2, FOO (xx * yy), FOOTIMES (xx, yy)),
+ 0);
+0;
+
+apply1 (FOO (a + b + c + 123), r1);
+FOOPLUS (123, a + b + c);
+
+apply1 (FOO (x * y * z * 234), r2);
+FOOTIMES (234, x * y * z);
+
+apply1 (FOO (BAR (a, b, c, 123)), r1, r2);
+FOO (BAR (a, b, c, 123));
+
+apply1 (FOO (x + y + z + 345), r2);
+FOO (x + y + z + 345);
+
+apply1 (FOO (s * t * u * v * 456), r1);
+FOO (s * t * u * v * 456);
+
+/* Seems to work OK when pattern variables do not partition the arguments.
+ * Verify that continues to work after bug fix.
+ */
+(matchdeclare (xx, bfloatp, yy, symbolp),
+ defrule (r3, BAR (xx + yy), BARPLUS (xx, yy)),
+ defrule (r4, BAR (xx * yy), BARTIMES (xx, yy)),
+ 0);
+0;
+
+apply1 (BAR (1b0 + x + y), r3);
+BARPLUS (1b0, x + y);
+
+apply1 (BAR (2b0 * u * v), r4);
+BARTIMES (2b0, u * v);
+
+apply1 (BAR (FOO (3b0, g, h)), r3, r4);
+BAR (FOO (3b0, g, h));
+
+apply1 (BAR (4b0 * m * n), r3);
+BAR (4b0 * m * n);
+
+apply1 (BAR (5b0 + p + q), r4);
+BAR (5b0 + p + q);
+
+/* Examples derived from mailing list 2008-03-23
+ */
+
+(kill (aa, bb, foo, bar),
+ matchdeclare
+   (aa, integerp,
+    bb, floatnump,
+    foo, lambda ([ee], member (ee, '[sin, cos]))),
+ defmatch (bar, bb * foo (aa)),
+ 0);
+0;
+
+(bar (12.345 * sin (54321)),
+ if %% = false then false else sort (%%));
+[aa = 54321, bb = 12.345, foo = sin];
+
+(matchdeclare
+   (aa, floatnump,
+    bb, integerp),
+ defmatch (baztimes, aa * foo (bb)),
+ defmatch (bazplus, aa + foo (bb)),
+ 0);
+0;
+
+(baztimes (12.345 * sin (54321)),
+ if %% = false then false else sort (%%));
+[aa = 12.345, bb = 54321, foo = sin];
+
+(bazplus (12.345 + sin (54321)),
+ if %% = false then false else sort (%%));
+[aa = 12.345, bb = 54321, foo = sin];
+
diff -Nru maxima-5.28.0/tests/rtestdefstruct.mac maxima-5.29.1/tests/rtestdefstruct.mac
--- maxima-5.28.0/tests/rtestdefstruct.mac	1970-01-01 00:00:00.000000000 +0000
+++ maxima-5.29.1/tests/rtestdefstruct.mac	2012-12-04 05:54:50.000000000 +0000
@@ -0,0 +1,92 @@
+kill (all);
+done;
+
+defstruct (mumble ());
+[mumble ()];
+
+f: new (mumble);
+mumble ();
+
+defstruct (bar (aa, bb), baz (aa), quux (aa));
+[bar (aa, bb), baz (aa), quux (aa)];
+
+defstruct (foo (aa, bb, cc = bar (2, 3), dd = baz (5), ee = quux (7)));
+[foo (aa, bb, bar (2, 3), baz (5), quux (7))];
+
+f: new (foo);
+foo (aa, bb, bar (2, 3), baz (5), quux (7));
+
+g: f@cc;
+bar (2, 3);
+
+g@bb: blurf (11);
+blurf (11);
+
+f;
+foo (aa, bb, bar (2, blurf (11)), baz (5), quux (7));
+
+g: new (''f);
+foo (aa, bb, bar (2, blurf (11)), baz (5), quux (7));
+
+g@bb: [1, 2, 3];
+[1, 2, 3];
+
+g;
+foo (aa, [1, 2, 3], bar (2, blurf (11)), baz (5), quux (7));
+
+f;
+foo (aa, bb, bar (2, blurf (11)), baz (5), quux (7));
+
+f@4@1: %pi - 3;
+%pi - 3;
+
+f;
+foo (aa, bb, bar (2, blurf (11)), baz (%pi - 3), quux (7));
+
+structures;
+[mumble(), bar(aa, bb), baz(aa), quux(aa), foo(aa, bb, bar(2, 3), baz(5), quux(7))];
+
+map (lambda ([a], ?get (op (a), ?defstruct\-template)), structures);
+[mumble(), bar(aa, bb), baz(aa), quux(aa), foo(aa, bb, cc, dd, ee)];
+
+kill (mumble, foo, bar, baz);
+done;
+
+errcatch (new (baz));
+[];
+
+structures;
+[quux(aa)];
+
+new (quux);
+quux (aa);
+
+/* begin stuff to test parallel multiple assignment */
+
+[a, b, c]: [x, y, z];
+[x, y, z];
+
+[x, y, z]: [11, 22, 33];
+[11, 22, 33];
+
+[''a, ''b, ''c];
+[11, 22, 33];
+
+[x, y, z]: x*y*z;
+[7986, 7986, 7986];
+
+[x, y, z];
+[7986, 7986, 7986];
+
+[aa, bb]: [bb, 2*aa];
+[bb, 2*aa];
+
+([aa, bb]: [bb, 2*aa], [aa, bb]: [bb, 2*aa], [aa, bb]: [bb, 2*aa], [aa, bb]: [bb, 2*aa]);
+[4*bb, 8*aa];
+
+(kgcd (a, b) := (while b#0 do [a, b]: [b, remainder (a, b)], abs(a)), 0);
+0;
+
+kgcd (123456, 123);
+''(gcd (123456, 123));
+
diff -Nru maxima-5.28.0/tests/rtesthyp.mac maxima-5.29.1/tests/rtesthyp.mac
--- maxima-5.28.0/tests/rtesthyp.mac	2012-04-29 20:56:50.000000000 +0000
+++ maxima-5.29.1/tests/rtesthyp.mac	2012-12-04 05:54:50.000000000 +0000
@@ -2483,3 +2483,11 @@
 
 hgfred([-n/2, (n-1)/2],[1],x);
 %f[2,1]([-n/2, n/2-1/2],[1],x);
+
+/*
+ * Bug 3578373: hgfred([-1/2,a+1],[a+2],x);
+ *
+ * Just check that we don't get an error about  0 to a negative exponent.
+ */
+hgfred([-1/2,a+1],[a+2],x);
+%f[2,1]([-1/2, a+1], [a+2], x);
diff -Nru maxima-5.28.0/tests/rtestint.mac maxima-5.29.1/tests/rtestint.mac
--- maxima-5.28.0/tests/rtestint.mac	2012-08-05 03:45:13.000000000 +0000
+++ maxima-5.29.1/tests/rtestint.mac	2012-12-09 21:42:56.000000000 +0000
@@ -1052,6 +1052,10 @@
 integrate(1/x, x, minf, inf);
 0;
 
+/* #2513 wrong principle value integral */
+integrate(1/((x-1)*(x-2)),x,0,3);
+-2*log(2);
+
 /* integrate(sin(x)^2/x,x,minf,inf) gives not zero - ID: 3480954 */
 integrate(sin(x)^2/x,x,minf,inf);
 0;
@@ -1416,7 +1420,12 @@
 /* error in integrating exp(-x)*sinh(sqrt(x)) - ID: 3292033 */
 integrate(exp(sqrt(x)-x), x, 0, inf);
 %e^(1/4)*gamma_incomplete(1,1/4)-%e^(1/4)*gamma_incomplete(1/2,1/4)/2
-                                       +%e^(1/4)*sqrt(%pi);
+                                       +%e^(1/4)*(sqrt(%pi)+2)/2
+                                       +%e^(1/4)*sqrt(%pi)/2-%e^(1/4);
+/* equivalent to:
+   %e^(1/4)*gamma_incomplete(1,1/4)-%e^(1/4)*gamma_incomplete(1/2,1/4)/2
+                                       +%e^(1/4)*sqrt(%pi);			
+*/
 
 /* integrate(log(t)*log(t+1),t,0,1) gives Lisp error - ID: 3381012 */
 integrate(log(t)*log(t+1),t,0,1);
diff -Nru maxima-5.28.0/tests/testsuite.lisp maxima-5.29.1/tests/testsuite.lisp
--- maxima-5.28.0/tests/testsuite.lisp	2012-08-05 03:45:13.000000000 +0000
+++ maxima-5.29.1/tests/testsuite.lisp	2012-12-04 05:54:50.000000000 +0000
@@ -21,7 +21,7 @@
         "rtest3" "rtest8"
         ((mlist simp) "rtest12" 76 78)
         "rexamples"
-        ((mlist simp) "rtesthyp" 103 104 105 112 113 123 124 128)
+        ((mlist simp) "rtesthyp" 105 112 113 123 124 128)
         ((mlist simp) "rtest_hypgeo" 143)
         "rtestmt19937"
         "rtest_allnummod"
@@ -55,6 +55,8 @@
         "rtest_ask"
         ((mlist simp) "rtest_sqrt" 89)
         ((mlist simp) "rtest_carg" 40 41)
-        ((mlist simp) "rtest_log" 11)
+        ((mlist simp) "rtest_log")
         ((mlist simp) "rtest_power" 19 20 26 58 62 65)
+        "rtestdefstruct"
+        ((mlist) "rtest_laplace" 29 49 50 51 54 59 60 61 62 78 80)
 	))