diff -Nru r-cran-orthopolynom-1.0.6/debian/changelog r-cran-orthopolynom-1.0.6.1/debian/changelog --- r-cran-orthopolynom-1.0.6/debian/changelog 2022-05-17 07:33:24.000000000 +0000 +++ r-cran-orthopolynom-1.0.6.1/debian/changelog 2022-10-04 11:13:56.000000000 +0000 @@ -1,3 +1,13 @@ +r-cran-orthopolynom (1.0.6.1-1) unstable; urgency=medium + + * New upstream release. + * debian/control + - Update my email address; now a Debian Developer. + * debian/copyright + - Update my email address and bump my copyright years. + + -- Doug Torrance Tue, 04 Oct 2022 07:13:56 -0400 + r-cran-orthopolynom (1.0.6-1) unstable; urgency=medium * Team upload. diff -Nru r-cran-orthopolynom-1.0.6/debian/control r-cran-orthopolynom-1.0.6.1/debian/control --- r-cran-orthopolynom-1.0.6/debian/control 2022-05-17 07:33:21.000000000 +0000 +++ r-cran-orthopolynom-1.0.6.1/debian/control 2022-10-04 11:12:34.000000000 +0000 @@ -1,6 +1,6 @@ Source: r-cran-orthopolynom Maintainer: Debian R Packages Maintainers -Uploaders: Doug Torrance +Uploaders: Doug Torrance Section: gnu-r Testsuite: autopkgtest-pkg-r Priority: optional diff -Nru r-cran-orthopolynom-1.0.6/debian/copyright r-cran-orthopolynom-1.0.6.1/debian/copyright --- r-cran-orthopolynom-1.0.6/debian/copyright 2022-05-17 07:32:11.000000000 +0000 +++ r-cran-orthopolynom-1.0.6.1/debian/copyright 2022-10-04 11:12:03.000000000 +0000 @@ -8,7 +8,7 @@ License: GPL-2+ Files: debian/* -Copyright: 2021 Doug Torrance +Copyright: 2021-2022 Doug Torrance License: GPL-2+ License: GPL-2+ diff -Nru r-cran-orthopolynom-1.0.6/DESCRIPTION r-cran-orthopolynom-1.0.6.1/DESCRIPTION --- r-cran-orthopolynom-1.0.6/DESCRIPTION 2022-05-09 06:58:28.000000000 +0000 +++ r-cran-orthopolynom-1.0.6.1/DESCRIPTION 2022-10-03 10:11:45.000000000 +0000 @@ -1,5 +1,5 @@ Package: orthopolynom -Version: 1.0-6 +Version: 1.0-6.1 Date: 2022-05-06 Title: Collection of Functions for Orthogonal and Orthonormal Polynomials @@ -13,6 +13,6 @@ value and roots of lists of polynomial objects. License: GPL (>= 2) NeedsCompilation: no -Packaged: 2022-05-06 18:00:34 UTC; hothorn +Packaged: 2022-10-03 09:51:57 UTC; hornik Repository: CRAN -Date/Publication: 2022-05-09 06:58:28 UTC +Date/Publication: 2022-10-03 10:11:45 UTC diff -Nru r-cran-orthopolynom-1.0.6/man/chebyshev.c.inner.products.Rd r-cran-orthopolynom-1.0.6.1/man/chebyshev.c.inner.products.Rd --- r-cran-orthopolynom-1.0.6/man/chebyshev.c.inner.products.Rd 2013-02-03 21:14:12.000000000 +0000 +++ r-cran-orthopolynom-1.0.6.1/man/chebyshev.c.inner.products.Rd 2022-10-03 09:50:28.000000000 +0000 @@ -15,7 +15,7 @@ \details{ The formula used to compute the inner products is as follows. - \eqn{h_n = \left\langle {C_n |C_n } \right\rangle = \left\{ {\begin{array}{*{20}c} + \eqn{h_n = \left\langle {C_n |C_n } \right\rangle = \left\{ {\begin{array}{cc} {4\,\pi } & {n \ne 0} \\ {8\,\pi } & {n = 0} \\ diff -Nru r-cran-orthopolynom-1.0.6/man/chebyshev.t.inner.products.Rd r-cran-orthopolynom-1.0.6.1/man/chebyshev.t.inner.products.Rd --- r-cran-orthopolynom-1.0.6/man/chebyshev.t.inner.products.Rd 2013-02-03 21:14:12.000000000 +0000 +++ r-cran-orthopolynom-1.0.6.1/man/chebyshev.t.inner.products.Rd 2022-10-03 09:50:49.000000000 +0000 @@ -15,7 +15,7 @@ \details{ The formula used to compute the inner products is as follows. - \eqn{h_n = \left\langle {T_n |T_n } \right\rangle = \left\{ {\begin{array}{*{20}c} + \eqn{h_n = \left\langle {T_n |T_n } \right\rangle = \left\{ {\begin{array}{cc} {\frac{\pi } {2}} & {n \ne 0} \\ \pi & {n = 0} \\ diff -Nru r-cran-orthopolynom-1.0.6/man/gegenbauer.inner.products.Rd r-cran-orthopolynom-1.0.6.1/man/gegenbauer.inner.products.Rd --- r-cran-orthopolynom-1.0.6/man/gegenbauer.inner.products.Rd 2013-02-03 21:14:12.000000000 +0000 +++ r-cran-orthopolynom-1.0.6.1/man/gegenbauer.inner.products.Rd 2022-10-03 09:51:16.000000000 +0000 @@ -16,7 +16,7 @@ \details{ The formula used to compute the inner products is as follows. - \eqn{h_n = \left\langle {C_n^{\left( \alpha \right)} |C_n^{\left( \alpha \right)} } \right\rangle = \left\{ {\begin{array}{*{20}c} + \eqn{h_n = \left\langle {C_n^{\left( \alpha \right)} |C_n^{\left( \alpha \right)} } \right\rangle = \left\{ {\begin{array}{cc} {\frac{{\pi \;2^{1 - 2\,\alpha } \,\Gamma \left( {n + 2\,\alpha } \right)}} {{n!\;\left( {n + \alpha } \right)\,\left[ {\Gamma \left( \alpha \right)} \right]^2 }}} & {\alpha \ne 0} \\ {\frac{{2\;\pi }} diff -Nru r-cran-orthopolynom-1.0.6/man/schebyshev.t.inner.products.Rd r-cran-orthopolynom-1.0.6.1/man/schebyshev.t.inner.products.Rd --- r-cran-orthopolynom-1.0.6/man/schebyshev.t.inner.products.Rd 2013-02-03 21:14:12.000000000 +0000 +++ r-cran-orthopolynom-1.0.6.1/man/schebyshev.t.inner.products.Rd 2022-10-03 09:51:39.000000000 +0000 @@ -15,7 +15,7 @@ \details{ The formula used to compute the inner products is as follows. - \eqn{h_n = \left\langle {T_n^* |T_n^* } \right\rangle = \left\{ {\begin{array}{*{20}c} + \eqn{h_n = \left\langle {T_n^* |T_n^* } \right\rangle = \left\{ {\begin{array}{cc} {\frac{\pi } {2}} & {n \ne 0} \\ \pi & {n = 0} \\ diff -Nru r-cran-orthopolynom-1.0.6/MD5 r-cran-orthopolynom-1.0.6.1/MD5 --- r-cran-orthopolynom-1.0.6/MD5 2022-05-09 06:58:28.000000000 +0000 +++ r-cran-orthopolynom-1.0.6.1/MD5 2022-10-03 10:11:45.000000000 +0000 @@ -1,4 +1,4 @@ -de5da3b7f65f8ce46fed8848d3186bef *DESCRIPTION +57f85ad41641aaa0a972d76b77811e71 *DESCRIPTION c9d1cacd22d4b7bb8a1d53abdf378ec4 *NAMESPACE 563c13427f35c13c2f0386b0a30f1b9e *R/chebyshev.c.inner.products.R 38f9f1dfbba1af8272df0015a04f6632 *R/chebyshev.c.polynomials.R @@ -88,7 +88,7 @@ cf95787d56c7065733477c9a7d4ef52b *R/ultraspherical.polynomials.R 372fbb012ca0266bed752855cdd8e9d8 *R/ultraspherical.recurrences.R 069d2c8718537334491145e08839a9a9 *R/ultraspherical.weight.R -61ac6f0db5d61acae582c01e9b4a355d *man/chebyshev.c.inner.products.Rd +52f49c9c3f80ae7869a6b1f5a35036e3 *man/chebyshev.c.inner.products.Rd 9be63762041ac011ee4ca8f7f95bb54a *man/chebyshev.c.polynomials.Rd 1b687e5e956198c3c24db3518ab9b41d *man/chebyshev.c.recurrences.Rd 96102456e71bb127feba11505afeb14e *man/chebyshev.c.weight.Rd @@ -96,7 +96,7 @@ af32e59826fcd4b78fb4dff697c130da *man/chebyshev.s.polynomials.Rd fc05b85c4ea599ba272a9db79c4c27a5 *man/chebyshev.s.recurrences.Rd 584100a6405f5ebea810ab01eca6d3c2 *man/chebyshev.s.weight.Rd -fee062445f0ccb69095e381f1d740484 *man/chebyshev.t.inner.products.Rd +dd413f88e864ad05cf9a0473e631843d *man/chebyshev.t.inner.products.Rd 18a6f10c3aef0f1169717d28a2a493f5 *man/chebyshev.t.polynomials.Rd 9edc843f5bc4f1d7ec6017892653b8be *man/chebyshev.t.recurrences.Rd 54c9fe15fc1822bf40c7c1d7f3b92a40 *man/chebyshev.t.weight.Rd @@ -104,7 +104,7 @@ 19ea20f0aa04934ca34a589dff35ec13 *man/chebyshev.u.polynomials.Rd 72fe41559d703aeada9dc681edbd8c88 *man/chebyshev.u.recurrences.Rd 01ec49457f7639eef7d305335892fa71 *man/chebyshev.u.weight.Rd -50b78e1229b4b08a00f5303d7abf6f1e *man/gegenbauer.inner.products.Rd +f46d50f358e73b04d8d7f793c9af512e *man/gegenbauer.inner.products.Rd 0993f99c1100242831e603fec3f8768f *man/gegenbauer.polynomials.Rd e7638dd094fe1590c5fe7683e0e6f603 *man/gegenbauer.recurrences.Rd d2c5e74568feaf11411788e18773dada *man/gegenbauer.weight.Rd @@ -156,7 +156,7 @@ 2e4e65580c13d06c0d5eaebaf51caa1a *man/polynomial.roots.Rd d5d6df1cc71f4054d2b2c346a2198817 *man/polynomial.values.Rd 5b5bf85a4623c4af4e22ae5b62aae909 *man/scaleX.Rd -5eeedaf441dce79ad21eb947b2befc13 *man/schebyshev.t.inner.products.Rd +1d7fd83453b714c8a1d73dbd226ebdb5 *man/schebyshev.t.inner.products.Rd 94b62d6355aed55230f7a8861068cf60 *man/schebyshev.t.polynomials.Rd e6a3283255e1b47f540f2330dd28a1e4 *man/schebyshev.t.recurrences.Rd 7bc3d8b2128cbec73082b6ed7f2e8fa8 *man/schebyshev.t.weight.Rd