diff -Nru nitime-0.2.99/debian/changelog nitime-0.3.1/debian/changelog --- nitime-0.2.99/debian/changelog 2011-06-03 01:54:24.000000000 +0000 +++ nitime-0.3.1/debian/changelog 2011-08-18 17:10:56.000000000 +0000 @@ -1,3 +1,19 @@ +nitime (0.3.1-1) unstable; urgency=low + + * Fresh bugfix release: addresses compatibility concerns allowing easy + backporting + * CP commit to fixup __version__ to report 0.3.1 instead of 0.4.dev + + -- Yaroslav Halchenko Wed, 17 Aug 2011 17:35:17 -0400 + +nitime (0.3-1) UNRELEASED; urgency=low + + * Fresh upstream release + * Adjusted debian/watch and added a rudimentary get-orig-source which + uses uscan to fetch tarballs from github + + -- Yaroslav Halchenko Mon, 15 Aug 2011 16:29:48 -0400 + nitime (0.2.99-1) unstable; urgency=low * Pre-0.3 snapshot release diff -Nru nitime-0.2.99/debian/patches/debian-changes-0.3.1-1 nitime-0.3.1/debian/patches/debian-changes-0.3.1-1 --- nitime-0.2.99/debian/patches/debian-changes-0.3.1-1 1970-01-01 00:00:00.000000000 +0000 +++ nitime-0.3.1/debian/patches/debian-changes-0.3.1-1 2011-08-18 17:16:28.000000000 +0000 @@ -0,0 +1,43 @@ +Description: Upstream changes introduced in version 0.3.1-1 + This patch has been created by dpkg-source during the package build. + Here's the last changelog entry, hopefully it gives details on why + those changes were made: + . + nitime (0.3.1-1) unstable; urgency=low + . + * Fresh bugfix release: addresses compatibility concerns allowing easy + backporting + * CP commit to fixup __version__ to report 0.3.1 instead of 0.4.dev + . + The person named in the Author field signed this changelog entry. +Author: Yaroslav Halchenko + +--- +The information above should follow the Patch Tagging Guidelines, please +checkout http://dep.debian.net/deps/dep3/ to learn about the format. Here +are templates for supplementary fields that you might want to add: + +Origin: , +Bug: +Bug-Debian: http://bugs.debian.org/ +Bug-Ubuntu: https://launchpad.net/bugs/ +Forwarded: +Reviewed-By: +Last-Update: + +--- nitime-0.3.1.orig/nitime/version.py ++++ nitime-0.3.1/nitime/version.py +@@ -2,10 +2,10 @@ + + # Format expected by setup.py and doc/source/conf.py: string of form "X.Y.Z" + _version_major = 0 +-_version_minor = 4 +-_version_micro = '' # use '' for first of series, number for 1 and above ++_version_minor = 3 ++_version_micro = 1 #'' # use '' for first of series, number for 1 and above + _version_extra = 'dev' +-#_version_extra = '' # Uncomment this for full releases ++_version_extra = '' # Uncomment this for full releases + + # Construct full version string from these. + _ver = [_version_major, _version_minor] diff -Nru nitime-0.2.99/debian/patches/series nitime-0.3.1/debian/patches/series --- nitime-0.2.99/debian/patches/series 2011-06-03 01:54:24.000000000 +0000 +++ nitime-0.3.1/debian/patches/series 2011-08-18 17:11:14.000000000 +0000 @@ -1 +1,2 @@ deb_no_sources_for_docs +debian-changes-0.3.1-1 diff -Nru nitime-0.2.99/debian/rules nitime-0.3.1/debian/rules --- nitime-0.2.99/debian/rules 2011-06-03 01:54:24.000000000 +0000 +++ nitime-0.3.1/debian/rules 2011-08-18 17:10:56.000000000 +0000 @@ -50,3 +50,6 @@ ## and exemplar data (they are small excerpts anyway) override_dh_compress: dh_compress -X.py -X.html -X.css -X.jpg -X.txt -X.js -X.json -X.rtc -X.par -X.bin + +get-orig-source: + -uscan --upstream-version 0 --rename diff -Nru nitime-0.2.99/debian/watch nitime-0.3.1/debian/watch --- nitime-0.2.99/debian/watch 2011-06-03 01:54:24.000000000 +0000 +++ nitime-0.3.1/debian/watch 2011-08-18 17:10:56.000000000 +0000 @@ -1,4 +1,4 @@ version=3 opts="filenamemangle=s/.*\/(.*)/nitime-$1\.tar\.gz/" \ - http://github.com/nipy/nitime/downloads .*tarball/([\d\.a-z]+) + http://github.com/nipy/nitime/downloads .*tarball/rel/([\d\.a-z]+) diff -Nru nitime-0.2.99/doc/devel/how_to_release.rst nitime-0.3.1/doc/devel/how_to_release.rst --- nitime-0.2.99/doc/devel/how_to_release.rst 1970-01-01 00:00:00.000000000 +0000 +++ nitime-0.3.1/doc/devel/how_to_release.rst 2011-08-17 21:05:14.000000000 +0000 @@ -0,0 +1,59 @@ +.. _how-to-release: + +================= +Releasing Nitime +================= + +This section contains notes about the process that is used to release Nitime. + +Most of the release process is automated by the :file:`release` script in the +:file:`tools` directory. This is just a handy reminder for the release manager. + +#. Write release notes in :file:`doc/whatsnew/` for the current release. Use + the notes that have hopefully accumulated in + :file:`doc/whatsnew/development`. For writing release notes, this will + cleanly show who contributed as author of commits (get the previous release + name from the tag list with ``git tag``):: + + git log --pretty=format:"* %an" PREV_RELEASE... | sort | uniq + +#. Uncomment the empty ``version_extra`` assignment in the :file:`version.py` + file, so that the complete version-string will not have the ``dev`` suffix. + +#. Update the website with announcements and links to the updated files on + github. Remember to put a short note both on the news page of the site. + +#. Make sure that the released version of the docs is live on the site. + +#. Run :file:`build_release`, which does all the file checking and building + that the real release script will do. This will let you do test + installations, check that the build procedure runs OK, etc. + +#. Make the test installation **from one of the release tarballs**, make sure + that: + + - The installation is being done into a place in your `PYTHONPATH`, which + will over-ride your development tree. + + - The docs build in your test installation. + + - The tests run and pass in your test installation. + +#. Run the :file:`release` script, which makes the tar.gz, eggs and Win32 .exe + installer. It posts them to the site and registers the release with PyPI. + +#. Tag the current state of the repository:: + + git tag -a rel/x.y -m"Releasing version x.y" + git push --tags origin master + +#. Draft a short release announcement with highlights of the release (and send + it off!). + +#. Increment the version number in the :file:`version.py` file and comment the + line with the additional ``version_extra``, so that you get back the ``dev`` + tag on the version number. + +#. Commit this as the beginning of the development of the next version. + +#. Celebrate! diff -Nru nitime-0.2.99/doc/devel/index.rst nitime-0.3.1/doc/devel/index.rst --- nitime-0.2.99/doc/devel/index.rst 2011-06-03 01:22:06.000000000 +0000 +++ nitime-0.3.1/doc/devel/index.rst 2011-08-17 21:05:14.000000000 +0000 @@ -14,5 +14,5 @@ patching git_development git_resources - + how_to_release diff -Nru nitime-0.2.99/doc/discussion/index.rst nitime-0.3.1/doc/discussion/index.rst --- nitime-0.2.99/doc/discussion/index.rst 2011-06-03 01:22:06.000000000 +0000 +++ nitime-0.3.1/doc/discussion/index.rst 2011-08-17 21:05:14.000000000 +0000 @@ -11,7 +11,4 @@ :maxdepth: 2 note_about_discussion - base_classes - interval_object - time_series_access multitaper_jackknife diff -Nru nitime-0.2.99/doc/documentation.rst nitime-0.3.1/doc/documentation.rst --- nitime-0.2.99/doc/documentation.rst 2011-06-03 01:22:06.000000000 +0000 +++ nitime-0.3.1/doc/documentation.rst 2011-08-17 21:05:14.000000000 +0000 @@ -13,8 +13,8 @@ :maxdepth: 2 users/index + whatsnew/index examples/index discussion/index devel/index api/index - diff -Nru nitime-0.2.99/doc/examples/ar_est_1var.py nitime-0.3.1/doc/examples/ar_est_1var.py --- nitime-0.2.99/doc/examples/ar_est_1var.py 2011-06-03 01:22:06.000000000 +0000 +++ nitime-0.3.1/doc/examples/ar_est_1var.py 2011-08-17 21:05:14.000000000 +0000 @@ -2,19 +2,20 @@ .. _ar: -============================= -Auto-regressive model fitting -============================= +=============================================== +Fitting an AR model: algorithm module interface +=============================================== -Auto-regressive (AR) processes are processes that follow the following equation: +Auto-regressive (AR) processes are processes that follow the following +equation: .. math:: x_t = \sum_{i=1}^{n}a_i * x_{t-i} + \epsilon_t -In this example, we will demonstrate the estimation of the AR model coefficients and the -estimation of the AR process spectrum, based on the estimation of the -coefficients. +In this example, we will demonstrate the estimation of the AR model +coefficients and the estimation of the AR process spectrum, based on the +estimation of the coefficients. We start with imports from numpy, matplotlib and import :mod:`nitime.utils` as well as :mod:`nitime.algorithms:` @@ -66,8 +67,8 @@ """ -fig01 = plot_tseries(ts_x,label='AR signal') -fig01 = plot_tseries(ts_noise,fig=fig01,label='Noise') +fig01 = plot_tseries(ts_x, label='AR signal') +fig01 = plot_tseries(ts_noise, fig=fig01, label='Noise') fig01.axes[0].legend() """ @@ -88,12 +89,12 @@ ) fig02 = plt.figure() ax = fig02.add_subplot(111) -ax.plot(np.arange(100, len(X_hat)+100), X_hat, label='estimated process') +ax.plot(np.arange(100, len(X_hat) + 100), X_hat, label='estimated process') ax.plot(X, 'g--', label='original process') ax.legend() err = X_hat - X[100:] -mse = np.dot(err, err)/len(X_hat) -ax.set_title('Mean Square Error: %1.3e'%mse) +mse = np.dot(err, err) / len(X_hat) +ax.set_title('Mean Square Error: %1.3e' % mse) plt.show() diff -Nru nitime-0.2.99/doc/examples/ar_est_2vars.py nitime-0.3.1/doc/examples/ar_est_2vars.py --- nitime-0.2.99/doc/examples/ar_est_2vars.py 2011-06-03 01:22:06.000000000 +0000 +++ nitime-0.3.1/doc/examples/ar_est_2vars.py 2011-08-17 21:05:14.000000000 +0000 @@ -1,3 +1,4 @@ + """ .. _mar: @@ -45,8 +46,11 @@ .. math:: - x_t &= 0.9x_{t-1} - 0.5 x_{t-2} + \epsilon_t\\ - y_t &= 0.8y_{t-1} - 0.5 y_{t-2} + 0.16 x_{t-1} - 0.2 x_{t-2} + \eta_t + x_t = 0.9x_{t-1} - 0.5 x_{t-2} + \epsilon_t + +.. math:: + + y_t = 0.8y_{t-1} - 0.5 y_{t-2} + 0.16 x_{t-1} - 0.2 x_{t-2} + \eta_t Or more succinctly, if we define: @@ -157,10 +161,19 @@ .. math:: - R^{xx}_{00}(k) &= E( Z_0(t)Z_0^*(t-k) ) \\ - R^{xx}_{01}(k) &= E( Z_0(t)Z_1^*(t-k) ) \\ - R^{xx}_{10}(k) &= E( Z_1(t)Z_0^*(t-k) ) \\ - R^{xx}_{11}(k) &= E( Z_1(t)Z_1^*(t-k) ) + R^{xx}_{00}(k) = E( Z_0(t)Z_0^*(t-k) ) + +.. math:: + + R^{xx}_{01}(k) = E( Z_0(t)Z_1^*(t-k) ) + +.. math:: + + R^{xx}_{10}(k) = E( Z_1(t)Z_0^*(t-k) ) + +.. math:: + + R^{xx}_{11}(k) = E( Z_1(t)Z_1^*(t-k) ) Where $E$ is the expected value and $^*$ marks the conjugate transpose. Thus, only $R^{xx}(0)$ is symmetric. @@ -205,9 +218,6 @@ ecov, n_freqs=n_freqs) -f = plt.figure() -c_x = np.empty((L, w.shape[0])) -c_y = np.empty((L, w.shape[0])) """ @@ -220,15 +230,15 @@ """ fig01 = plt.figure() -ax01 = fig01.add_subplot(1,1,1) +ax01 = fig01.add_subplot(1, 1, 1) # This is the estimate: -Sxx_est = np.abs(Sw[0,0]) -Syy_est = np.abs(Sw[1,1]) +Sxx_est = np.abs(Sw[0, 0]) +Syy_est = np.abs(Sw[1, 1]) # This is the 'true' value, corrected for one-sided spectral density functions -Sxx_true = Sw_true[0,0].real -Syy_true = Sw_true[1,1].real +Sxx_true = Sw_true[0, 0].real +Syy_true = Sw_true[1, 1].real """ @@ -237,33 +247,25 @@ """ +c_x = np.empty((L, w.shape[0])) +c_y = np.empty((L, w.shape[0])) + for i in xrange(N): frex, c_x[i], nu = alg.multi_taper_psd(z[i][0]) frex, c_y[i], nu = alg.multi_taper_psd(z[i][1]) -# power plot -ax = f.add_subplot(321) -# correct for one-sided spectral density functions -Sxx_true = Sw_true[0, 0].real -Syy_true = Sw_true[1, 1].real -Sxx_est = np.abs(Sw[0, 0]) -Syy_est = np.abs(Sw[1, 1]) +""" -#ax.plot(w, Sxx_true, 'b', label='true Sxx(w)') -ax.plot(w, Sxx_est, 'b--', label='estimated Sxx(w)') -#ax.plot(w, Syy_true, 'g', label='true Syy(w)') -ax.plot(w, Syy_est, 'g--', label='estimated Syy(w)') - -#scaler = np.mean(Sxx_est/np.mean(c_x,0)) -ax.plot(w, np.mean(c_x, 0), 'r', label='Sxx(w) - MT PSD') -ax.plot(w, np.mean(c_y, 0), 'r--', label='Syy(w) - MT PSD') +We plot these on the same axes, for a direct comparison: + +""" ax01.plot(w, Sxx_true, 'b', label='true Sxx(w)') ax01.plot(w, Sxx_est, 'b--', label='estimated Sxx(w)') ax01.plot(w, Syy_true, 'g', label='true Syy(w)') ax01.plot(w, Syy_est, 'g--', label='estimated Syy(w)') -ax01.plot(w,np.mean(c_x,0),'r',label='Sxx(w) - MT PSD') -ax01.plot(w,np.mean(c_y,0),'r--',label='Syy(w) - MT PSD') +ax01.plot(w, np.mean(c_x, 0), 'r', label='Sxx(w) - MT PSD') +ax01.plot(w, np.mean(c_y, 0), 'r--', label='Syy(w) - MT PSD') ax01.legend() @@ -271,29 +273,6 @@ .. image:: fig/ar_est_2vars_01.png - -""" - -f_id = alg.interdependence_xy(Sw) -ax.plot(w, f_id) -ax.set_title('interdependence') -#ax.set_ylim([0, 2.2]) - -# x causes y plot -ax = f.add_subplot(323) -ax.plot(w, f_x2y) -ax.set_title('g. causality X on Y') -ax.set_ylim([0, 0.1]) - -# y causes x plot -ax = f.add_subplot(324) -ax.plot(w, f_y2x) -ax.set_title('g. causality Y on X') -ax.set_ylim([0, 0.01]) - - -""" - Next, we plot the granger causalities. There are three GCs. One for each direction of causality between the two processes (X => Y and Y => X). In addition, there is the instanteaneous causality between the processes: @@ -301,25 +280,13 @@ """ fig02 = plt.figure() -ax02 = fig02.add_subplot(1,1,1) +ax02 = fig02.add_subplot(1, 1, 1) # x causes y plot -ax02.plot(w, f_x2y,label='X => Y') +ax02.plot(w, f_x2y, label='X => Y') # y causes x plot -ax02.plot(w, f_y2x,label='Y => X') +ax02.plot(w, f_y2x, label='Y => X') # instantaneous causality - -ax = f.add_subplot(325) -ax.plot(w, f_xy) -ax.set_title('instantaneous causality') -ax.set_ylim([0, 2.2]) - -# total causality -ax = f.add_subplot(326) -ax.plot(w, f_xy + f_x2y + f_y2x) -ax.set_title('total causality') -ax.set_ylim([0, 2.2]) - ax02.plot(w, f_xy, label='X:Y') ax02.legend() @@ -342,22 +309,22 @@ """ fig03 = plt.figure() -ax03 = fig03.add_subplot(1,1,1) +ax03 = fig03.add_subplot(1, 1, 1) # total causality -ax03.plot(w, f_xy + f_x2y + f_y2x,label='Total causality') +ax03.plot(w, f_xy + f_x2y + f_y2x, label='Total causality') #Interdepence: f_id = alg.interdependence_xy(Sw) -ax03.plot(w, f_id,label='Interdependence') +ax03.plot(w, f_id, label='Interdependence') -coh = np.empty((N,33)) +coh = np.empty((N, 33)) for i in xrange(N): - frex,this_coh = alg.coherence(z[i]) - coh[i] = this_coh[0,1] + frex, this_coh = alg.coherence(z[i]) + coh[i] = this_coh[0, 1] -ax03.plot(frex,np.mean(coh,0),label='Coherence') +ax03.plot(frex, np.mean(coh, axis=0), label='Coherence') ax03.legend() @@ -375,9 +342,7 @@ """ - - -.. [Ding2008] M. Ding, Y. Chen and S.L. Bressler (2006) Granger causality: +.. [Ding2006] M. Ding, Y. Chen and S.L. Bressler (2006) Granger causality: basic theory and application to neuroscience. In Handbook of Time Series Analysis, ed. B. Schelter, M. Winterhalder, and J. Timmer, Wiley-VCH Verlage, 2006: 451-474 diff -Nru nitime-0.2.99/doc/examples/ar_est_3vars.py nitime-0.3.1/doc/examples/ar_est_3vars.py --- nitime-0.2.99/doc/examples/ar_est_3vars.py 2011-06-03 01:22:06.000000000 +0000 +++ nitime-0.3.1/doc/examples/ar_est_3vars.py 2011-08-17 21:05:14.000000000 +0000 @@ -6,7 +6,13 @@ Mulitvariate auto-regressive modeling - 3 variables ===================================================== -Multivariate auto-regressive modeling. +This example is an extension of the example presented here: :ref:`mar`. Here, +instead of 2 variables and the mutual influences between them, we map out the +mutual interactions between three variables. This example follows closely an +example provided in the paper by Ding, Chen and Bressler (2006) [Ding2006]_. + + +Start with the necessary imports: """ @@ -16,30 +22,75 @@ import nitime.algorithms as alg import nitime.utils as utils + +""" + +Set the random seed: + +""" + np.random.seed(1981) -# simulate two mAR systems: +""" + +simulate two multivariate autoregressive systems. -cov = np.diag([0.3, 1.0, 0.2]) +The first is defined by the following equations: + +.. math:: -# X(t) = 0.8X(t-1) - 0.5X(t-2) + 0.4Z(t-1) + Ex(t) -# Y(t) = 0.9Y(t-1) - 0.8Y(t-2) + Ey(t) -# Z(t) = 0.5Z(t-1) - 0.2Z(t-2) + 0.5Y(t-1) + Ez(t) + X(t) = 0.8X_{t-1} - 0.5X_{t-2} + 0.4Z_{t-1} + \epsilon_x + +.. math:: + + Y(t) = 0.9Y_{t-1} - 0.8Y_{t-2} + \epsilon_y + +.. math:: + + Z(t) = 0.5Z_{t-1} - 0.2Z_{t-2} + 0.5Y_{t-1} + \epsilon_z + +""" + + +cov = np.diag([0.3, 1.0, 0.2]) a1 = -np.array([[0.8, 0.0, 0.4], [0.0, 0.9, 0.0], [0.0, 0.5, 0.5]]) + + +""" + +The second is defined by the following equations: + +.. math:: + + X(t) = 0.8X_{t-1} - 0.5X_{t-2} + 0.4Z_{t-1} + 0.2Y_{t-2} + \epsilon_x + +.. math:: + + Y(t) = 0.9Y_{t-1} - 0.8Y_{t-2} + \epsilon_y + +.. math:: + + Z(t) = 0.5Z_{t-1} -0.2Z_{t-2} + 0.5Y_{t-1} + \epsilon_z + +""" + + a2 = -np.array([[-0.5, 0.0, 0.0], [0.0, -0.8, 0.0], [0.0, 0.0, -0.2]]) a = np.array([a1.copy(), a2.copy()]) -# X(t) = 0.8X(t-1) - 0.5X(t-2) + 0.4Z(t-1) + 0.2Y(t-2) + Ex(t) -# Y(t) = 0.9Y(t-1) - 0.8Y(t-2) + Ey(t) -# Z(t) = 0.5Z(t-1) -0.2Z(t-2) + 0.5Y(t-1) + Ez(t) -# just add some feedback from Y to X at 2 lags +""" + +Add some feedback from Y to X at 2 lags: + +""" + a2[0, 1] = -0.2 @@ -50,13 +101,33 @@ m_ij_rows = m[[i, j]] return m_ij_rows[:, [i, j]] +""" + +We calculate the transfer function based on the coefficients: + +""" + w, Haw = alg.transfer_function_xy(a) w, Hbw = alg.transfer_function_xy(b) -# generate 500 sets of 100 points + +""" + +Generate 500 sets of 100 points + +""" + + N = 500 L = 100 + +""" + +Generate the instances of the time-series based on the coefficients: + +""" + za = np.empty((N, 3, L)) zb = np.empty((N, 3, L)) ea = np.empty((N, 3, L)) @@ -65,9 +136,12 @@ za[i], ea[i] = utils.generate_mar(a, cov, L) zb[i], eb[i] = utils.generate_mar(b, cov, L) +""" + +Try to estimate the 2nd order (m)AR coefficients-- Average together N estimates +of auto-covariance at lags k=0,1,2 -# try to estimate the 2nd order (m)AR coefficients-- -# average together N estimates of auto-covariance at lags k=0,1,2 +""" Raxx = np.empty((N, 3, 3, 3)) Rbxx = np.empty((N, 3, 3, 3)) @@ -76,8 +150,14 @@ Raxx[i] = utils.autocov_vector(za[i], nlags=3) Rbxx[i] = utils.autocov_vector(zb[i], nlags=3) -# average trials together to find autocovariance estimate, -# and extract pairwise components from the ac sequence + +""" + +Average trials together to find autocovariance estimate, and extract pairwise +components from the ac sequence: + +""" + Raxx = Raxx.mean(axis=0) xyRa = extract_ij(0, 1, Raxx) xzRa = extract_ij(0, 2, Raxx) @@ -88,8 +168,12 @@ xzRb = extract_ij(0, 2, Rbxx) yzRb = extract_ij(1, 2, Rbxx) -# now estimate mAR coefficients and covariance from the full and -# pairwise relationships +""" + +Now estimate mAR coefficients and covariance from the full and pairwise relationships: + +""" + Raxx = Raxx.transpose(2, 0, 1) a_est, cov_est1 = alg.lwr_recursion(Raxx) a_xy_est, cov_xy_est1 = alg.lwr_recursion(xyRa.transpose(2, 0, 1)) @@ -102,51 +186,69 @@ b_xz_est, cov_xz_est2 = alg.lwr_recursion(xzRb.transpose(2, 0, 1)) b_yz_est, cov_yz_est2 = alg.lwr_recursion(yzRb.transpose(2, 0, 1)) -fig = pp.figure() -## w, x2y_a, y2x_a = pairwise_causality(0, 1, a_est, cov_est1) -## w, x2y_b, y2x_b = pairwise_causality(0, 1, b_est, cov_est2) +""" + +We proceed to visualize these relationships: + +""" + +fig01 = pp.figure() + w, x2y_a, y2x_a, _, _ = alg.granger_causality_xy(a_xy_est, cov_xy_est1) w, x2y_b, y2x_b, _, _ = alg.granger_causality_xy(b_xy_est, cov_xy_est2) -ax = fig.add_subplot(321) -ax.plot(w, x2y_a, 'b--') -ax.plot(w, x2y_b, 'b') -ax.set_title('x to y') -ax.set_ylim((0, 6)) -ax = fig.add_subplot(322) -ax.plot(w, y2x_a, 'b--') -ax.plot(w, y2x_b, 'b') -ax.set_title('y to x') -ax.set_ylim((0, 6)) +ax01 = fig01.add_subplot(321) +ax01.plot(w, x2y_a, 'b--') +ax01.plot(w, x2y_b, 'b') +ax01.set_title('x to y') +ax01.set_ylim((0, 6)) +ax02 = fig01.add_subplot(322) +ax02.plot(w, y2x_a, 'b--') +ax02.plot(w, y2x_b, 'b') +ax02.set_title('y to x') +ax02.set_ylim((0, 6)) -## w, y2z_a, z2y_a = pairwise_causality(1, 2, a_est, cov_est1) -## w, y2z_b, z2y_b = pairwise_causality(1, 2, b_est, cov_est2) w, y2z_a, z2y_a, _, _ = alg.granger_causality_xy(a_yz_est, cov_yz_est1) w, y2z_b, z2y_b, _, _ = alg.granger_causality_xy(b_yz_est, cov_yz_est2) -ax = fig.add_subplot(323) -ax.plot(w, y2z_a, 'b--') -ax.plot(w, y2z_b, 'b') -ax.set_title('y to z') -ax.set_ylim((0, 6)) -ax = fig.add_subplot(324) -ax.plot(w, z2y_a, 'b--') -ax.plot(w, z2y_b, 'b') -ax.set_title('z to y') -ax.set_ylim((0, 6)) +ax03 = fig01.add_subplot(323) +ax03.plot(w, y2z_a, 'b--') +ax03.plot(w, y2z_b, 'b') +ax03.set_title('y to z') +ax03.set_ylim((0, 6)) +ax03 = fig01.add_subplot(324) +ax03.plot(w, z2y_a, 'b--') +ax03.plot(w, z2y_b, 'b') +ax03.set_title('z to y') +ax03.set_ylim((0, 6)) -## w, x2z_a, z2x_a = pairwise_causality(0, 2, a_est, cov_est1) -## w, x2z_b, z2x_b = pairwise_causality(0, 2, b_est, cov_est2) w, x2z_a, z2x_a, _, _ = alg.granger_causality_xy(a_xz_est, cov_xz_est1) w, x2z_b, z2x_b, _, _ = alg.granger_causality_xy(b_xz_est, cov_xz_est2) -ax = fig.add_subplot(325) -ax.plot(w, x2z_a, 'b--') -ax.plot(w, x2z_b, 'b') -ax.set_title('x to z') -ax.set_ylim((0, 6)) -ax = fig.add_subplot(326) -ax.plot(w, z2x_a, 'b--') -ax.plot(w, z2x_b, 'b') -ax.set_title('z to x') -ax.set_ylim((0, 6)) +ax04 = fig01.add_subplot(325) +ax04.plot(w, x2z_a, 'b--') +ax04.plot(w, x2z_b, 'b') +ax04.set_title('x to z') +ax04.set_ylim((0, 6)) +ax05 = fig01.add_subplot(326) +ax05.plot(w, z2x_a, 'b--') +ax05.plot(w, z2x_b, 'b') +ax05.set_title('z to x') +ax05.set_ylim((0, 6)) pp.show() + + +""" + +Compare to figure 3 in [Ding2006]_: + +.. image:: fig/ar_est_3vars_01.png + + + +.. [Ding2006] M. Ding, Y. Chen and S.L. Bressler (2006) Granger causality: + basic theory and application to neuroscience. In Handbook of Time Series + Analysis, ed. B. Schelter, M. Winterhalder, and J. Timmer, Wiley-VCH + Verlage, 2006: 451-474 + + +""" diff -Nru nitime-0.2.99/doc/examples/ar_model_fit.py nitime-0.3.1/doc/examples/ar_model_fit.py --- nitime-0.2.99/doc/examples/ar_model_fit.py 1970-01-01 00:00:00.000000000 +0000 +++ nitime-0.3.1/doc/examples/ar_model_fit.py 2011-08-17 21:05:14.000000000 +0000 @@ -0,0 +1,149 @@ +""" .. _model_fit: + +======================================== +Fitting an MAR model: analyzer interface +======================================== + +In this example, we will use the Analyzer interface to fit a multi-variate +auto-regressive model with two time-series influencing each other. + +We start by importing 3rd party modules: + +""" + +import numpy as np +import matplotlib.pyplot as plt + +""" + +And then by importing Granger analysis sub-module, which we will use for fitting the MAR +model: + +""" + +import nitime.analysis.granger as gc + +""" + +The utils sub-module includes a function to generate auto-regressive processes +based on provided coefficients: + +""" + +import nitime.utils as utils + + +""" + +Generate some MAR processes (according to Ding and Bressler [Ding2006]_), + +""" + +a1 = np.array([[0.9, 0], + [0.16, 0.8]]) + +a2 = np.array([[-0.5, 0], + [-0.2, -0.5]]) + +am = np.array([-a1, -a2]) + +x_var = 1 +y_var = 0.7 +xy_cov = 0.4 +cov = np.array([[x_var, xy_cov], + [xy_cov, y_var]]) + + +""" + +Number of realizations of the process + +""" + +N = 500 + +""" + +Length of each realization: + +""" + +L = 1024 + +order = am.shape[0] +n_lags = order + 1 + +n_process = am.shape[-1] + +z = np.empty((N, n_process, L)) +nz = np.empty((N, n_process, L)) + +np.random.seed(1981) +for i in xrange(N): + z[i], nz[i] = utils.generate_mar(am, cov, L) + + +""" + +We start by estimating the order of the model from the data: + +""" + +est_order = [] +for i in xrange(N): + this_order, this_Rxx, this_coef, this_ecov = gc.fit_model(z[i][0], z[i][1]) + est_order.append(this_order) + +order = int(np.round(np.mean(est_order))) + +""" + +Once we have estimated the order, we go ahead and fit each realization of the +MAR model, constraining the model order accordingly (by setting the order +key-word argument) to be always equal to the model order estimated above. + +""" + +Rxx = np.empty((N, n_process, n_process, n_lags)) +coef = np.empty((N, n_process, n_process, order)) +ecov = np.empty((N, n_process, n_process)) + +for i in xrange(N): + this_order, this_Rxx, this_coef, this_ecov = gc.fit_model(z[i][0], z[i][1], order=order) + Rxx[i] = this_Rxx + coef[i] = this_coef + ecov[i] = this_ecov + +""" + +We generate a time-series from the recovered coefficients, using the same +randomization seed as the first mar. These should look pretty similar to each other: + +""" + +np.random.seed(1981) +est_ts, _ = utils.generate_mar(np.mean(coef, axis=0), np.mean(ecov, axis=0), L) + +fig01 = plt.figure() +ax = fig01.add_subplot(1, 1, 1) + +ax.plot(est_ts[0][0:100]) +ax.plot(z[0][0][0:100], 'g--') + +""" + +.. image:: fig/ar_model_fit_01.png + + +""" + +plt.show() + +""" + +.. [Ding2006] M. Ding, Y. Chen and S.L. Bressler (2006) Granger causality: + basic theory and application to neuroscience. In Handbook of Time Series + Analysis, ed. B. Schelter, M. Winterhalder, and J. Timmer, Wiley-VCH + Verlage, 2006: 451-474 + +""" diff -Nru nitime-0.2.99/doc/examples/data/event_related_fmri.csv nitime-0.3.1/doc/examples/data/event_related_fmri.csv --- nitime-0.2.99/doc/examples/data/event_related_fmri.csv 2011-06-03 01:22:06.000000000 +0000 +++ nitime-0.3.1/doc/examples/data/event_related_fmri.csv 1970-01-01 00:00:00.000000000 +0000 @@ -1,3361 +0,0 @@ -bold,events --0.20341448605092113,0.0 --0.09697810537364232,4.0 -0.22632252890696219,0.0 -0.55492460511189612,0.0 -0.88103317926631064,4.0 -1.0611220149660194,0.0 -1.1931620110180625,0.0 -1.1086519279080755,4.0 -0.92349245810911385,0.0 -0.51511291992107933,0.0 -0.068634309578555167,0.0 --0.27019493824062701,0.0 --0.73824368108749638,0.0 --0.92189830895686942,0.0 --0.77605367370405787,0.0 --0.66959339550383579,0.0 --0.508658209043375,4.0 --0.17651203678548538,0.0 --0.27744626094157349,0.0 --0.41953168396041052,0.0 --0.60050714305922304,0.0 --0.89606012622979414,0.0 --0.95445062340893938,0.0 --0.676049952013697,0.0 --0.053384148466907436,0.0 -0.40989468696509873,0.0 -1.093288499668523,5.0 -1.4485690248153174,0.0 -1.4462557646207712,0.0 -0.97266037265390526,0.0 -0.67131579383953111,0.0 -0.13236446410843625,0.0 --0.53016919847267208,0.0 --0.71049510725372855,0.0 --0.84685613355974088,0.0 --0.80973217750108328,5.0 --0.56214113450226166,0.0 --0.082302870225664571,0.0 -0.11898967652447606,5.0 -0.39021346211781582,0.0 -0.51640523024500085,0.0 -0.58399997610391763,5.0 -0.56436569917292734,0.0 -0.41577387232479524,0.0 -0.55498978835766088,0.0 -0.78215491050970298,0.0 -0.59949663280809107,0.0 -0.30087875976678879,0.0 -0.12500523847296777,0.0 --0.46315985952860506,0.0 --0.8310846628786025,0.0 --0.84215399305649141,2.0 --0.56190669367055379,0.0 --0.28075980003837353,0.0 -0.22562262775907355,2.0 -0.40040397863983507,0.0 -0.46982398251916757,0.0 -0.33268334400916366,2.0 -0.36576995698094611,0.0 -0.37733442533083739,0.0 -0.33297047586196249,0.0 -0.0066276230915072922,0.0 --0.41505083063009457,0.0 --0.67883590904993463,2.0 --0.87904723228026793,0.0 --1.0350189911316268,0.0 --0.80182222330121544,0.0 --0.27432246397257321,3.0 -0.11150879526218262,0.0 -0.3200605503682088,0.0 -0.5506872055364469,0.0 -0.44792268417920239,0.0 -0.18575157694813188,0.0 -0.094054160148017749,3.0 -0.12245485039247231,0.0 -0.18636352010130564,0.0 -0.34930697695674545,0.0 -0.34762084137102245,0.0 -0.06777183018646582,0.0 --0.32631151701929056,0.0 --0.53983971078615767,0.0 --0.77082993261975463,0.0 --0.45455181369742309,3.0 --0.27171554302254608,0.0 -0.13399742072113985,0.0 -0.48480259309552781,3.0 -1.0018012154244245,0.0 -1.0876982156055464,0.0 -1.2139536957892956,0.0 -1.1567561122361556,0.0 -0.80920401957505428,0.0 -0.36388175316221871,0.0 -0.14197533015955147,6.0 --0.044819506480297609,0.0 --0.40449244636587717,0.0 --0.64771612262693523,0.0 --0.83433163590066828,0.0 --1.1117029548009909,0.0 --1.2215481921625666,6.0 --0.94424580080375742,0.0 --0.83951179694796019,0.0 --0.36538918585049673,6.0 --0.10971870471723695,0.0 -0.13922451539557618,0.0 -0.21601414046408393,6.0 -0.62880365295648677,0.0 -0.36346153116236279,0.0 -0.12511182727207257,0.0 --0.24533205212824211,0.0 --0.64483129088832447,0.0 --0.96986425595335191,0.0 --0.77030467987660201,0.0 --0.56405091411915875,0.0 --0.3616124019411513,0.0 --0.078034724409266065,1.0 -0.37383740587707287,0.0 -0.25936057529635548,0.0 -0.22070114166626312,0.0 -0.068939893555411691,0.0 -0.13090538371664509,0.0 -0.07734829509103551,1.0 -0.13713498371784685,0.0 -0.32250569650342992,0.0 -0.69794962618649792,1.0 -0.87529225947629286,0.0 -0.79149433681197767,0.0 -1.0421776357057879,1.0 -1.1485581960223428,0.0 -0.84342258204943432,0.0 -0.48067409868876915,0.0 -0.19134321795515397,0.0 --0.27008528217279343,0.0 --0.28892393676922162,0.0 -0.10616175723799212,0.0 -0.35236501170943862,0.0 -0.32042182074789344,0.0 -0.42821020500487478,0.0 --0.052426262680692483,0.0 --0.41670066711985115,0.0 --0.59084617515391968,4.0 --0.41806763030154387,0.0 --0.42662846752573524,0.0 --0.15146459589174582,4.0 --0.047691975289020083,0.0 --0.21764097372734723,0.0 --0.40283853789899665,4.0 --0.4329055427258181,0.0 --0.66379105218486456,0.0 --0.90160879253854787,0.0 --0.88360802166556651,0.0 --0.88670430101990516,0.0 --0.65224252620640821,4.0 --0.26684335165222323,0.0 --0.20828558113178358,0.0 --0.021627697584506011,0.0 -0.28481613655568161,1.0 -0.41916181111967343,0.0 -0.38418221563279892,0.0 -0.90102649081976949,1.0 -0.93132603811951897,0.0 -0.82450636521309117,0.0 -0.44827774650978247,0.0 -0.30668204852675585,0.0 --0.049971829627263931,0.0 -0.069690545589242883,1.0 -0.1508331865752518,0.0 -0.42336815113664372,0.0 -0.35239054481159449,0.0 -0.41997290896710976,0.0 -0.18210308208519435,0.0 --0.20264087551547802,0.0 --0.65380435606834031,0.0 --0.73897070978395352,0.0 --0.73313796525169428,1.0 --0.4010107514710734,0.0 -0.18655225765962535,0.0 -0.90866248151216156,0.0 -1.4987874856746637,0.0 -1.5640038290695406,0.0 -1.0602733294899005,0.0 -0.62077713291344538,6.0 -0.0010698722494199258,0.0 --0.82890740052751999,0.0 --1.3276044821566166,0.0 --1.6171500761809627,0.0 --1.9453881622599005,0.0 --1.7476099374644405,6.0 --1.3548152183515483,0.0 --1.0735825387125015,0.0 --0.53612094515796438,6.0 --0.23950234300554588,0.0 --0.52158440579914744,0.0 --0.46301054078740422,6.0 --0.3380377849723869,0.0 --0.19786837588104042,0.0 -0.081666904817963723,0.0 -0.57609898906903501,0.0 -0.62507358916096811,0.0 -0.85325842380506767,0.0 -1.131555836011336,0.0 -1.1656002277702298,0.0 -1.0359003498316737,0.0 -1.1786835511890392,3.0 -1.2000284026163239,0.0 -0.90223380878724413,0.0 -0.91086177386989886,3.0 -1.0169218798800153,0.0 -0.78076126430958415,0.0 -0.60934552385895102,3.0 -0.5904339152177126,0.0 -0.28893447960353441,0.0 --0.10702372243793105,0.0 --0.39285392632570582,0.0 --1.1285618181611592,0.0 --1.6746869254410814,0.0 --2.0316821844637927,0.0 --2.2969879166848344,0.0 --2.2833424479838169,3.0 --1.4215947927332717,0.0 --0.8586538497989441,0.0 --0.15244081428107728,0.0 -0.72707351021923183,2.0 -1.323870493300616,0.0 -1.2926893141045279,0.0 -1.2266650911883854,2.0 -1.1134480168463086,0.0 -0.75649371781868491,0.0 -0.43749288615425153,0.0 --0.030080342110062143,0.0 --0.25799549208430117,0.0 --0.2123953986736965,2.0 --0.051649442214199877,0.0 -0.096125890928253507,0.0 -0.42230711924453568,0.0 -0.51260255963864032,0.0 -0.24877440626330066,0.0 --0.0010397908511935343,0.0 -0.014696002045594356,0.0 -0.10622304389031943,0.0 -0.38353477947690534,2.0 -0.7565364345549106,0.0 -1.0971094210360703,0.0 -1.1695569944815596,0.0 -1.2850190009240712,5.0 -1.1862668579628968,0.0 -0.61212162839437012,0.0 -0.1060006492267092,5.0 --0.4816704255411961,0.0 --1.1846842293781954,0.0 --1.5480401898560479,5.0 --1.2524838694083817,0.0 --1.0474911623344112,0.0 --0.71864215171275392,0.0 --0.45991952951015763,0.0 --0.35478619724612276,0.0 --0.22099273449051279,5.0 --0.22843829474453894,0.0 --0.39573212195034047,0.0 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-0.09768208682247459,1.0 -0.3353749718812844,0.0 -0.14956189522957075,0.0 --0.071361129533827616,0.0 --0.28996995940079029,0.0 --0.69861749511172244,0.0 --0.83811512507324248,1.0 --0.51290799474053139,0.0 --0.29818266992439635,0.0 -0.2150413333369891,0.0 -1.0574831494677122,6.0 -1.5097879094954714,0.0 -1.4171142585364804,0.0 -1.6644591796187769,6.0 -1.3556125724108461,0.0 -0.71606602320879154,0.0 -0.29402502252346685,6.0 -0.29196864578328535,0.0 --0.17233084154809844,0.0 --0.28302895379349946,0.0 --0.42222048946644319,0.0 --0.61953478233935333,0.0 --0.61253742621404517,0.0 --0.52215418062142049,0.0 --0.52620992479694995,0.0 --0.18385337898996412,6.0 --0.0063562575222918024,0.0 --0.23853550418235361,0.0 --0.49779199271838004,0.0 --0.68619436891349073,0.0 --1.0738239402217027,0.0 --1.2940112581156293,0.0 --1.0460553828176515,3.0 --0.22334431040368813,0.0 -0.37537901546878183,0.0 -0.74301395397984393,0.0 -1.1129539318038457,0.0 -0.89555930251026672,0.0 -0.42466725852617965,3.0 --0.10368922169949962,0.0 --0.34225695475948426,0.0 --0.38241274002633502,3.0 --0.15302907349297643,0.0 --0.2259454350191881,0.0 --0.065681236330901435,3.0 --0.0049090928624510579,0.0 --0.49717223187645132,0.0 --0.74718759846799054,0.0 --0.7818207349499432,0.0 --0.98976564012931589,0.0 --1.1243756848731938,0.0 --0.79740872941143359,0.0 --0.83567866665854806,0.0 --0.53021621109481387,0.0 -0.25725665714740936,2.0 -1.015707643931919,0.0 -1.2294406780124172,0.0 -1.576412215652939,2.0 -1.6519010874683704,0.0 -1.0914386897074464,0.0 -0.62248370821695775,2.0 -0.63661350171714148,0.0 -0.33734621659080005,0.0 -0.034555502990448177,0.0 --0.096325026600208224,0.0 --0.32481749384762715,0.0 --0.66584388177330578,0.0 --0.73018985452285678,0.0 --0.72930592237191416,0.0 --0.33384660769807667,2.0 --0.010119146178159727,0.0 -0.13654307009851754,0.0 -0.23985812809647103,0.0 -0.21786466758098888,0.0 -0.10241942310362602,0.0 -0.10038695170587578,0.0 -0.11996589093078833,0.0 -0.11749812686200044,0.0 --0.0043503339349350162,0.0 --0.34189601896342792,0.0 --0.83485863321650478,0.0 --1.0308823350548371,0.0 --0.81446900331965744,5.0 --0.54861463303568292,0.0 --0.29398954546312045,0.0 -0.086336186027383133,5.0 -0.42984671450513656,0.0 -0.28139193421469272,0.0 -0.23875634464451068,5.0 -0.22611704963022447,0.0 -0.016873352210275552,0.0 --0.12606107814133849,0.0 --0.33563332249583666,0.0 --0.48031267490667456,0.0 --0.25197406665181932,5.0 -0.32716945858015561,0.0 -0.80037292314092501,0.0 -1.4877254730070635,0.0 -1.9571514413417526,0.0 -1.9533913037855697,0.0 -1.6276776196226943,0.0 -1.0389966512972963,0.0 -0.21343870460905001,0.0 --0.42753021966997901,0.0 --0.77229284834457279,4.0 --1.0257043394673748,0.0 --0.97393206703658874,0.0 --0.36977071405870843,4.0 --0.0014882488961953217,0.0 -0.38622558069555596,0.0 -0.88760600186922478,4.0 -1.0938302298709899,0.0 -0.54988408563622571,0.0 -0.15487713789752378,0.0 --0.5013533363511723,0.0 --1.2299234379405071,0.0 --1.4279579890693477,4.0 --1.0609073780060327,0.0 --0.80801420350414666,0.0 --0.67825239828418948,0.0 --0.31615920659151603,0.0 --0.41695161850719664,0.0 --0.67000267332515584,0.0 --0.75348694399965788,0.0 --0.70835095077233512,0.0 --0.92122338781815749,0.0 --0.94683257265495158,0.0 --0.75713999778107566,0.0 --0.40135602754677407,0.0 --0.2229467399140502,0.0 -0.018140047490939729,0.0 -0.46684026049454769,0.0 -0.58364076583877478,0.0 -0.48553423244212235,0.0 -0.60279517848971265,0.0 diff -Nru nitime-0.2.99/doc/examples/data/fmri_timeseries.csv nitime-0.3.1/doc/examples/data/fmri_timeseries.csv --- nitime-0.2.99/doc/examples/data/fmri_timeseries.csv 2011-06-03 01:22:06.000000000 +0000 +++ nitime-0.3.1/doc/examples/data/fmri_timeseries.csv 1970-01-01 00:00:00.000000000 +0000 @@ -1,251 +0,0 @@ -"WM","Vent","Brain","LCau","LPut","LThal","LFpol","LAng","LSupraM","LMTG","LHip","LPostPHG","APHG","LAmy","LParaCing","LPCC","LPrec","RCau","RPut","RThal","RFpol","RAng","RSupraM","RMTG","RHip","RPostPHG","RAntPHG","RAmy","RParaCing","RPCC","RPrec" -10125.9,10112.8,9219.5,-7.39443,-8.74936,7.28395,13.7953,32.2328,32.4809,18.958,-12.2383,-6.86466,-23.0912,-16.425,-5.70842,11.2467,-1.58574,-4.53717,-17.3842,0.912601,13.0428,2.44622,2.08875,-8.74373,-9.47217,-6.87574,-8.11158,-14.54,0.414787,6.04424,0.540389 -10136.8,10115.1,9222.54,-0.120582,-1.94906,6.92247,4.75197,11.0735,0.972766,10.2285,0.717545,-1.04488,-7.64424,-2.10875,-2.44368,1.52535,-1.14131,-1.72589,-1.1247,-0.993354,2.98318,1.29855,2.0688,1.00297,0.135373,-3.25325,-3.12065,0.913296,-1.7868,1.58829,-0.735248 -10148,10122.2,9228.62,4.24336,-0.689111,5.12782,0.132862,-6.64526,-14.7952,5.19361,3.68198,2.77598,-0.691866,1.07559,1.71444,-1.30287,-2.75746,1.74208,4.75944,1.80799,-0.064464,2.37174,1.09905,3.5756,2.98064,-0.238711,0.822007,5.07188,-0.864496,-0.208741,-1.31367 -10156.6,10132.2,9236.11,-0.047434,-1.79438,-0.767925,-3.78683,-2.46365,-12.9433,2.00586,-0.48292,1.16216,0.113706,-0.639879,-0.0445654,-2.82995,-2.22008,1.46544,3.70217,2.84476,-3.32792,6.701,0.982599,0.145487,0.0501163,-1.16747,-0.630382,-0.0550437,-0.0563951,0.0449386,-0.715988 -10162.9,10141.8,9243.46,-0.3687,0.640608,-2.93969,-0.37466,-5.42813,-8.55527,-4.70566,-3.62351,-3.94857,0.847112,0.357187,1.39279,-3.07124,0.779726,5.12671,3.62277,2.86265,3.44378,5.49842,0.895482,-2.1777,0.14728,-0.491475,-0.0257423,-0.32504,2.28464,-0.610659,2.01955 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-10182,10163.1,9253.53,-4.12759,-5.01517,-1.383,-11.7032,7.03273,-0.354258,-4.14846,2.56836,5.49077,2.70724,-0.00938943,-7.91268,-3.33257,-3.77932,-2.70035,-1.95288,1.51899,-10.5021,0.604386,1.13765,2.8031,0.719838,5.10986,5.4321,3.01561,-5.05514,-2.51591,-2.29453 -10178.9,10161.7,9255.33,-2.09727,-3.23639,-0.971464,-6.47564,-1.86208,1.47429,-8.69004,2.23012,2.64935,4.20852,-0.00802028,-4.11236,-1.54808,-1.73414,-2.21966,-2.31888,0.521142,-4.49634,-1.66003,1.37105,1.47741,-1.17943,3.52554,2.31201,0.381259,-1.24137,-0.930002,-0.860505 -10176.3,10158.2,9258.8,-2.87976,-1.16821,-1.15587,-7.36873,-2.70663,3.69409,-6.23946,3.17083,3.67683,5.95472,2.6739,-2.5798,1.61294,2.31642,-4.31408,-1.6647,-0.422612,-6.13843,-0.39141,1.92345,-2.82275,-0.742784,1.68164,-0.706688,-1.87652,0.172975,1.51911,1.04727 -10176.2,10155.4,9261.93,-1.79655,0.511159,-2.91648,-1.19976,-6.01265,2.43062,-4.91165,1.64787,2.485,6.04132,2.79139,1.36683,2.36631,4.70105,-3.09068,-0.875835,-2.73203,-1.04036,0.0279962,0.57264,-4.70596,0.399049,0.109101,0.540718,-2.52779,1.90878,1.47212,2.48712 -10177,10154.3,9263.36,-2.06935,1.47151,-1.59814,1.1621,-8.21806,2.74994,-4.8666,1.6535,2.86737,3.56179,1.87379,3.98852,2.20191,7.00018,-2.12026,-0.322149,-0.459427,1.99009,-0.386875,-1.65524,-2.88602,2.5405,3.09752,5.52644,1.72241,3.28467,2.06659,4.48929 -10176.7,10153.6,9262.97,-2.47996,0.0736981,-1.18826,-1.40068,-2.38119,-1.33094,-3.87199,0.498621,1.31667,-0.952908,0.481976,0.0885501,1.11339,4.67043,-2.37383,-2.32579,0.991108,-0.25346,2.41941,-1.44295,0.0394728,1.67752,2.73018,4.10445,2.29859,0.993454,2.7469,3.39394 -10174.9,10153,9261.77,-0.957748,-0.455644,0.885525,1.7746,0.0437147,0.878291,0.0855234,-0.572903,1.39546,0.00119098,1.69176,-1.96049,0.156938,2.84845,-1.18488,-2.65197,1.35428,1.98606,1.65427,-0.643756,-1.03602,-0.0406435,-0.236011,-0.961959,1.28125,-0.464305,1.75539,1.84618 -10173.4,10153.5,9261.3,-0.583682,-0.792331,1.36077,0.644185,-3.55594,-0.618864,-4.88099,-0.136266,1.51362,2.73872,3.65897,-2.63062,0.416981,0.735765,0.533665,-0.326252,1.0146,2.83848,2.16063,2.30307,-2.01136,0.638055,-0.22921,-3.19692,0.947596,-0.379132,0.678065,0.747812 -10174.5,10155.7,9262.24,-0.685336,0.856591,-2.63545,-0.959601,3.25442,0.791955,-2.20612,0.263046,-1.34292,4.47114,2.99912,-2.56858,-0.21931,-1.56389,-0.808263,0.311028,-2.34261,-0.965718,1.98615,3.50723,-1.41951,-0.258476,-1.16227,-1.73014,0.372641,-0.118946,-0.422557,-1.3986 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0.0628525 -2000150 0.0639218 -2000200 0.0650093 -2000250 0.0661114 -2000300 0.0672223 -2000350 0.0683384 -2000400 0.0694546 -2000450 0.0705655 -2000500 0.0716666 -2000550 0.072752 -2000600 0.073816 -2000650 0.0748546 -2000700 0.0758619 -2000750 0.0768322 -2000800 0.0777608 -2000850 0.0786431 -2000900 0.0794738 -2000950 0.0802488 -2001000 0.0809645 -2001050 0.081616 -2001100 0.0822009 -2001150 0.0827155 -2001200 0.0831582 -2001250 0.0835259 -2001300 0.0838181 -2001350 0.0840332 -2001400 0.0841712 -2001450 0.0842322 -2001500 0.0842165 -2001550 0.0841254 -2001600 0.0839608 -2001650 0.0837243 -2001700 0.0834191 -2001750 0.0830478 -2001800 0.0826134 -2001850 0.0821202 -2001900 0.0815717 -2001950 0.0809728 -2002000 0.0803275 -2002050 0.07964 -2002100 0.0789155 -2002150 0.0781587 -2002200 0.0773749 -2002250 0.0765681 -2002300 0.0757431 -2002350 0.0749051 -2002400 0.0740582 -2002450 0.0732072 -2002500 0.0723561 -2002550 0.0715087 -2002600 0.0706702 -2002650 0.0698426 -2002700 0.0690306 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0.0787848 -2005400 0.079666 -2005450 0.080529 -2005500 0.0813702 -2005550 0.0821853 -2005600 0.0829707 -2005650 0.0837228 -2005700 0.0844384 -2005750 0.0851139 -2005800 0.0857462 -2005850 0.0863322 -2005900 0.0868702 -2005950 0.0873572 -2006000 0.0877915 -2006050 0.0881712 -2006100 0.0884962 -2006150 0.0887644 -2006200 0.0889769 -2006250 0.0891327 -2006300 0.0892322 -2006350 0.0892769 -2006400 0.0892681 -2006450 0.0892072 -2006500 0.0890967 -2006550 0.0889389 -2006600 0.0887363 -2006650 0.0884926 -2006700 0.0882108 -2006750 0.0878952 -2006800 0.0875493 -2006850 0.087178 -2006900 0.0867848 -2006950 0.0863749 -2007000 0.0859525 -2007050 0.0855228 -2007100 0.0850905 -2007150 0.0846603 -2007200 0.0842379 -2007250 0.0838275 -2007300 0.0834342 -2007350 0.0830629 -2007400 0.0827186 -2007450 0.0824066 -2007500 0.0821316 -2007550 0.0818978 -2007600 0.0817108 -2007650 0.0815754 -2007700 0.0814957 -2007750 0.0814775 -2007800 0.0815249 -2007850 0.0816431 -2007900 0.0818369 -2007950 0.0821113 -2008000 0.0824717 -2008050 0.0829238 -2008100 0.0834723 -2008150 0.0841233 -2008200 0.0848827 -2008250 0.0857561 -2008300 0.0867514 -2008350 0.0878738 -2008400 0.0891316 -2008450 0.0905322 -2008500 0.0920832 -2008550 0.0937936 -2008600 0.0956717 -2008650 0.097728 -2008700 0.0999722 -2008750 0.102415 -2008800 0.105068 -2008850 0.107943 -2008900 0.111053 -2008950 0.114412 -2009000 0.118033 -2009050 0.121931 -2009100 0.126123 -2009150 0.130623 -2009200 0.13545 -2009250 0.140621 -2009300 0.146153 -2009350 0.152065 -2009400 0.158377 -2009450 0.165107 -2009500 0.172274 -2009550 0.179898 -2009600 0.187997 -2009650 0.19659 -2009700 0.205695 -2009750 0.215327 -2009800 0.225501 -2009850 0.236231 -2009900 0.247527 -2009950 0.259398 -2010000 0.271848 -2010050 0.284879 -2010100 0.298487 -2010150 0.312666 -2010200 0.327402 -2010250 0.342678 -2010300 0.358467 -2010350 0.374738 -2010400 0.391455 -2010450 0.408569 -2010500 0.426028 -2010550 0.44377 -2010600 0.461726 -2010650 0.479818 -2010700 0.497962 -2010750 0.516066 -2010800 0.534032 -2010850 0.551756 -2010900 0.569128 -2010950 0.586035 -2011000 0.602361 -2011050 0.617989 -2011100 0.632804 -2011150 0.646689 -2011200 0.659533 -2011250 0.67123 -2011300 0.68168 -2011350 0.690792 -2011400 0.698484 -2011450 0.704688 -2011500 0.709345 -2011550 0.712411 -2011600 0.713857 -2011650 0.71367 -2011700 0.711849 -2011750 0.708412 -2011800 0.703389 -2011850 0.696826 -2011900 0.688782 -2011950 0.67933 -2012000 0.668552 -2012050 0.656541 -2012100 0.643401 -2012150 0.629237 -2012200 0.614165 -2012250 0.598301 -2012300 0.581764 -2012350 0.564672 -2012400 0.547142 -2012450 0.52929 -2012500 0.511225 -2012550 0.493053 -2012600 0.474872 -2012650 0.456775 -2012700 0.438847 -2012750 0.421165 -2012800 0.403798 -2012850 0.386807 -2012900 0.370244 -2012950 0.354156 -2013000 0.338579 -2013050 0.323544 -2013100 0.309074 -2013150 0.295187 -2013200 0.281893 -2013250 0.2692 -2013300 0.257108 -2013350 0.245616 -2013400 0.234716 -2013450 0.2244 -2013500 0.214656 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-2016350 0.170319 -2016400 0.173538 -2016450 0.17666 -2016500 0.17966 -2016550 0.182514 -2016600 0.185196 -2016650 0.18768 -2016700 0.189942 -2016750 0.191958 -2016800 0.193703 -2016850 0.195158 -2016900 0.196301 -2016950 0.197116 -2017000 0.197587 -2017050 0.197701 -2017100 0.197448 -2017150 0.196823 -2017200 0.195822 -2017250 0.194444 -2017300 0.192695 -2017350 0.19058 -2017400 0.188111 -2017450 0.185301 -2017500 0.182167 -2017550 0.178728 -2017600 0.175006 -2017650 0.171025 -2017700 0.166811 -2017750 0.162391 -2017800 0.157793 -2017850 0.153047 -2017900 0.14818 -2017950 0.143223 -2018000 0.138202 -2018050 0.133147 -2018100 0.128082 -2018150 0.123032 -2018200 0.118022 -2018250 0.113072 -2018300 0.108203 -2018350 0.103431 -2018400 0.0987717 -2018450 0.0942394 -2018500 0.0898452 -2018550 0.0855983 -2018600 0.0815066 -2018650 0.0775764 -2018700 0.0738108 -2018750 0.0702129 -2018800 0.0667843 -2018850 0.0635239 -2018900 0.0604317 -2018950 0.0575051 -2019000 0.0547411 -2019050 0.0521359 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0.152718 -2015150 0.137234 -2015200 0.123068 -2015250 0.110365 -2015300 0.0991795 -2015350 0.0894967 -2015400 0.0812525 -2015450 0.0743541 -2015500 0.0686905 -2015550 0.0641494 -2015600 0.0606192 -2015650 0.0579963 -2015700 0.0561853 -2015750 0.0550989 -2015800 0.0546536 -2015850 0.0547676 -2015900 0.0553551 -2015950 0.0563218 -2016000 0.0575629 -2016050 0.0589603 -2016100 0.0603838 -2016150 0.0616999 -2016200 0.0627785 -2016250 0.0635082 -2016300 0.0638082 -2016350 0.0636416 -2016400 0.0630202 -2016450 0.0620067 -2016500 0.0607077 -2016550 0.0592629 -2016600 0.0578317 -2016650 0.0565817 -2016700 0.0556801 -2016750 0.0552926 -2016800 0.0555843 -2016850 0.0567291 -2016900 0.0589197 -2016950 0.0623843 -2017000 0.0674009 -2017050 0.0743113 -2017100 0.0835311 -2017150 0.0955499 -2017200 0.110911 -2017250 0.130162 -2017300 0.153763 -2017350 0.18194 -2017400 0.214498 -2017450 0.250615 -2017500 0.288677 -2017550 0.326248 -2017600 0.360249 -2017650 0.38738 -2017700 0.404718 -2017750 0.410351 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-9999450 0.171554 -9999500 0.158485 -9999550 0.149575 -9999600 0.144436 -9999650 0.142738 -9999700 0.144213 -9999750 0.148636 -9999800 0.155778 -9999850 0.165361 -9999900 0.176984 -9999950 0.190082 diff -Nru nitime-0.2.99/doc/examples/event_related_fmri.py nitime-0.3.1/doc/examples/event_related_fmri.py --- nitime-0.2.99/doc/examples/event_related_fmri.py 2011-06-03 01:22:06.000000000 +0000 +++ nitime-0.3.1/doc/examples/event_related_fmri.py 2011-08-17 21:05:14.000000000 +0000 @@ -7,9 +7,9 @@ ================== Extracting the average time-series from one signal, time-locked to the -occurence of some type of event in another signal is a very typical operation in -the analysis of time-series from neuroscience experiments. Therefore, we have -an additional example of this kind of analysis in :ref:`grasshopper` +occurence of some type of event in another signal is a very typical operation +in the analysis of time-series from neuroscience experiments. Therefore, we +have an additional example of this kind of analysis in :ref:`grasshopper` The following example is taken from an fMRI experiment in which a subject was viewing a motion stimulus, while fMRI BOLD was recorded. The time-series in @@ -25,9 +25,12 @@ """ +import os + from matplotlib.mlab import csv2rec import matplotlib.pyplot as plt +import nitime import nitime.timeseries as ts import nitime.analysis as nta import nitime.viz as viz @@ -41,7 +44,9 @@ """ -data = csv2rec('data/event_related_fmri.csv') +data_path = os.path.join(nitime.__path__[0], 'data') + +data = csv2rec(os.path.join(data_path, 'event_related_fmri.csv')) """ diff -Nru nitime-0.2.99/doc/examples/filtering_fmri.py nitime-0.3.1/doc/examples/filtering_fmri.py --- nitime-0.2.99/doc/examples/filtering_fmri.py 2011-06-03 01:22:06.000000000 +0000 +++ nitime-0.3.1/doc/examples/filtering_fmri.py 2011-08-17 21:05:14.000000000 +0000 @@ -57,7 +57,10 @@ """ TR = 1.89 -data_rec = csv2rec('data/fmri_timeseries.csv') + +data_path = os.path.join(nitime.__path__[0], 'data') + +data_rec = csv2rec(os.path.join(data_path, 'fmri_timeseries.csv')) # Extract ROI information from the csv file headers: roi_names = np.array(data_rec.dtype.names) @@ -343,7 +346,7 @@ """ data_file_path = test_dir_path = os.path.join(nitime.__path__[0], - 'fmri/tests/') + 'data') fmri_file = os.path.join(data_file_path, 'fmri1.nii.gz') diff -Nru nitime-0.2.99/doc/examples/granger_fmri.py nitime-0.3.1/doc/examples/granger_fmri.py --- nitime-0.2.99/doc/examples/granger_fmri.py 1970-01-01 00:00:00.000000000 +0000 +++ nitime-0.3.1/doc/examples/granger_fmri.py 2011-08-17 21:05:14.000000000 +0000 @@ -0,0 +1,226 @@ +""" + +.. gc-fmri + +================================ +Granger 'causality' of fMRI data +================================ + +Granger 'causality' analysis provides an asymmetric measure of the coupling +between two time-series. When discussing this analysis method, we will put the +word 'causality' in single quotes, as we believe that use of this word outside +of quotes should be reserved for particular circumstances, often not fulfilled +in the analysis of simultaneously recorder neuroscientific time-series (see +[Pearl2009]_ for an extensive discussion of this distinction). + +The central idea behind this analysis is that time-series can be described in +terms of a time-delayed auto-regressive model of the form: + +.. math:: + + x_t = \sum_{i=1}^{n}a_i x_{t-i} + \epsilon_t + +Here, a the past behaviour of a single time-series is used in order to predict +the current value of the time-series. In Granger 'causality' analysis, we test +whether the addition of a prediction of the time-series from another +time-series through a multi-variate auto-regressive model may improve our +prediction of the present behavior of the time-series (reducing the value of +the error term $\epsilon_t$): + +.. math:: + + x_t = \sum_{i=1}^{n}a_i x_{t-i} + b_i y_{t-i} + \epsilon_t + + +In our implementation of the algorithms used for this analysis, we follow +closely the description put forth by Ding et al. ([Ding2006]_). Also, see +:ref:`mar` and :ref:`ar` for examples even more closely modeled on the +examples mentioned in their paper. + +Here, we will demonstrate the use of Granger 'causality' analysis with fMRI +data. The data is provided as part of the distribution and is taken from a +'resting state' scan. The data was motion corrected and averaged from several +ROIs. + +We start by importing the needed modules: + +""" + +import os + +import numpy as np +import matplotlib.pyplot as plt +from matplotlib.mlab import csv2rec + +import nitime +import nitime.analysis as nta +import nitime.timeseries as ts +import nitime.utils as tsu +from nitime.viz import drawmatrix_channels + +""" + +We then define a few parameters of the data: the TR and the bounds on the +frequency band of interest. + +""" + +TR = 1.89 +f_ub = 0.15 +f_lb = 0.02 + +""" + +We read in the resting state fMRI data into a recarray from a csv file: + +""" + +data_path = os.path.join(nitime.__path__[0], 'data') + +data_rec = csv2rec(os.path.join(data_path, 'fmri_timeseries.csv')) + +roi_names = np.array(data_rec.dtype.names) +nseq = len(roi_names) +n_samples = data_rec.shape[0] +data = np.zeros((nseq, n_samples)) + +for n_idx, roi in enumerate(roi_names): + data[n_idx] = data_rec[roi] + +""" + +We normalize the data in each of the ROIs to be in units of % change and +initialize the TimeSeries object: + +""" + +pdata = tsu.percent_change(data) +time_series = ts.TimeSeries(pdata, sampling_interval=TR) + +""" + +We initialize the GrangerAnalyzer object, while specifying the order of the +autoregressive model to be 1 (predict the current behavior of the time-series +based on one time-point back). + +""" + +G = nta.GrangerAnalyzer(time_series, order=1) + +""" + +For comparison, we also initialize a CoherenceAnalyzer and a +CorrelationAnalyzer, with the same TimeSeries object + +""" + +C1 = nta.CoherenceAnalyzer(time_series) +C2 = nta.CorrelationAnalyzer(time_series) + +""" + +We are only interested in the physiologically relevant frequency band +(approximately 0.02 to 0.15 Hz). + +The spectral resolution is different in these two different analyzers. In the +CoherenceAnalyzer, the spectral resolution depends on the size of the window +used for calculating the spectral density and cross-spectrum, whereas in the +GrangerAnalyzer it is derived, as determined by the user, from the MAR model +used. + +For this reason, the indices used to access the relevant part of the spectrum +will be different in the different analyzers. + +""" + +freq_idx_G = np.where((G.frequencies > f_lb) * (G.frequencies < f_ub))[0] +freq_idx_C = np.where((C1.frequencies > f_lb) * (C1.frequencies < f_ub))[0] + + +""" + +We plot the 'causality' from x to y ($F_{x \rightarrow y}$) and from y to x +($F_{y \rightarrow x}$ for the first two ROIs and compare to the coherence +between these two time-series: + +""" + +coh = np.mean(C1.coherence[:, :, freq_idx_C], -1) # Averaging on the last dimension +g1 = np.mean(G.causality_xy[:, :, freq_idx_G], -1) + +fig01 = drawmatrix_channels(coh, roi_names, size=[10., 10.], color_anchor=0) + +""" + +.. image:: fig/granger_fmri_01.png + +""" + +fig02 = drawmatrix_channels(C2.corrcoef, roi_names, size=[10., 10.], color_anchor=0) + +""" + +.. image:: fig/granger_fmri_02.png + +""" + +fig03 = drawmatrix_channels(g1, roi_names, size=[10., 10.], color_anchor=0) + +""" + +.. image:: fig/granger_fmri_03.png + +Differences in the HRF between different ROIs are a potential source of +misattribution of the direction and magnitude of dependence between time-series +in fMRI data (for a particularly extreme example of that see +[David2008]_). Therefore, as suggested by Roebroeck et al. [Roebroeck2005]_ and +[Kayser2009]_ we turn to examine the difference between $F_{x\rightarrow y}$ and +$F_{y\rightarrow x}$ + +""" + +g2 = np.mean(G.causality_xy[:, :, freq_idx_G] - G.causality_yx[:, :, freq_idx_G], -1) +fig04 = drawmatrix_channels(g2, roi_names, size=[10., 10.], color_anchor=0) + +""" + +.. image:: fig/granger_fmri_04.png + +If these values are found to be significantly different than 0, this +constitutes evidence for a correlation with a time-lag between the +regions. This is a necessary (though not necessarily sufficient...) condition +for establishing functional connectivity between the regions. + +Finally, we call plt.show(), to show the plots created: + +""" + +plt.show() + +""" + +References +---------- + +.. [Pearl2009] J. Pearl (2009). Causal inference in statistics: An + overview. Statistics surveys 3: 96-146. + +.. [Ding2008] M. Ding, Y. Chen, S.L. Bressler (2006) Granger causality: + basic theory and application to neuroscience. In Handbook of Time Series + Analysis, ed. B. Schelter, M. Winterhalder, and J. Timmer, Wiley-VCH + Verlage, 2006: 451-474 + +.. [Roebroeck2005] A. Roebroeck, E., Formisano R. Goebel (2005). Mapping + directed influence over the brain using Granger causality and + fMRI. NeuroImage 25: 230-242. + +.. [Kayser2009] A. Kayser, F. Sun, M. D'Esposito (2009). A comparison of + Granger causality and coherency in fMRI-based analysis of the motor + system. NeuroImage 30: 3475-94 + +.. [David2008] O. David, I. Guillemain, S. Saillet, S. Reyt, C. Deransart, + C. Segebarth, A. Depaulis (2008). Identifying neural drivers with functional + MRI: An electrophysiological validation. PLoS Biol 6:e315 + + +""" diff -Nru nitime-0.2.99/doc/examples/grasshopper.py nitime-0.3.1/doc/examples/grasshopper.py --- nitime-0.2.99/doc/examples/grasshopper.py 2011-06-03 01:22:06.000000000 +0000 +++ nitime-0.3.1/doc/examples/grasshopper.py 2011-08-17 21:05:14.000000000 +0000 @@ -21,8 +21,11 @@ We start by importing the required modules: """ +import os + import numpy as np +import nitime import nitime.timeseries as ts import nitime.analysis as tsa import nitime.viz as viz @@ -39,7 +42,10 @@ """ -spike_times = np.loadtxt('data/grasshopper_spike_times1.txt') +data_path = os.path.join(nitime.__path__[0], 'data') + +spike_times = np.loadtxt(os.path.join(data_path, 'grasshopper_spike_times1.txt')) + spike_ev = ts.Events(spike_times, time_unit='us') @@ -53,7 +59,7 @@ """ -stim = np.loadtxt('data/grasshopper_stimulus1.txt') +stim = np.loadtxt(os.path.join(data_path, 'grasshopper_stimulus1.txt')) """ @@ -136,9 +142,9 @@ """ -stim2 = np.loadtxt('data/grasshopper_stimulus2.txt') +stim2 = np.loadtxt(os.path.join(data_path, 'grasshopper_stimulus2.txt')) stim2 = volt2dB(stim2, maxdB=76.4286) -spike_times2 = np.loadtxt('data/grasshopper_spike_times2.txt') +spike_times2 = np.loadtxt(os.path.join(data_path, 'grasshopper_spike_times2.txt')) """ diff -Nru nitime-0.2.99/doc/examples/multi_taper_coh.py nitime-0.3.1/doc/examples/multi_taper_coh.py --- nitime-0.2.99/doc/examples/multi_taper_coh.py 2011-06-03 01:22:06.000000000 +0000 +++ nitime-0.3.1/doc/examples/multi_taper_coh.py 2011-08-17 21:05:14.000000000 +0000 @@ -25,11 +25,14 @@ """ +import os + import numpy as np import matplotlib.pyplot as plt from matplotlib.mlab import csv2rec import scipy.stats.distributions as dist +import nitime from nitime.timeseries import TimeSeries from nitime import utils import nitime.algorithms as alg @@ -47,7 +50,9 @@ """ -data_rec = csv2rec('data/fmri_timeseries.csv') +data_path = os.path.join(nitime.__path__[0], 'data') + +data_rec = csv2rec(os.path.join(data_path, 'fmri_timeseries.csv')) """ diff -Nru nitime-0.2.99/doc/examples/note_about_examples.rst nitime-0.3.1/doc/examples/note_about_examples.rst --- nitime-0.2.99/doc/examples/note_about_examples.rst 2011-06-03 01:22:06.000000000 +0000 +++ nitime-0.3.1/doc/examples/note_about_examples.rst 1970-01-01 00:00:00.000000000 +0000 @@ -1,22 +0,0 @@ -========================= -A note about the examples -========================= - -The examples provided here are possible usages of the analysis and -visualization functionality of nitime, with example data from actual -neuroscience experiments, or with synthetic data, which is generated as part of -the example. - -All the examples presented in the documentation are generated from *fully -functioning* python scripts, which are available as part of the source -distribution in the doc/examples folder. - -If you want to replicate a particular analysis or visualization, simply copy -the relevant ".py" script from the source distribution, edit out the body of -the text of the example (which appear as blocks of text between triple quotes -'"""') and alter it to your purpose. - -Thanks to the developers of PyMVPA_ for designing the software which enables us -to provide these documented examples! - -.. include:: ../links_names.txt diff -Nru nitime-0.2.99/doc/examples/resting_state_fmri.py nitime-0.3.1/doc/examples/resting_state_fmri.py --- nitime-0.2.99/doc/examples/resting_state_fmri.py 2011-06-03 01:22:06.000000000 +0000 +++ nitime-0.3.1/doc/examples/resting_state_fmri.py 2011-08-17 21:05:14.000000000 +0000 @@ -26,11 +26,14 @@ """ +import os + #Import from other libraries: import numpy as np import matplotlib.pyplot as plt from matplotlib.mlab import csv2rec +import nitime #Import the time-series objects: from nitime.timeseries import TimeSeries #Import the analysis objects: @@ -50,7 +53,9 @@ """ -data_rec = csv2rec('data/fmri_timeseries.csv') +data_path = os.path.join(nitime.__path__[0], 'data') + +data_rec = csv2rec(os.path.join(data_path, 'fmri_timeseries.csv')) """ This data structure contains in its dtype a field 'names', which contains the diff -Nru nitime-0.2.99/doc/examples/seed_analysis.py nitime-0.3.1/doc/examples/seed_analysis.py --- nitime-0.2.99/doc/examples/seed_analysis.py 1970-01-01 00:00:00.000000000 +0000 +++ nitime-0.3.1/doc/examples/seed_analysis.py 2011-08-17 21:05:14.000000000 +0000 @@ -0,0 +1,273 @@ +""" + +========================================= +Seed correlation/coherence with fMRI data +========================================= + + +Seed-based analysis is the analysis of a bivariate measure (such as correlation +or coherence) between one time-series (termed the 'seed') and many other +time-series (termed the 'targets'). This is a rather typical strategy in the +analysis of fMRI data where one might look for all the areas of the brain that +exhibit high level of connectivity to a particular region of interest. + + +We start by importing the needed modules. First modules from the standard lib +and from 3rd parties: + +""" + +import os + +import numpy as np +import matplotlib.pyplot as plt + + +""" + +Notice that nibabel (http://nipy.org.nibabel) is required in order to run this +example, so we test whether the user has that installed and throw an +informative error if not: + +""" + +try: + from nibabel import load +except ImportError: + raise ImportError('You need nibabel (http:/nipy.org/nibabel/) in order to run this example') + +""" + +The following are nitime modules: + +""" + +import nitime +import nitime.analysis as nta +import nitime.fmri.io as io + +""" + +We define the TR of the analysis and the frequency band of interest: + +""" + +TR = 1.35 +f_lb = 0.02 +f_ub = 0.15 + + +""" + +An fMRI data file with some actual fMRI data is shipped as part of the +distribution, the following line will find the path to this data on the +specific setup: + +""" + +data_path = test_dir_path = os.path.join(nitime.__path__[0], 'data') + +fmri_file = os.path.join(data_path, 'fmri1.nii.gz') + + +""" + +Read in the data, using nibabel: + +""" + +fmri_data = load(fmri_file) + + +""" +Notice that 'fmri_data' is not an array, but rather a NiftiImage +object. Nibabel cleverly delays the actual allocation of memory and reading +from file as long as possible. In this case, we only want information that is +available through the header of the nifti file, namely the dimensions of the +data. + +We extract only the spatial dimensions of the data, excluding the last +dimension which is the time-dimension and generate a coords list: + +""" + +volume_shape = fmri_data.shape[:-1] + +coords = list(np.ndindex(volume_shape)) + + +""" + +We choose some number of random voxels to serve as seed voxels: + +""" + +n_seeds = 3 + +# Choose n_seeds random voxels to be the seed voxels +seeds = np.random.randint(0, len(coords), n_seeds) +coords_seeds = np.array(coords)[seeds].T + + +""" + +The entire volume is chosen to be the target: + +""" + +coords_target = np.array(coords).T + + +""" + +We use nitime.fmri.io in order to generate TimeSeries objects from spatial +coordinates in the data file: + +""" + +# Make the seed time series: +time_series_seed = io.time_series_from_file(fmri_file, + coords_seeds, + TR=TR, + normalize='percent', + filter=dict(lb=f_lb, + ub=f_ub, + method='boxcar')) + +# Make the target time series: +time_series_target = io.time_series_from_file(fmri_file, + coords_target, + TR=TR, + normalize='percent', + filter=dict(lb=f_lb, + ub=f_ub, + method='boxcar')) + + +""" + +The SeedCoherencAnalyzer receives as input both of these TimeSeries and +calculates the coherence of each of the channels in the seed TimeSeries to +*all* the channels in the target TimeSeries. Here we initialize it with these +and with a method dict, which specifies the parameters of the spectral analysis +used for the coherence estimation: + +""" + +A = nta.SeedCoherenceAnalyzer(time_series_seed, time_series_target, + method=dict(NFFT=20)) + + +""" + +Similarly, the SeedCorrelationAnalyzer receives as input seed and target +time-series: + +""" + +B = nta.SeedCorrelationAnalyzer(time_series_seed, time_series_target) + +""" + +For the coherence, we are only interested in the physiologically relevant +frequency band: + +""" + +freq_idx = np.where((A.frequencies > f_lb) * (A.frequencies < f_ub))[0] + + +""" + +The results in both analyzer objects are arrays of dimensions: (number of seeds +x number of targets). For the coherence, there is an additional last dimension +of: number of frequency bands, which we will average over. For the +visualization, we extract the coherence and correlation values for each one of +the seeds separately: + +""" + +cor = [] +coh = [] + +for this_seed in range(n_seeds): + # Extract the coherence and average across these frequency bands: + coh.append(np.mean(A.coherence[this_seed][:, freq_idx], -1)) # Averaging on the + # last dimension + + cor.append(B.corrcoef[this_seed]) # No need to do any additional + # computation + + +""" + +We then put the coherence/correlation values back into arrays that have the +original shape of the volume from which the data was extracted: + +""" + +#For numpy fancy indexing into volume arrays: +coords_indices = list(coords_target) + +vol_coh = [] +vol_cor = [] +for this_vol in range(n_seeds): + vol_coh.append(np.empty(volume_shape)) + vol_coh[-1][coords_indices] = coh[this_vol] + vol_cor.append(np.empty(volume_shape)) + vol_cor[-1][coords_indices] = cor[this_vol] + + +""" + +We visualize this by choosing a random slice from the data: + +""" + +#Choose a random slice to display: +random_slice = np.random.randint(0, volume_shape[-1], 1) + + +""" + +We display the coherence and correlation values for each seed voxel in this slice: + +""" + +fig01 = plt.figure() +fig02 = plt.figure() +ax_coh = [] +ax_cor = [] +for this_vox in range(n_seeds): + ax_coh.append(fig01.add_subplot(1, n_seeds, this_vox + 1)) + ax_coh[-1].matshow(vol_coh[this_vox][:, :, random_slice].squeeze()) + ax_coh[-1].set_title('Seed coords: %s' % coords_seeds[:, this_vox]) + + ax_cor.append(fig02.add_subplot(1, n_seeds, this_vox + 1)) + ax_cor[-1].matshow(vol_cor[this_vox][:, :, random_slice].squeeze()) + ax_cor[-1].set_title('Seed coords: %s' % coords_seeds[:, this_vox]) + +for x in zip(['Coherence', 'Correlation'], [fig01, fig02]): + suptit = '%s between all the voxels in slice: ' % x[0] + suptit += '%i and seed voxels' % random_slice + x[1].suptitle(suptit) + + +""" + +We can now compare the results in the coherence: + + +.. image:: fig/seed_analysis_01.png + + +And the correlation: + +.. image:: fig/seed_analysis_02.png + + +We call plt.show() in order to display the figure: + +""" + +plt.show() diff -Nru nitime-0.2.99/doc/examples/seed_coherence_example.py nitime-0.3.1/doc/examples/seed_coherence_example.py --- nitime-0.2.99/doc/examples/seed_coherence_example.py 2011-06-03 01:22:06.000000000 +0000 +++ nitime-0.3.1/doc/examples/seed_coherence_example.py 1970-01-01 00:00:00.000000000 +0000 @@ -1,240 +0,0 @@ -""" - -============================= -Seed coherence with fMRI data -============================= - - -Seed coherence analysis is the analysis of coherence between one time-series -(termed the 'seed') and many other time-series (termed the 'targets'). This is -a rather typical strategy in the analysis of fMRI data where one might look for -all the areas of the brain that exhibit high level of connectivity to a -particular region of interest. - - -We start by importing the needed modules. First modules from the standard lib -and from 3rd parties: - -""" - -import os - -import numpy as np -import matplotlib.pyplot as plt - - -""" - -Notice that nibabel (http://nipy.org.nibabel) is required in order to run this -example, so we test whether the user has that installed and throw an -informative error if not: - -""" - -try: - from nibabel import load -except ImportError: - raise ImportError('You need nibabel (http:/nipy.org/nibabel/) in order to run this example') - -""" - -The following are nitime modules: - -""" - -import nitime -import nitime.analysis as nta -import nitime.fmri.io as io - -""" - -We define the TR of the analysis and the frequency band of interest: - -""" - -TR = 1.35 -f_lb = 0.02 -f_ub = 0.15 - - -""" - -An fMRI data file with some actual fMRI data is shipped as part of the -distribution, the following line will find the path to this data on the -specific setup: - -""" - -data_file_path = test_dir_path = os.path.join(nitime.__path__[0], - 'fmri/tests/') - -fmri_file = os.path.join(data_file_path, 'fmri1.nii.gz') - - -""" - -Read in the data, using nibabel: - -""" - -fmri_data = load(fmri_file) - - -""" -Notice that 'fmri_data' is not an array, but rather a NiftiImage -object. Nibabel cleverly delays the actual allocation of memory and reading -from file as long as possible. In this case, we only want information that is -available through the header of the nifti file, namely the dimensions of the -data. - -We extract only the spatial dimensions of the data, excluding the last -dimension which is the time-dimension and generate a coords list: - -""" - -volume_shape = fmri_data.shape[:-1] - -coords = list(np.ndindex(volume_shape)) - - -""" - -We choose some number of random voxels to serve as seed voxels: - -""" - -n_seeds = 3 - -# Choose n_seeds random voxels to be the seed voxels -seeds = np.random.randint(0, len(coords), n_seeds) -coords_seeds = np.array(coords)[seeds].T - - -""" - -The entire volume is chosen to be the target: - -""" - -coords_target = np.array(coords).T - - -""" - -We use nitime.fmri.io in order to generate TimeSeries objects from spatial -coordinates in the data file: - -""" - -# Make the seed time series: -time_series_seed = io.time_series_from_file(fmri_file, - coords_seeds, - TR=TR, - normalize='percent', - filter=dict(lb=f_lb, - ub=f_ub, - method='boxcar')) - -# Make the target time series: -time_series_target = io.time_series_from_file(fmri_file, - coords_target, - TR=TR, - normalize='percent', - filter=dict(lb=f_lb, - ub=f_ub, - method='boxcar')) - - -""" - -The SeedCoherencAnalyzer receives as input both of these TimeSeries and -calculates the coherence of each of the channels in the seed TimeSeries to -*all* the channels in the target TimeSeries. Here we initialize it with these -and with a method dict, which specifies the parameters of the spectral analysis -used for the coherence estimation: - -""" - -A = nta.SeedCoherenceAnalyzer(time_series_seed, time_series_target, - method=dict(NFFT=20)) - -""" - -We are only interested in the physiologically relevant frequency band: - -""" - -freq_idx = np.where((A.frequencies > f_lb) * (A.frequencies < f_ub))[0] - - -""" - -The result of the coherence is a list, with an ndarray in each item in the -list, corresponding to one of the channels in the seed TimeSeries. We extract -the coherence values for each one of the seeds: - -""" - -coh = [] - -for this_coh in range(n_seeds): - # Extract the coherence and average across these frequency bands: - coh.append(np.mean(A.coherence[this_coh][:, freq_idx], -1)) # Averaging on the - # last dimension - - -""" - -We then put the coherence values back into arrays that have the original shape -of the volume from which the data was extracted: - -""" - -#For numpy fancy indexing into volume arrays: -coords_indices = list(coords_target) - -vol = [] -for this_vol in range(n_seeds): - vol.append(np.empty(volume_shape)) - vol[-1][coords_indices] = coh[this_vol] - - -""" - -We visualize this by choosing a random slice from the data: - -""" - -#Choose a random slice to display: -random_slice = np.random.randint(0, volume_shape[-1], 1) - - -""" - -And displaying the coherence values for each seed voxel in this slice: - -""" - - -fig = plt.figure() -ax = [] -for this_vox in range(n_seeds): - ax.append(fig.add_subplot(1, n_seeds, this_vox + 1)) - ax[-1].matshow(vol[this_vox][:, :, random_slice].squeeze()) - ax[-1].set_title('Seed coords: %s' % coords_seeds[:, this_vox]) - -suptit = 'Coherence between all the voxels in slice: ' -suptit += '%i and seed voxels' % random_slice -fig.suptitle(suptit) - - -""" - -.. image:: fig/seed_coherence_example_01.png - - -We call plt.show() in order to display the figure: - -""" - -plt.show() diff -Nru nitime-0.2.99/doc/examples/snr_example.py nitime-0.3.1/doc/examples/snr_example.py --- nitime-0.2.99/doc/examples/snr_example.py 2011-06-03 01:22:06.000000000 +0000 +++ nitime-0.3.1/doc/examples/snr_example.py 2011-08-17 21:05:14.000000000 +0000 @@ -12,7 +12,7 @@ .. math:: - I(S,R) = \int_{0}^{Nyquist}log_2(1+SNR(\omega)d\omega + I(S,R) = \int_{0}^{Nyquist}log_2(1+SNR(\omega))d\omega Where $SNR(\omega)$ is the ratio of the signal power and the noise power at the @@ -113,14 +113,6 @@ of the signal and also the response of the system at different repetitions is very similar to the original signal. - .. image:: fig/snr_example_01.png - - A special visualization function :func:`viz.plot_snr` is used in order to - display the signal power (blue) and the noise power (green), both in the left - sub-plot. In addition, the SNR (blue) and the cumulative information (as a - function of frequency bands, starting from low frequencies, in red) are - dislplayed in the right subplot. - """ tseries = ts.TimeSeries(sample[-1], sampling_rate=1.) @@ -128,6 +120,15 @@ """ +.. image:: fig/snr_example_01.png + +A special visualization function :func:`viz.plot_snr` is used in order to +display the signal power (blue) and the noise power (green), both in the +left sub-plot. In addition, the SNR (blue) and the cumulative information +(as a function of frequency bands, starting from low frequencies, in red) +are dislplayed in the right subplot. + + .. image:: fig/snr_example_02.png With more added noise, the estimate of the signal deviates further from the diff -Nru nitime-0.2.99/doc/index.rst nitime-0.3.1/doc/index.rst --- nitime-0.2.99/doc/index.rst 2011-06-03 01:22:06.000000000 +0000 +++ nitime-0.3.1/doc/index.rst 2011-08-17 21:05:14.000000000 +0000 @@ -9,10 +9,16 @@ time and spectral domains, a set of container objects to represent time-series, and auxiliary objects that expose a high level interface to the numerical machinery and make common analysis tasks easy to express with compact and -semantically clear code. +semantically clear code. .. toctree:: - :hidden: - + :maxdepth: 1 + documentation - news \ No newline at end of file + whatsnew/index + examples/index + +Questions? Comments? Please `email`_ us. + +.. _email: http://projects.scipy.org/mailman/listinfo/nipy-devel + diff -Nru nitime-0.2.99/doc/links_names.txt nitime-0.3.1/doc/links_names.txt --- nitime-0.2.99/doc/links_names.txt 2011-06-03 01:22:06.000000000 +0000 +++ nitime-0.3.1/doc/links_names.txt 2011-08-17 21:05:14.000000000 +0000 @@ -58,6 +58,7 @@ .. _subversion: http://subversion.tigris.org/ .. _nose: http://somethingaboutorange.com/mrl/projects/nose .. _`python coverage tester`: http://nedbatchelder.com/code/modules/coverage.html +.. _easy-install: http://packages.python.org/distribute/easy_install.html .. Other python projects .. _numpy: http://www.scipy.org/NumPy diff -Nru nitime-0.2.99/doc/Makefile nitime-0.3.1/doc/Makefile --- nitime-0.2.99/doc/Makefile 2011-06-03 01:22:06.000000000 +0000 +++ nitime-0.3.1/doc/Makefile 2011-08-17 21:05:14.000000000 +0000 @@ -30,6 +30,8 @@ -rm -rf _build/* *~ api/generated -rm -rf build/* -rm examples/fig/* + -rm examples/*.rst + htmlonly: $(SPHINXBUILD) -b html $(ALLSPHINXOPTS) _build/html @echo diff -Nru nitime-0.2.99/doc/news.rst nitime-0.3.1/doc/news.rst --- nitime-0.2.99/doc/news.rst 2011-06-03 01:22:06.000000000 +0000 +++ nitime-0.3.1/doc/news.rst 2011-08-17 21:05:14.000000000 +0000 @@ -2,4 +2,10 @@ Nitime news ============= +August 13 2011: Version 0.3 released. + +November 9 2010: Version 0.2 released. + August 18 2010: Nitime version 0.1 is officially out. + +Scipy 2009 conference paper `available <_static/Scipy2009Nitime.pdf>`_ Binary files /tmp/UEIDIh83lA/nitime-0.2.99/doc/_static/Scipy2009Nitime.pdf and /tmp/0jGJbm53wo/nitime-0.3.1/doc/_static/Scipy2009Nitime.pdf differ diff -Nru nitime-0.2.99/doc/users/install.rst nitime-0.3.1/doc/users/install.rst --- nitime-0.2.99/doc/users/install.rst 2011-06-03 01:22:06.000000000 +0000 +++ nitime-0.3.1/doc/users/install.rst 2011-08-17 21:05:14.000000000 +0000 @@ -42,19 +42,20 @@ Getting the latest release -------------------------- -Grab the latest release of the source-code at this page_ +If you have easy_install_ available on your system, nitime can be downloaded and +install by issuing:: -.. _page: gh-download_ + easy_install nitime -Or, at the cheeseshop_ +.. _easy_install: easy-install_ -.. _cheeseshop: nitime-pypi_ +Otherwise, you can grab the latest release of the source-code at this page_ -You can also download and install by issuing:: +.. _page: gh-download_ - easy_install nitime +Or, at the cheeseshop_ -If you have easy_install installed. +.. _cheeseshop: nitime-pypi_ If you want to download the source-code as it is being developed (pre-release), follow the instructions here: :ref:`following-latest` diff -Nru nitime-0.2.99/doc/whatsnew/development.rst nitime-0.3.1/doc/whatsnew/development.rst --- nitime-0.2.99/doc/whatsnew/development.rst 1970-01-01 00:00:00.000000000 +0000 +++ nitime-0.3.1/doc/whatsnew/development.rst 2011-08-17 21:05:14.000000000 +0000 @@ -0,0 +1,9 @@ + +============================ + Release notes: development +============================ + +These are the development release notes. As features are added to nitime and +fixes are made, this is the place to document the broad overview of these +features and fixes, so that they can be included in the release notes for the +next version. diff -Nru nitime-0.2.99/doc/whatsnew/index.rst nitime-0.3.1/doc/whatsnew/index.rst --- nitime-0.2.99/doc/whatsnew/index.rst 1970-01-01 00:00:00.000000000 +0000 +++ nitime-0.3.1/doc/whatsnew/index.rst 2011-08-17 21:05:14.000000000 +0000 @@ -0,0 +1,27 @@ +.. Developers should add in this file, during each release cycle, information +.. about important changes they've made, in a summary format that's meant for +.. end users. For each release we normally have three sections: features, bug +.. fixes and api breakage. +.. Please remember to credit the authors of the contributions by name, +.. especially when they are new users or developers who do not regularly +.. participate in IPython's development. + +.. _whatsnew_index: + +===================== +What's new in Nitime +===================== + +This section documents the changes that have been made in various versions of +Nitime: + +.. toctree:: + :maxdepth: 1 + + version0.3 + development + + +Users should consult these pages to learn about new features, bug +fixes and backwards incompatibilities. Developers should summarize the +development work they do here. diff -Nru nitime-0.2.99/doc/whatsnew/version0.3.rst nitime-0.3.1/doc/whatsnew/version0.3.rst --- nitime-0.2.99/doc/whatsnew/version0.3.rst 1970-01-01 00:00:00.000000000 +0000 +++ nitime-0.3.1/doc/whatsnew/version0.3.rst 2011-08-17 21:05:14.000000000 +0000 @@ -0,0 +1,123 @@ + +====================================== + Release notes for nitime version 0.3 +====================================== + +Summary of changes +------------------ + +Version 0.3 of nitime includes several additions and improvements: + +#. Testing: Test coverage of nitime has improved substantially. At this point, + 84 % of the code is executed when the test suite is executed. This includes + a full 100% execution of all l.o.c. in most of the algorithms + sub-module. Work led by Ariel Rokem. + +#. Style and layout improvements: The layout of the algorithms and analysis + sub-modules have been simplified and a large majority of the code-base has + been modified to conform with PEP8 standards. Work led by Ariel Rokem, with + additional thanks to Alex Gramfort for pushing for these changes and helping + to bring them about. + +#. Bug-fixes to the SNRAnalyzer: Several bugs in this module have been + fixed. Work led by Ariel Rokem (who put these bugs in there in the first + place...). + +#. MAR estimation algorithms: Extensive reworking of MAR estimation algorithms. + Work led by Mike Trumpis. + +#. SeedCorrelationAnalyzer: This analyzer allows flexible correlation analysis + in a few-to-many channel mode. Work led by Michael Waskom. + +#. GrangerAnalyzer: Following Mike Trumpis' work on MAR estimation, we have + implemented an Analyzer for Granger 'causality' analysis. Work led by Ariel + Rokem, Mike Trumpis and Fernando Perez + +#. Filtering: Implementation of zero phase-delay filtering, including IIR and + FIR filter methods to the FilterAnalyzer. Work led by Ariel Rokem + +#. Several new examples, including examples of the usage of these new analysis + methods. + +#. Epoch slicing: Additional work on TimeSeries objects, towards an + implementation. This feature is still at an experimental stage at this + point. Work led by Ariel Rokem, Fernando Perez, Killian Koepsell and Paul + Ivanov. + + + +Contributors to this release +---------------------------- + +* Alexandre Gramfort +* Ariel Rokem +* Christopher Burns +* Fernando Perez +* Jarrod Millman +* Killian Koepsell +* Michael Waskom +* Mike Trumpis +* Paul Ivanov +* Yaroslav Halchenko + +.. Note:: + + This list was generated using:: + + git log dev/0.3 HEAD --format='* %aN <%aE>' |sed 's/@/\-at\-/' | sed 's/<>//' | sort -u + + Please let us know if you should appear on this list and do not, so that we + can add your name in future release notes. + + +Detailed stats from the github repository +----------------------------------------- + +Github stats for the last 270 days. +We closed a total of 38 issues, 28 pull requests and 10 regular +issues; this is the full list (generated with the script +`tools/github_stats.py`): + +Pull requests (28): + +* `78 `_: Doctests +* `76 `_: Sphinx warnings +* `74 `_: BF: IIR filtering can do band-pass as well as low-pass and high-pass. +* `72 `_: ENH: Throw an informative warning when time-series is short for the NFFT. +* `75 `_: ENH: Default behavior for time_series_from_file. +* `71 `_: Granger analyzer +* `73 `_: Seed correlation analyzer +* `69 `_: BF: add back tril_indices from numpy 1.4, to support operation with older +* `70 `_: Ar latex +* `67 `_: Mar examples +* `66 `_: Test coverage +* `63 `_: Utils work +* `62 `_: Interpolate dpss windows when they are too large to be calculated directl +* `64 `_: Pass fir window as a kwarg. +* `39 `_: Fix xcorr plot +* `54 `_: Reorganize analysis +* `49 `_: added basic arithetics to timeseries objects +* `52 `_: Reorganization +* `48 `_: Fix filter analyzer +* `47 `_: Correlation analyzer +* `43 `_: Filtfilt +* `42 `_: (Not) Biopac +* `41 `_: Fix example bugs +* `40 `_: Epochslicing2 +* `33 `_: Epochslicing +* `38 `_: Fix snr df bug +* `37 `_: Event slicing +* `36 `_: Index at bug + +Regular issues (10): + +* `31 `_: tools/make_examples.py runs all the examples every time +* `56 `_: Test failure on newer versions of scipy +* `65 `_: Prune the nipy/nitime repo from old stragglers +* `57 `_: multi_taper_psd with jackknife=True fails with multiple timeseries input +* `59 `_: missing parameter docstring in utils.ar_generator +* `58 `_: Scale of sigma in algorithms.multi_taper_psd +* `61 `_: fail to estimate dpss_windows for long signals +* `34 `_: SNR information rates need to be normalized by the frequency resolution +* `45 `_: Bugs in CorrelationAnalyzer +* `29 `_: Filtering diff -Nru nitime-0.2.99/.gitignore nitime-0.3.1/.gitignore --- nitime-0.2.99/.gitignore 1970-01-01 00:00:00.000000000 +0000 +++ nitime-0.3.1/.gitignore 2011-08-17 21:05:14.000000000 +0000 @@ -0,0 +1,2 @@ +*.pyc +*~ diff -Nru nitime-0.2.99/nitime/algorithms/autoregressive.py nitime-0.3.1/nitime/algorithms/autoregressive.py --- nitime-0.2.99/nitime/algorithms/autoregressive.py 2011-06-03 01:22:06.000000000 +0000 +++ nitime-0.3.1/nitime/algorithms/autoregressive.py 2011-08-17 21:05:14.000000000 +0000 @@ -1,20 +1,29 @@ -""" +r""" Autoregressive (AR) processes are processes of the form: -x(n) = a(1)x(n-1) + a(2)x(n-2) + ... + a(P)x(n-P) + e(n) +.. math:: + + x(n) = a(1)x(n-1) + a(2)x(n-2) + ... + a(P)x(n-P) + e(n) where e(n) is a white noise process. The usage of 'e' suggests interpreting the linear combination of P past values of x(n) as the minimum mean square error linear predictor of x(n) Thus -e(n) = x(n) - a(1)x(n-1) - a(2)x(n-2) - ... - a(P)x(n-P) +.. math:: + + e(n) = x(n) - a(1)x(n-1) - a(2)x(n-2) - ... - a(P)x(n-P) Due to whiteness, e(n) is also pointwise uncorrelated--ie, -(i) E{e(n)e*(n-m)} = delta(n-m) -(ii) E{e(n)x*(m)} = 0, m != n -(iii) E{|e|**2} = E{e(n)e*(n)} = E{e(n)x*(n)} +.. math:: + :nowrap: + + \begin{align*} + \text{(i)} && E\{e(n)e^{*}(n-m)\}& = \delta(n-m) &\\ + \text{(ii)} && E\{e(n)x^{*}(m)\} & = 0 & m\neq n\\ + \text{(iii)} && E\{|e|^{2}\} = E\{e(n)e^{*}(n)\} &= E\{e(n)x^{*}(n)\} & + \end{align*} These principles form the basis of the methods in this module for estimating the AR coefficients and the error/innovations power. @@ -23,7 +32,6 @@ import numpy as np import scipy.linalg as linalg -import scipy.signal as sig import nitime.utils as utils from spectral import freq_response @@ -32,15 +40,35 @@ def AR_est_YW(x, order, rxx=None): r"""Determine the autoregressive (AR) model of a random process x using the Yule Walker equations. The AR model takes this convention: - - x(n) = a(1)x(n-1) + a(2)x(n-2) + ... + a(P)x(n-P) + e(n) + + .. math:: + + x(n) = a(1)x(n-1) + a(2)x(n-2) + \dots + a(p)x(n-p) + e(n) where e(n) is a zero-mean white noise process with variance sig_sq, - and P is the order of the AR model. This method returns the a_i and + and p is the order of the AR model. This method returns the a_i and sigma The orthogonality property of minimum mean square error estimates - yields the Yule Walker equations. + states that + + .. math:: + + E\{e(n)x^{*}(n-k)\} = 0 \quad 1\leq k\leq p + + Inserting the definition of the error signal into the equations above + yields the Yule Walker system of equations: + + .. math:: + + R_{xx}(k) = \sum_{i=1}^{p}a(i)R_{xx}(k-i) \quad1\leq k\leq p + + Similarly, the variance of the error process is + + .. math:: + + E\{e(n)e^{*}(n)\} = E\{e(n)x^{*}(n)\} = R_{xx}(0)-\sum_{i=1}^{p}a(i)R^{*}(i) + Parameters ---------- @@ -48,7 +76,7 @@ The sampled autoregressive random process order : int - The order P of the AR system + The order p of the AR system rxx : ndarray (optional) An optional, possibly unbiased estimate of the autocorrelation of x @@ -69,21 +97,32 @@ sigma_v = r_m[0].real - np.dot(r_m[1:].conj(), ak).real return ak, sigma_v + def AR_est_LD(x, order, rxx=None): - """Levinson-Durbin algorithm for solving the Hermitian Toeplitz - system R[m]w[m]=r[m+1]: (XXX review this definition for complex) + r"""Levinson-Durbin algorithm for solving the Hermitian Toeplitz + system of Yule-Walker equations in the AR estimation problem - - [[r(0) r(1) r(2) ... r(m-1)], - R[m] = [r*(1) r(0) r(1) ... r(m-2)], - [... ], - [r*(m-1) r*(m-2) r*(m-3)... r(0) ]] + .. math:: - r[m+1] = [r(1), r(2), ..., r(m)].T + T^{(p)}a^{(p)} = \gamma^{(p+1)} - r(k) = E{X(t+k)X*(t)} + where - and w[m] is the vector of m AR coefficients + .. math:: + :nowrap: + + \begin{align*} + T^{(p)} &= \begin{pmatrix} + R_{0} & R_{1}^{*} & \cdots & R_{p-1}^{*}\\ + R_{1} & R_{0} & \cdots & R_{p-2}^{*}\\ + \vdots & \vdots & \ddots & \vdots\\ + R_{p-1}^{*} & R_{p-2}^{*} & \cdots & R_{0} + \end{pmatrix}\\ + a^{(p)} &=\begin{pmatrix} a_1 & a_2 & \cdots a_p \end{pmatrix}^{T}\\ + \gamma^{(p+1)}&=\begin{pmatrix}R_1 & R_2 & \cdots & R_p \end{pmatrix}^{T} + \end{align*} + + and :math:`R_k` is the autocorrelation of the kth lag Parameters ---------- @@ -91,7 +130,7 @@ x: ndarray the zero-mean stochastic process order : int - the AR model order--IE the rank of the system. + the AR model order--IE the rank of the system. rxx : ndarray, optional (at least) order+1 samples of the autocorrelation sequence @@ -99,36 +138,37 @@ ------- ak, sig_sq - The AR coefficients for 1 <= k <= P, and the variance of the + The AR coefficients for 1 <= k <= p, and the variance of the driving white noise process - + """ if rxx is not None and type(rxx) == np.ndarray: rxx_m = rxx[:order + 1] else: rxx_m = utils.autocorr(x)[:order + 1] - w = np.zeros((order+1,), rxx_m.dtype) + w = np.zeros((order + 1, ), rxx_m.dtype) # intialize the recursion with the R[0]w[1]=r[1] solution (p=1) b = rxx_m[0].real - w_k = rxx_m[1]/b + w_k = rxx_m[1] / b w[1] = w_k p = 2 - while p<=order: - b *= (1-(w_k*w_k.conj()).real) - w_k = (rxx_m[p] - (w[1:p]*rxx_m[1:p][::-1]).sum())/b + while p <= order: + b *= 1 - (w_k * w_k.conj()).real + w_k = (rxx_m[p] - (w[1:p] * rxx_m[1:p][::-1]).sum()) / b # update w_k from k=1,2,...,p-1 # with a correction from w*_i i=p-1,p-2,...,1 - w[1:p] = w[1:p] - w_k*(w[1:p][::-1].conj()) + w[1:p] = w[1:p] - w_k * w[1:p][::-1].conj() w[p] = w_k p += 1 - b *= (1 - (w_k*w_k.conj()).real) + b *= 1 - (w_k * w_k.conj()).real return w[1:], b + def lwr_recursion(r): - """Perform a Levinson-Wiggins[Whittle]-Robinson recursion to + r"""Perform a Levinson-Wiggins[Whittle]-Robinson recursion to find the coefficients a(i) that satisfy the matrix version - of the Yule-Walker system of P+1 equations: + of the Yule-Walker system of P + 1 equations: sum_{i=0}^{P} a(i)r(k-i) = 0, for k = {1,2,...,P} @@ -151,7 +191,7 @@ Parameters ---------- - r : ndarray, shape (P+1, nc, nc) + r : ndarray, shape (P + 1, nc, nc) Returns ------- @@ -208,66 +248,9 @@ return a, sigf -# XXX probably can delete this -def lwr_alternate(r): - # r(k) = E{ X(t)X*(t+k) } ( * = conjugate transpose ) - # r(-k) = r(k).T - # this routine solves the system of equations - # sum_{k=0}^{p} A(k)r(k-j) = 0, for j = {1,2,...,p} - # with the additional equation - # sum_{k=0}^{p} A(k)r(k) = V - # where V is the covariance matrix of the innovations process - # - # This routine adjusts the algorithm found in eqs (1)-(11) - # in Morf, Vieira, Kailath 1978 to reflect that this system - # is composed in a slightly different way (due to the conflicting - # definition of autocovariance) - - # r is (P+1, nc, nc) - nc = r.shape[1] - P = r.shape[0] - 1 - - a = np.zeros((P, nc, nc)) # ar coefs - b = np.zeros_like(a) # lp coefs - sigb = np.zeros_like(r[0]) # forward prediction error covariance - sigf = np.zeros_like(r[0]) # backward prediction error covariance - delta = np.zeros_like(r[0]) - - # initialize - idnt = np.eye(nc) - sigf[:] = r[0] - sigb[:] = r[0] - - # iteratively find sequences A_{p+1}(i) and B_{p+1}(i) - for p in xrange(P): - - # calculate delta_{p+1} - delta[:] = r[p + 1] - for i in xrange(1, p + 1): - delta += np.dot(r[p + 1 - i], a[i - 1].T) - - # intermediate values - ka = np.dot(delta.T, linalg.inv(sigb).T) # (linalg.inv(sigb)*del)' - kb = np.dot(delta, linalg.inv(sigf).T) # (linalg.inv(sigf)*del')' - - # store a_{p} before updating sequence to a_{p+1} - ao = a.copy() - for i in xrange(1, p + 1): - a[i - 1] -= np.dot(ka, b[p - i]) - for i in xrange(1, p + 1): - b[i - 1] -= np.dot(kb, ao[p - i]) - - a[p] = -ka - b[p] = -kb - - sigf = np.dot(sigf, (idnt - np.dot(ka, kb).T)) - sigb = np.dot(sigb, (idnt - np.dot(kb, ka).T)) - - return a, sigf def MAR_est_LWR(x, order, rxx=None): - - """ + r""" MAR estimation, using the LWR algorithm, as in Morf et al. @@ -292,7 +275,7 @@ def AR_psd(ak, sigma_v, n_freqs=1024, sides='onesided'): - """ + r""" Compute the PSD of an AR process, based on the process coefficients and covariance @@ -330,7 +313,7 @@ # Granger causality analysis #----------------------------------------------------------------------------- def transfer_function_xy(a, n_freqs=1024): - """Helper routine to compute the transfer function H(w) based + r"""Helper routine to compute the transfer function H(w) based on sequence of coefficient matrices A(i). The z transforms follow from this definition: @@ -377,7 +360,7 @@ def spectral_matrix_xy(Hw, cov): - """Compute the spectral matrix S(w), from the convention: + r"""Compute the spectral matrix S(w), from the convention: X[t] + sum_{k=1}^P a[k]X[t-k] = Err[t] @@ -429,7 +412,7 @@ def coherence_from_spectral(Sw): - """Compute the spectral coherence between processes X and Y, + r"""Compute the spectral coherence between processes X and Y, given their spectral matrix S(w) Parameters @@ -449,7 +432,7 @@ def interdependence_xy(Sw): - """Compute the 'total interdependence' between processes X and Y, + r"""Compute the 'total interdependence' between processes X and Y, given their spectral matrix S(w) Parameters @@ -470,7 +453,7 @@ def granger_causality_xy(a, cov, n_freqs=1024): - """Compute the Granger causality between processes X and Y, which + r"""Compute the Granger causality between processes X and Y, which are linked in a multivariate autoregressive (mAR) model parameterized by coefficient matrices a(i) and the innovations covariance matrix diff -Nru nitime-0.2.99/nitime/algorithms/cohere.py nitime-0.3.1/nitime/algorithms/cohere.py --- nitime-0.2.99/nitime/algorithms/cohere.py 2011-06-03 01:22:06.000000000 +0000 +++ nitime-0.3.1/nitime/algorithms/cohere.py 2011-08-17 21:05:14.000000000 +0000 @@ -20,6 +20,9 @@ from spectral import get_spectra, get_spectra_bi import nitime.utils as utils +# To suppport older versions of numpy that don't have tril_indices: +from nitime.index_utils import tril_indices + def coherency(time_series, csd_method=None): r""" @@ -50,16 +53,16 @@ Notes ----- - This is an implementation of equation (1) of [Sun2005]_: + This is an implementation of equation (1) of Sun (2005): .. math:: R_{xy} (\lambda) = \frac{f_{xy}(\lambda)} {\sqrt{f_{xx} (\lambda) \cdot f_{yy}(\lambda)}} - .. [Sun2005] F.T. Sun and L.M. Miller and M. D'Esposito(2005). Measuring - temporal dynamics of functional networks using phase spectrum of fMRI - data. Neuroimage, 28: 227-37. + F.T. Sun and L.M. Miller and M. D'Esposito (2005). Measuring temporal + dynamics of functional networks using phase spectrum of fMRI + data. Neuroimage, 28: 227-37. """ if csd_method is None: @@ -77,7 +80,7 @@ for j in xrange(i, time_series.shape[0]): c[i][j] = coherency_spec(fxy[i][j], fxy[i][i], fxy[j][j]) - idx = np.tril_indices(time_series.shape[0], -1) + idx = tril_indices(time_series.shape[0], -1) c[idx[0], idx[1], ...] = c[idx[1], idx[0], ...].conj() # Make it symmetric return f, c @@ -123,7 +126,7 @@ an array of different time series with time as the last dimension csd_method: dict, optional - See :func:`get_spectra` documentation for details + See :func:`algorithms.spectral.get_spectra` documentation for details Returns ------- @@ -138,20 +141,16 @@ Notes ----- - This is an implementation of equation (2) of [Sun2005]_: + This is an implementation of equation (2) of Sun (2005): .. math:: Coh_{xy}(\lambda) = |{R_{xy}(\lambda)}|^2 = \frac{|{f_{xy}(\lambda)}|^2}{f_{xx}(\lambda) \cdot f_{yy}(\lambda)} - .. [Sun2005] F.T. Sun and L.M. Miller and M. D'Esposito(2005). Measuring - temporal dynamics of functional networks using phase spectrum of fMRI - data. Neuroimage, 28: 227-37. - - See also - -------- - :func:`coherence_spec` + F.T. Sun and L.M. Miller and M. D'Esposito (2005). Measuring temporal + dynamics of functional networks using phase spectrum of fMRI data. + Neuroimage, 28: 227-37. """ if csd_method is None: @@ -159,8 +158,8 @@ f, fxy = get_spectra(time_series, csd_method) - #A container for the coherences, with the size and shape of the expected - #output: + # A container for the coherences, with the size and shape of the expected + # output: c = np.zeros((time_series.shape[0], time_series.shape[0], f.shape[0])) @@ -169,7 +168,7 @@ for j in xrange(i, time_series.shape[0]): c[i][j] = coherence_spec(fxy[i][j], fxy[i][i], fxy[j][j]) - idx = np.tril_indices(time_series.shape[0], -1) + idx = tril_indices(time_series.shape[0], -1) c[idx[0], idx[1], ...] = c[idx[1], idx[0], ...].conj() # Make it symmetric return f, c @@ -187,7 +186,7 @@ fxy : array The cross-spectrum of the time series - fyy,fxx : array + fyy, fxx : array The spectra of the signals Returns @@ -200,9 +199,11 @@ -------- :func:`coherence` """ - - c = (np.abs(fxy)) ** 2 / (fxx * fyy) - + if not np.isrealobj(fxx): + fxx = np.real(fxx) + if not np.isrealobj(fyy): + fyy = np.real(fyy) + c = np.abs(fxy) ** 2 / (fxx * fyy) return c @@ -270,7 +271,7 @@ c[i][j] = _coherency_reqularized(fxy[i][j], fxy[i][i], fxy[j][j], epsilon, alpha) - idx = np.tril_indices(time_series.shape[0], -1) + idx = tril_indices(time_series.shape[0], -1) c[idx[0], idx[1], ...] = c[idx[1], idx[0], ...].conj() # Make it symmetric return f, c @@ -373,7 +374,7 @@ c[i][j] = _coherence_reqularized(fxy[i][j], fxy[i][i], fxy[j][j], epsilon, alpha) - idx = np.tril_indices(time_series.shape[0], -1) + idx = tril_indices(time_series.shape[0], -1) c[idx[0], idx[1], ...] = c[idx[1], idx[0], ...].conj() # Make it symmetric return f, c @@ -438,7 +439,7 @@ Notes ----- - This is an implementation of equation (A4) of [Sun2005]_: + This is an implementation of equation (A4) of Sun(2005): .. math:: @@ -446,9 +447,9 @@ \frac{\left|{\sum_\lambda{\hat{f_{xy}}}}\right|^2} {\sum_\lambda{\hat{f_{xx}}}\cdot sum_\lambda{\hat{f_{yy}}}} - .. [Sun2005] F.T. Sun and L.M. Miller and M. D'Esposito(2005). Measuring - temporal dynamics of functional networks using phase spectrum of fMRI - data. Neuroimage, 28: 227-37. + F.T. Sun and L.M. Miller and M. D'Esposito (2005). Measuring + temporal dynamics of functional networks using phase spectrum of fMRI + data. Neuroimage, 28: 227-37. """ if csd_method is None: csd_method = {'this_method': 'welch'} # The default @@ -469,7 +470,7 @@ fxy[i][i][lb_idx:ub_idx], fxy[j][j][lb_idx:ub_idx]) - idx = np.tril_indices(time_series.shape[0], -1) + idx = tril_indices(time_series.shape[0], -1) c[idx[0], idx[1], ...] = c[idx[1], idx[0], ...].conj() # Make it symmetric return c @@ -568,7 +569,7 @@ fxy[i][i][lb_idx:ub_idx], fxy[j][j][lb_idx:ub_idx]) - idx = np.tril_indices(time_series.shape[0], -1) + idx = tril_indices(time_series.shape[0], -1) c[idx[0], idx[1], ...] = c[idx[1], idx[0], ...].conj() # Make it symmetric return c @@ -594,9 +595,12 @@ float : the band-averaged coherence """ + if not np.isrealobj(fxx): + fxx = np.real(fxx) + if not np.isrealobj(fyy): + fyy = np.real(fyy) - return ((np.abs(fxy.sum()) ** 2) / - (fxx.sum() * fyy.sum())) + return (np.abs(fxy.sum()) ** 2) / (fxx.sum() * fyy.sum()) def coherence_partial(time_series, r, csd_method=None): @@ -637,16 +641,16 @@ Notes ----- - This is an implementation of equation (2) of [Sun2004]_: + This is an implementation of equation (2) of Sun (2004): .. math:: Coh_{xy|r} = \frac{|{R_{xy}(\lambda) - R_{xr}(\lambda) R_{ry}(\lambda)}|^2}{(1-|{R_{xr}}|^2)(1-|{R_{ry}}|^2)} - .. [Sun2004] F.T. Sun and L.M. Miller and M. D'Esposito(2004). Measuring - interregional functional connectivity using coherence and partial coherence - analyses of fMRI data Neuroimage, 21: 647-58. + F.T. Sun and L.M. Miller and M. D'Esposito (2004). Measuring interregional + functional connectivity using coherence and partial coherence analyses of + fMRI data Neuroimage, 21: 647-58. """ if csd_method is None: @@ -666,7 +670,7 @@ c[i, j] = coherence_partial_spec(fxy[i][j], fxy[i][i], fxy[j][j], frx, fry, frr) - idx = np.tril_indices(time_series.shape[0], -1) + idx = tril_indices(time_series.shape[0], -1) c[idx[0], idx[1], ...] = c[idx[1], idx[0], ...].conj() # Make it symmetric return f, c @@ -684,10 +688,10 @@ fxy : float array The cross-spectrum of the time series - fyy,fxx : float array + fyy, fxx : float array The spectra of the signals - fxr,fry : float array + fxr, fry : float array The cross-spectra of the signals with the event Returns @@ -695,7 +699,6 @@ float the band-averaged coherency """ - abs = np.abs coh = coherency_spec Rxr = coh(fxr, fxx, frr) Rry = coh(fry, fyy, frr) @@ -706,7 +709,7 @@ def coherency_phase_spectrum(time_series, csd_method=None): - """ + r""" Compute the phase spectrum of the cross-spectrum between two time series. The parameters of this function are in the time domain. @@ -735,9 +738,9 @@ \phi(\lambda) = arg [R_{xy} (\lambda)] = arg [f_{xy} (\lambda)] - .. [Sun2005] F.T. Sun and L.M. Miller and M. D'Esposito(2005). Measuring - temporal dynamics of functional networks using phase spectrum of fMRI - data. Neuroimage, 28: 227-37. + F.T. Sun and L.M. Miller and M. D'Esposito (2005). Measuring temporal + dynamics of functional networks using phase spectrum of fMRI data. + Neuroimage, 28: 227-37. """ if csd_method is None: csd_method = {'this_method': 'welch'} # The default @@ -857,12 +860,10 @@ Notes ----- - This method is described in full in [Cordes2000]_ - - .. [Cordes2000] D Cordes, V M Haughton, K Arfanakis, G J Wendt, P A Turski, - C H Moritz, M A Quigley, M E Meyerand (2000). Mapping functionally related - regions of brain with functional connectivity MR imaging. AJNR American - journal of neuroradiology 21:1636-44 + This method is described in full in: D Cordes, V M Haughton, K Arfanakis, G + J Wendt, P A Turski, C H Moritz, M A Quigley, M E Meyerand (2000). Mapping + functionally related regions of brain with functional connectivity MR + imaging. AJNR American journal of neuroradiology 21:1636-44 """ @@ -968,7 +969,6 @@ for i, j in ij: all_channels.add(i) all_channels.add(j) - n_channels = len(all_channels) # for real time_series, ignore the negative frequencies if np.iscomplexobj(time_series): @@ -1013,7 +1013,6 @@ n_slices = len(i_times) FFT_slices = {} FFT_conj_slices = {} - Pxx = {} for i_channel in all_channels: #dbg: @@ -1058,19 +1057,18 @@ keys are the intersection of i,j values in the parameter ij """ - - #This is the way it is saved by cache_spectra: + # This is the way it is saved by cache_spectra: FFT_slices = cache['FFT_slices'] FFT_conj_slices = cache['FFT_conj_slices'] norm_val = cache['norm_val'] - Fs = cache['Fs'] - #This is where the output goes to: + # Fs = cache['Fs'] + + # This is where the output goes to: Pxx = {} all_channels = set() for i, j in ij: all_channels.add(i) all_channels.add(j) - n_channels = len(all_channels) for i in all_channels: #dbg: @@ -1125,7 +1123,6 @@ for i, j in ij: all_channels.add(i) all_channels.add(j) - n_channels = len(all_channels) for i in all_channels: Phase[i] = np.angle(FFT_slices[i]) @@ -1166,10 +1163,10 @@ on individual windows. """ - #This is the way it is saved by cache_spectra: + # This is the way it is saved by cache_spectra: FFT_slices = cache['FFT_slices'] FFT_conj_slices = cache['FFT_conj_slices'] - norm_val = cache['norm_val'] + # norm_val = cache['norm_val'] freqs = cache['FFT_slices'][ij[0][0]].shape[-1] diff -Nru nitime-0.2.99/nitime/algorithms/correlation.py nitime-0.3.1/nitime/algorithms/correlation.py --- nitime-0.2.99/nitime/algorithms/correlation.py 1970-01-01 00:00:00.000000000 +0000 +++ nitime-0.3.1/nitime/algorithms/correlation.py 2011-08-17 21:05:14.000000000 +0000 @@ -0,0 +1,16 @@ +import numpy as np + +__all__ = ["seed_corrcoef"] + + +def seed_corrcoef(seed, target): + """Compute seed-based correlation coefficient""" + + x = target - np.mean(target, -1)[..., np.newaxis] + y = seed - np.mean(seed) + xx = np.sum(x ** 2, -1) + yy = np.sum(y ** 2, -1) + xy = np.dot(x, y) + r = xy / np.sqrt(xx * yy) + + return r diff -Nru nitime-0.2.99/nitime/algorithms/event_related.py nitime-0.3.1/nitime/algorithms/event_related.py --- nitime-0.2.99/nitime/algorithms/event_related.py 2011-06-03 01:22:06.000000000 +0000 +++ nitime-0.3.1/nitime/algorithms/event_related.py 2011-08-17 21:05:14.000000000 +0000 @@ -43,16 +43,15 @@ Notes ----- - Implements equation 4 in[Burock2000]_: + Implements equation 4 in Burock(2000): .. math:: \hat{h} = (X^T X)^{-1} X^T y - .. [Burock2000] M.A. Burock and A.M.Dale (2000). Estimation and Detection - of Event-Related fMRI Signals with Temporally Correlated Noise: A - Statistically Efficient and Unbiased Approach. Human Brain Mapping, - 11:249-260 + M.A. Burock and A.M.Dale (2000). Estimation and Detection of Event-Related + fMRI Signals with Temporally Correlated Noise: A Statistically Efficient + and Unbiased Approach. Human Brain Mapping, 11:249-260 """ X = np.matrix(design) diff -Nru nitime-0.2.99/nitime/algorithms/__init__.py nitime-0.3.1/nitime/algorithms/__init__.py --- nitime-0.2.99/nitime/algorithms/__init__.py 2011-06-03 01:22:06.000000000 +0000 +++ nitime-0.3.1/nitime/algorithms/__init__.py 2011-08-17 21:05:14.000000000 +0000 @@ -52,9 +52,10 @@ """ -from .spectral import * -from .cohere import * -from .wavelet import * -from .event_related import * -from .autoregressive import * -from .filter import * +from nitime.algorithms.spectral import * +from nitime.algorithms.cohere import * +from nitime.algorithms.wavelet import * +from nitime.algorithms.event_related import * +from nitime.algorithms.autoregressive import * +from nitime.algorithms.filter import * +from nitime.algorithms.correlation import * diff -Nru nitime-0.2.99/nitime/algorithms/spectral.py nitime-0.3.1/nitime/algorithms/spectral.py --- nitime-0.2.99/nitime/algorithms/spectral.py 2011-06-03 01:22:06.000000000 +0000 +++ nitime-0.3.1/nitime/algorithms/spectral.py 2011-08-17 21:05:14.000000000 +0000 @@ -18,6 +18,14 @@ from scipy import interpolate import nitime.utils as utils +# To suppport older versions of numpy that don't have tril_indices: +from nitime.index_utils import tril_indices, triu_indices + + +# Set global variables for the default NFFT to be used in spectral analysis and +# the overlap: +default_nfft = 64 +default_n_overlap = int(np.ceil(default_nfft / 2.0)) def get_spectra(time_series, method=None): r""" @@ -94,7 +102,7 @@ this_method = method.get('this_method', 'welch') if this_method == 'welch': - NFFT = method.get('NFFT', 64) + NFFT = method.get('NFFT', default_nfft) Fs = method.get('Fs', 2 * np.pi) detrend = method.get('detrend', mlab.detrend_none) window = method.get('window', mlab.window_hanning) @@ -271,7 +279,7 @@ the PSD is equal to the mean squared amplitude (mean energy) of s (see Notes). - Paramters + Parameters --------- s : ndarray @@ -287,10 +295,10 @@ Indicates an N-point FFT where N != s.shape[-1] sides : str (optional) [ 'default' | 'onesided' | 'twosided' ] - This determines which sides of the spectrum to return. - For complex-valued inputs, the default is two-sided, for real-valued - inputs, default is one-sided Indicates whether to return a one-sided - or two-sided + This determines which sides of the spectrum to return. + For complex-valued inputs, the default is two-sided, for real-valued + inputs, default is one-sided Indicates whether to return a one-sided + or two-sided normalize : boolean (optional) Normalizes the PSD @@ -298,7 +306,7 @@ Returns ------- - (freqs, csd_est) : ndarrays + freqs, csd_est : ndarrays The estimatated CSD and the frequency points vector. The CSD{i,j}(f) are returned in a square "matrix" of vectors holding Sij(f). For an input array that is reshaped to (M,N), @@ -362,8 +370,8 @@ if normalize: csd_mat /= norm - upper_idc = np.triu_indices(M, k=1) - lower_idc = np.tril_indices(M, k=-1) + upper_idc = triu_indices(M, k=1) + lower_idc = tril_indices(M, k=-1) csd_mat[upper_idc] = csd_mat[lower_idc].conj() return freqs, csd_mat @@ -414,7 +422,7 @@ # In this case, we create the dpss windows of the smaller size # (interp_from) and then interpolate to the larger size (N) if interp_from is not None: - if interp_from>N: + if interp_from > N: e_s = 'In dpss_windows, interp_from is: %s ' % interp_from e_s += 'and N is: %s. ' % N e_s += 'Please enter interp_from smaller than N.' @@ -441,13 +449,14 @@ # that band, and the total energy. This leads to the eigen-system # (A - (l1)I)v = 0, where the eigenvector corresponding to the largest # eigenvalue is the sequence with maximally concentrated energy. The - # collection of eigenvectors of this system are called Slepian sequences, - # or discrete prolate spheroidal sequences (DPSS). Only the first K, - # K = 2NW/dt orders of DPSS will exhibit good spectral concentration + # collection of eigenvectors of this system are called Slepian + # sequences, or discrete prolate spheroidal sequences (DPSS). Only the + # first K, K = 2NW/dt orders of DPSS will exhibit good spectral + # concentration # [see http://en.wikipedia.org/wiki/Spectral_concentration_problem] - # Here I set up an alternative symmetric tri-diagonal eigenvalue problem - # such that + # Here I set up an alternative symmetric tri-diagonal eigenvalue + # problem such that # (B - (l2)I)v = 0, and v are our DPSS (but eigenvalues l2 != l1) # the main diagonal = ([N-1-2*t]/2)**2 cos(2PIW), t=[0,1,2,...,N-1] # and the first off-diagonal = t(N-t)/2, t=[1,2,...,N-1] @@ -460,7 +469,8 @@ ab[1] = diagonal ab[0, 1:] = off_diag[:-1] # only calculate the highest Kmax eigenvalues - w = linalg.eigvals_banded(ab, select='i', select_range=(N - Kmax, N - 1)) + w = linalg.eigvals_banded(ab, select='i', + select_range=(N - Kmax, N - 1)) w = w[::-1] # find the corresponding eigenvectors via inverse iteration @@ -534,7 +544,7 @@ if ty.shape != tx.shape: raise ValueError('shape mismatch between tx, ty') - pshape = list(tx.shape) + # pshape = list(tx.shape) if isinstance(weights, (list, tuple)): autospectrum = False @@ -578,6 +588,7 @@ return sf.real return sf + def multi_taper_psd(s, Fs=2 * np.pi, BW=None, adaptive=False, jackknife=True, low_bias=True, sides='default', NFFT=None): """Returns an estimate of the PSD function of s using the multitaper @@ -636,7 +647,7 @@ # de-mean this sucker s = utils.remove_bias(s, axis=-1) - #Get the number of tapers from the sampling rate and the bandwidth: + # Get the number of tapers from the sampling rate and the bandwidth: if BW is not None: NW = BW / (2 * Fs) * N else: @@ -829,8 +840,8 @@ tj = tapered_spectra[j] csdfs[i, j] = mtm_cross_spectrum(ti, tj, (wi, wj), sides=sides) - upper_idc = np.triu_indices(M, k=1) - lower_idc = np.tril_indices(M, k=-1) + upper_idc = triu_indices(M, k=1) + lower_idc = tril_indices(M, k=-1) csdfs[upper_idc] = csdfs[lower_idc].conj() if sides == 'onesided': @@ -840,6 +851,7 @@ return freqs, csdfs + def freq_response(b, a=1., n_freqs=1024, sides='onesided'): """ Returns the frequency response of the IIR or FIR filter described @@ -866,5 +878,5 @@ http://en.wikipedia.org/wiki/Z-transform """ # transitioning to scipy freqz - real_n = n_freqs/2 + 1 if sides=='onesided' else n_freqs + real_n = n_freqs / 2 + 1 if sides == 'onesided' else n_freqs return sig.freqz(b, a=a, worN=real_n, whole=sides != 'onesided') diff -Nru nitime-0.2.99/nitime/algorithms/tests/test_autoregressive.py nitime-0.3.1/nitime/algorithms/tests/test_autoregressive.py --- nitime-0.2.99/nitime/algorithms/tests/test_autoregressive.py 2011-06-03 01:22:06.000000000 +0000 +++ nitime-0.3.1/nitime/algorithms/tests/test_autoregressive.py 2011-08-17 21:05:14.000000000 +0000 @@ -8,34 +8,38 @@ # Set the random seed: np.random.seed(1) + def _random_poles(half_poles=3): - poles_rp = np.random.rand(half_poles*20) - poles_ip = np.random.rand(half_poles*20) + poles_rp = np.random.rand(half_poles * 20) + poles_ip = np.random.rand(half_poles * 20) - # get real/imag parts of some poles such that magnitudes bounded away from 1 - stable_pole_idx = np.where( poles_rp**2 + poles_ip**2 < .75**2 )[0] + # get real/imag parts of some poles such that magnitudes bounded + # away from 1 + stable_pole_idx = np.where(poles_rp ** 2 + poles_ip ** 2 < .75 ** 2)[0] # keep 3 of these, and supplement with complex conjugate stable_poles = poles_rp[stable_pole_idx[:half_poles]] + \ - 1j*poles_ip[stable_pole_idx[:half_poles]] + 1j * poles_ip[stable_pole_idx[:half_poles]] stable_poles = np.r_[stable_poles, stable_poles.conj()] # we have the roots, now find the polynomial ak = np.poly(stable_poles) return ak + def test_AR_est_consistency(): - order = 10 # some even number - ak = _random_poles(order/2) + order = 10 # some even number + ak = _random_poles(order / 2) x, v, _ = utils.ar_generator(N=512, coefs=-ak[1:], drop_transients=100) ak_yw, ssq_yw = tsa.AR_est_YW(x, order) ak_ld, ssq_ld = tsa.AR_est_LD(x, order) npt.assert_almost_equal(ak_yw, ak_ld) npt.assert_almost_equal(ssq_yw, ssq_ld) + def test_AR_YW(): - arsig,_,_ = utils.ar_generator(N=512) - avg_pwr = (arsig*arsig.conjugate()).mean() + arsig, _, _ = utils.ar_generator(N=512) + avg_pwr = (arsig * arsig.conjugate()).mean() order = 8 - ak,sigma_v = tsa.AR_est_YW(arsig, order) + ak, sigma_v = tsa.AR_est_YW(arsig, order) w, psd = tsa.AR_psd(ak, sigma_v) # the psd is a one-sided power spectral density, which has been # multiplied by 2 to preserve the property that @@ -43,14 +47,14 @@ # evaluate this integral numerically from 0 to pi dw = np.pi / len(psd) - avg_pwr_est = np.trapz(psd, dx=dw) / (2*np.pi) + avg_pwr_est = np.trapz(psd, dx=dw) / (2 * np.pi) # consistency on the order of 10**0 is pretty good for this test npt.assert_almost_equal(avg_pwr, avg_pwr_est, decimal=0) # Test for providing the autocovariance as an input: - ak,sigma_v = tsa.AR_est_YW(arsig, order, utils.autocov(arsig)) + ak, sigma_v = tsa.AR_est_YW(arsig, order, utils.autocov(arsig)) w, psd = tsa.AR_psd(ak, sigma_v) - avg_pwr_est = np.trapz(psd, dx=dw) / (2*np.pi) + avg_pwr_est = np.trapz(psd, dx=dw) / (2 * np.pi) npt.assert_almost_equal(avg_pwr, avg_pwr_est, decimal=0) @@ -61,8 +65,8 @@ expercted PSD """ - arsig,_,_ = utils.ar_generator(N=512) - avg_pwr = (arsig*arsig.conjugate()).real.mean() + arsig, _, _ = utils.ar_generator(N=512) + avg_pwr = (arsig * arsig.conjugate()).real.mean() order = 8 ak, sigma_v = tsa.AR_est_LD(arsig, order) w, psd = tsa.AR_psd(ak, sigma_v) @@ -72,14 +76,14 @@ # 1/2pi int_{-pi}^{pi} Sxx(w) dw = Rxx(0) # evaluate this integral numerically from 0 to pi - dw = np.pi/len(psd) - avg_pwr_est = np.trapz(psd, dx=dw) / (2*np.pi) + dw = np.pi / len(psd) + avg_pwr_est = np.trapz(psd, dx=dw) / (2 * np.pi) npt.assert_almost_equal(avg_pwr, avg_pwr_est, decimal=0) # Test for providing the autocovariance as an input: - ak,sigma_v = tsa.AR_est_LD(arsig, order, utils.autocov(arsig)) + ak, sigma_v = tsa.AR_est_LD(arsig, order, utils.autocov(arsig)) w, psd = tsa.AR_psd(ak, sigma_v) - avg_pwr_est = np.trapz(psd, dx=dw) / (2*np.pi) + avg_pwr_est = np.trapz(psd, dx=dw) / (2 * np.pi) npt.assert_almost_equal(avg_pwr, avg_pwr_est, decimal=0) @@ -91,25 +95,23 @@ This also tests the functions: transfer_function_xy, spectral_matrix_xy, coherence_from_spectral and granger_causality_xy - - """ - # This is the same processes as those in doc/examples/ar_est_2vars.py: - a1 = np.array([ [0.9, 0], - [0.16, 0.8] ]) + """ - a2 = np.array([ [-0.5, 0], - [-0.2, -0.5] ]) + # This is the same processes as those in doc/examples/ar_est_2vars.py: + a1 = np.array([[0.9, 0], + [0.16, 0.8]]) + a2 = np.array([[-0.5, 0], + [-0.2, -0.5]]) - am = np.array([ -a1, -a2 ]) + am = np.array([-a1, -a2]) x_var = 1 y_var = 0.7 xy_cov = 0.4 - cov = np.array([ [x_var, xy_cov], - [xy_cov, y_var] ]) - + cov = np.array([[x_var, xy_cov], + [xy_cov, y_var]]) n_freqs = 1024 w, Hw = tsa.transfer_function_xy(am, n_freqs=n_freqs) @@ -136,14 +138,14 @@ # This loop runs MAR_est_LWR: for i in xrange(N): - Rxx = (tsa.MAR_est_LWR(z[i],order=n_lags)) + Rxx = (tsa.MAR_est_LWR(z[i], order=n_lags)) a_est.append(Rxx[0]) cov_est.append(Rxx[1]) - a_est = np.mean(a_est,0) - cov_est = np.mean(cov_est,0) + a_est = np.mean(a_est, 0) + cov_est = np.mean(cov_est, 0) - # This tests transfer_function_xy and spectral_matrix_xy: + # This tests transfer_function_xy and spectral_matrix_xy: w, Hw_est = tsa.transfer_function_xy(a_est, n_freqs=n_freqs) Sw_est = tsa.spectral_matrix_xy(Hw_est, cov_est) @@ -158,23 +160,22 @@ n_freqs=n_freqs) w, f_x2y_est, f_y2x_est, f_xy_est, Sw_est = tsa.granger_causality_xy(a_est, - cov_est, - n_freqs=n_freqs) - + cov_est, + n_freqs=n_freqs) # interdependence_xy - i_xy = tsa.interdependence_xy(Sw) i_xy_est = tsa.interdependence_xy(Sw_est) - + # This is all very approximate: - npt.assert_almost_equal(Hw,Hw_est,decimal=1) - npt.assert_almost_equal(Sw,Sw_est,decimal=1) - npt.assert_almost_equal(c,c_est,1) - npt.assert_almost_equal(f_xy,f_xy_est,1) - npt.assert_almost_equal(f_x2y,f_x2y_est,1) - npt.assert_almost_equal(f_y2x,f_y2x_est,1) - npt.assert_almost_equal(i_xy,i_xy_est,1) + npt.assert_almost_equal(Hw, Hw_est, decimal=1) + npt.assert_almost_equal(Sw, Sw_est, decimal=1) + npt.assert_almost_equal(c, c_est, 1) + npt.assert_almost_equal(f_xy, f_xy_est, 1) + npt.assert_almost_equal(f_x2y, f_x2y_est, 1) + npt.assert_almost_equal(f_y2x, f_y2x_est, 1) + npt.assert_almost_equal(i_xy, i_xy_est, 1) + def test_lwr(): "test solution of lwr recursion" @@ -213,44 +214,3 @@ # compute |Ax-b| / |b| metric npt.assert_almost_equal(l2_d / l2_r, 0, decimal=5) - - -def test_lwr_alternate(): - "test solution of alternate formulation of the lwr recursion" - - for trial in xrange(3): - nc = np.random.randint(2, high=10) - P = np.random.randint(2, high=6) - # nc is channels, P is lags (order) - r = np.random.randn(P + 1, nc, nc) - r[0] = np.dot(r[0], r[0].T) # force r0 to be symmetric - - a, Va = tsa.lwr_alternate(r) - # Verify the "orthogonality" principle of the mAR system - # Set up a system in blocks to compute, for each k - # sum_{i=1}^{P} A(i)R(-k+i) = -R(-k) k > 0 - # = sum_{i=1}^{P} (R(-k+i)^T A^T(i))^T = -R(-k) = -R(k)^T - # = sum_{i=1}^{P} R(k-i)A.T(i) = -R(k) - rmat = np.zeros((nc * P, nc * P)) - for k in xrange(1, P + 1): - for i in xrange(1, P + 1): - im = k - i - if im < 0: - r1 = r[-im].T - else: - r1 = r[im] - rmat[(k - 1) * nc:k * nc, (i - 1) * nc:i * nc] = r1 - - rvec = np.zeros((nc * P, nc)) - avec = np.zeros((nc * P, nc)) - for m in xrange(P): - rvec[m * nc:(m + 1) * nc] = -r[m + 1] - avec[m * nc:(m + 1) * nc] = a[m].T - - l2_d = np.dot(rmat, avec) - rvec - l2_d = (l2_d ** 2).sum() ** 0.5 - l2_r = (rvec ** 2).sum() ** 0.5 - - # compute |Ax-b| / |b| metric - npt.assert_almost_equal(l2_d / l2_r, 0, decimal=5) - diff -Nru nitime-0.2.99/nitime/algorithms/tests/test_coherence.py nitime-0.3.1/nitime/algorithms/tests/test_coherence.py --- nitime-0.2.99/nitime/algorithms/tests/test_coherence.py 2011-06-03 01:22:06.000000000 +0000 +++ nitime-0.3.1/nitime/algorithms/tests/test_coherence.py 2011-08-17 21:05:14.000000000 +0000 @@ -6,32 +6,45 @@ """ import os +import warnings import numpy as np import numpy.testing as npt from scipy.signal import signaltools +import matplotlib import matplotlib.mlab as mlab import nitime import nitime.algorithms as tsa import nitime.utils as utils +# Matplotlib older than 0.99 will have some issues with the normalization of t +if float(matplotlib.__version__[:3]) < 0.99: + w_s = "You have a relatively old version of Matplotlib. " + w_s += " Estimation of the PSD DC component might not be as expected." + w_s += " Consider updating Matplotlib: http://matplotlib.sourceforge.net/" + warnings.warn(w_s, Warning) + old_mpl = True +else: + old_mpl = False + + #Define globally -test_dir_path = os.path.join(nitime.__path__[0],'tests') +test_dir_path = os.path.join(nitime.__path__[0], 'tests') # Define these once globally: -t = np.linspace(0,16*np.pi,1024) -x = np.sin(t) + np.sin(2*t) + np.sin(3*t) + np.random.rand(t.shape[-1]) +t = np.linspace(0, 16 * np.pi, 1024) +x = np.sin(t) + np.sin(2 * t) + np.sin(3 * t) + np.random.rand(t.shape[-1]) y = x + np.random.rand(t.shape[-1]) -tseries = np.vstack([x,y]) +tseries = np.vstack([x, y]) methods = (None, - {"this_method":'welch',"NFFT":256,"Fs":2*np.pi}, - {"this_method":'multi_taper_csd',"Fs":2*np.pi}, - {"this_method":'periodogram_csd',"Fs":2*np.pi,"NFFT":256}, - {"this_method":'welch',"NFFT":256,"Fs":2*np.pi, - "window":mlab.window_hanning(np.ones(256))}) + {"this_method": 'welch', "NFFT": 256, "Fs": 2 * np.pi}, + {"this_method": 'multi_taper_csd', "Fs": 2 * np.pi}, + {"this_method": 'periodogram_csd', "Fs": 2 * np.pi, "NFFT": 256}, + {"this_method": 'welch', "NFFT": 256, "Fs": 2 * np.pi, + "window": mlab.window_hanning(np.ones(256))}) def test_coherency(): @@ -40,17 +53,18 @@ csd routines, that the resulting matrix is symmetric and for the welch method, that the frequency bands in the output make sense """ - + for method in methods: - f,c= tsa.coherency(tseries,csd_method=method) + f, c = tsa.coherency(tseries, csd_method=method) - npt.assert_array_almost_equal(c[0,1],c[1,0].conjugate()) - npt.assert_array_almost_equal(c[0,0],np.ones(f.shape)) + npt.assert_array_almost_equal(c[0, 1], c[1, 0].conjugate()) + npt.assert_array_almost_equal(c[0, 0], np.ones(f.shape)) if method is not None and method['this_method'] != "multi_taper_csd": - f_theoretical = utils.get_freqs(method['Fs'],method['NFFT']) - npt.assert_array_almost_equal(f,f_theoretical) - npt.assert_array_almost_equal(f,f_theoretical) + f_theoretical = utils.get_freqs(method['Fs'], method['NFFT']) + npt.assert_array_almost_equal(f, f_theoretical) + npt.assert_array_almost_equal(f, f_theoretical) + def test_coherence(): """ @@ -71,8 +85,9 @@ """ for method in methods: - f,c = tsa.coherency_regularized(tseries,0.05,1000,csd_method=method) - npt.assert_array_almost_equal(c[0,1],c[1,0].conjugate()) + f, c = tsa.coherency_regularized(tseries, 0.05, 1000, + csd_method=method) + npt.assert_array_almost_equal(c[0, 1], c[1, 0].conjugate()) def test_coherence_regularized(): @@ -80,54 +95,60 @@ Tests that the regularized coherence algorithm runs smoothly, using the different csd routines and that the result is symmetrical: - + """ for method in methods: - f,c = tsa.coherence_regularized(tseries,0.05,1000,csd_method=method) - npt.assert_array_almost_equal(c[0,1],c[1,0]) + f, c = tsa.coherence_regularized(tseries, 0.05, 1000, + csd_method=method) + npt.assert_array_almost_equal(c[0, 1], c[1, 0]) # Define as global for the following functions: def test_coherency_bavg(): - ub = [np.pi/2,None] - lb = [0,0.2] + ub = [np.pi / 2, None] + lb = [0, 0.2] for method in methods: for this_lb in lb: for this_ub in ub: - c = tsa.coherency_bavg(tseries,lb=this_lb,ub=this_ub,csd_method=method) + c = tsa.coherency_bavg(tseries, lb=this_lb, ub=this_ub, + csd_method=method) #Test that this gets rid of the frequency axis: npt.assert_equal(len(c.shape), 2) # And that the result is equal - npt.assert_almost_equal(c[0,1],c[1,0].conjugate()) - + npt.assert_almost_equal(c[0, 1], c[1, 0].conjugate()) + def test_coherence_bavg(): - ub = [np.pi/2,None] - lb = [0,0.2] + ub = [np.pi / 2, None] + lb = [0, 0.2] for method in methods: for this_lb in lb: for this_ub in ub: - c = tsa.coherence_bavg(tseries,lb=this_lb,ub=this_ub,csd_method=method) + c = tsa.coherence_bavg(tseries, lb=this_lb, ub=this_ub, + csd_method=method) #Test that this gets rid of the frequency axis: npt.assert_equal(len(c.shape), 2) # And that the result is equal - npt.assert_almost_equal(c[0,1],c[1,0].conjugate()) + npt.assert_almost_equal(c[0, 1], c[1, 0].conjugate()) + # XXX FIXME: This doesn't work for the periodogram method: def test_coherence_partial(): """ Test partial coherence""" - x = np.sin(t) + np.sin(2*t) + np.sin(3*t) + np.random.rand(t.shape[-1]) + x = np.sin(t) + np.sin(2 * t) + np.sin(3 * t) + np.random.rand(t.shape[-1]) y = x + np.random.rand(t.shape[-1]) z = y + np.random.rand(t.shape[-1]) for method in methods: - if (method is None) or method['this_method']=='welch': - f,c = tsa.coherence_partial(np.vstack([x,y]),z,csd_method=method) - npt.assert_array_almost_equal(c[0,1],c[1,0].conjugate()) + if (method is None) or method['this_method'] == 'welch': + f, c = tsa.coherence_partial(np.vstack([x, y]), z, + csd_method=method) + npt.assert_array_almost_equal(c[0, 1], c[1, 0].conjugate()) + def test_coherence_phase_delay(): """ @@ -136,51 +157,54 @@ """ - #Set up two time-series with a known phase delay: + # Set up two time-series with a known phase delay: nz = np.random.rand(t.shape[-1]) - x = np.sin(t) + nz - y = np.sin(t+np.pi) + nz + x = np.sin(t) + nz + y = np.sin(t + np.pi) + nz - tseries = np.vstack([x,y]) + tseries = np.vstack([x, y]) for method in methods: - f1,pdelay = tsa.coherency_phase_spectrum(tseries,csd_method=method) - f2,tdelay = tsa.coherency_phase_delay(tseries,csd_method=method) - npt.assert_almost_equal(pdelay[0,1],-pdelay[1,0]) - npt.assert_almost_equal(tdelay[0,1],-tdelay[1,0]) - #This is the relationship between these two quantities: - npt.assert_almost_equal(tdelay[0,1],pdelay[0,1][1:]/(2*np.pi*f2)) + f1, pdelay = tsa.coherency_phase_spectrum(tseries, csd_method=method) + f2, tdelay = tsa.coherency_phase_delay(tseries, csd_method=method) + npt.assert_almost_equal(pdelay[0, 1], -pdelay[1, 0]) + npt.assert_almost_equal(tdelay[0, 1], -tdelay[1, 0]) + # This is the relationship between these two quantities: + npt.assert_almost_equal(tdelay[0, 1], + pdelay[0, 1][1:] / (2 * np.pi * f2)) + def test_coherency_cached(): """Tests that the cached coherency gives the same result as the standard coherency""" - f1,c1 = tsa.coherency(tseries) + f1, c1 = tsa.coherency(tseries) - ij = [(0,1),(1,0)] - f2,cache = tsa.cache_fft(tseries,ij) + ij = [(0, 1), (1, 0)] + f2, cache = tsa.cache_fft(tseries, ij) - c2 = tsa.cache_to_coherency(cache,ij) + c2 = tsa.cache_to_coherency(cache, ij) - npt.assert_array_almost_equal(c1[1,0],c2[1,0]) - npt.assert_array_almost_equal(c1[0,1],c2[0,1]) + npt.assert_array_almost_equal(c1[1, 0], c2[1, 0]) + npt.assert_array_almost_equal(c1[0, 1], c2[0, 1]) def test_correlation_spectrum(): """ - Test the correlation spectrum method - + Test the correlation spectrum method + """ # Smoke-test for now - unclear what to test here... - f,c= tsa.correlation_spectrum(x,y,norm=True) + f, c = tsa.correlation_spectrum(x, y, norm=True) + # XXX FIXME: http://github.com/nipy/nitime/issues/issue/1 -@npt.dec.skipif(True) +@npt.dec.skipif(True) def test_coherence_linear_dependence(): """ Tests that the coherence between two linearly dependent time-series behaves as expected. - + From William Wei's book, according to eq. 14.5.34, if two time-series are linearly related through: @@ -189,170 +213,176 @@ then the coherence between them should be equal to: .. :math: - + C(\nu) = \frac{1}{1+\frac{fft_{noise}(\nu)}{fft_{x}(\nu) \cdot \alpha^2}} - + """ - t = np.linspace(0,16*np.pi,2**14) - x = np.sin(t) + np.sin(2*t) + np.sin(3*t) + 0.1 *np.random.rand(t.shape[-1]) + t = np.linspace(0, 16 * np.pi, 2 ** 14) + x = np.sin(t) + np.sin(2 * t) + np.sin(3 * t) + \ + 0.1 * np.random.rand(t.shape[-1]) N = x.shape[-1] alpha = 10 m = 3 noise = 0.1 * np.random.randn(t.shape[-1]) - y = alpha*(np.roll(x,m)) + noise + y = alpha * np.roll(x, m) + noise - f_noise = np.fft.fft(noise)[0:N/2] - f_x = np.fft.fft(x)[0:N/2] + f_noise = np.fft.fft(noise)[0:N / 2] + f_x = np.fft.fft(x)[0:N / 2] - c_t = ( 1/( 1 + ( f_noise/( f_x*(alpha**2)) ) ) ) + c_t = (1 / (1 + (f_noise / (f_x * (alpha ** 2))))) - method = {"this_method":'welch', - "NFFT":2048, - "Fs":2*np.pi} + method = {"this_method": 'welch', + "NFFT": 2048, + "Fs": 2 * np.pi} - f,c = tsa.coherence(np.vstack([x,y]),csd_method=method) - c_t = np.abs(signaltools.resample(c_t,c.shape[-1])) + f, c = tsa.coherence(np.vstack([x, y]), csd_method=method) + c_t = np.abs(signaltools.resample(c_t, c.shape[-1])) + + npt.assert_array_almost_equal(c[0, 1], c_t, 2) - npt.assert_array_almost_equal(c[0,1],c_t,2) def test_coherence_matlab(): """ Test against coherence values calculated with matlab's mscohere""" - ts = np.loadtxt(os.path.join(test_dir_path,'tseries12.txt')) + ts = np.loadtxt(os.path.join(test_dir_path, 'tseries12.txt')) - ts0 = ts[1] - ts1 = ts[0] + ts0 = ts[1] + ts1 = ts[0] method = {} - method['this_method']='welch' - method['NFFT'] = 64; - method['Fs'] = 1.0; - method['noverlap'] = method['NFFT']/2 - - ttt = np.vstack([ts0,ts1]) - f,cxy_mlab = tsa.coherence(ttt,csd_method=method) - cxy_matlab = np.loadtxt(os.path.join(test_dir_path,'cxy_matlab.txt')) + method['this_method'] = 'welch' + method['NFFT'] = 64 + method['Fs'] = 1.0 + method['noverlap'] = method['NFFT'] / 2 + + ttt = np.vstack([ts0, ts1]) + f, cxy_mlab = tsa.coherence(ttt, csd_method=method) + cxy_matlab = np.loadtxt(os.path.join(test_dir_path, 'cxy_matlab.txt')) - npt.assert_almost_equal(cxy_mlab[0][1],cxy_matlab,decimal=5) + npt.assert_almost_equal(cxy_mlab[0][1], cxy_matlab, decimal=5) +@npt.dec.skipif(old_mpl) def test_cached_coherence(): """Testing the cached coherence functions """ - NFFT = 64 #This is the default behavior - n_freqs = NFFT//2 + 1 - ij = [(0,1),(1,0)] - ts = np.loadtxt(os.path.join(test_dir_path,'tseries12.txt')) - freqs,cache = tsa.cache_fft(ts,ij) - - #Are the frequencies the right ones? - npt.assert_equal(freqs,utils.get_freqs(2*np.pi,NFFT)) - - #Check that the fft of the first window is what we expect: + NFFT = 64 # This is the default behavior + n_freqs = NFFT // 2 + 1 + ij = [(0, 1), (1, 0)] + ts = np.loadtxt(os.path.join(test_dir_path, 'tseries12.txt')) + freqs, cache = tsa.cache_fft(ts, ij) + + # Are the frequencies the right ones? + npt.assert_equal(freqs, utils.get_freqs(2 * np.pi, NFFT)) + + # Check that the fft of the first window is what we expect: hann = mlab.window_hanning(np.ones(NFFT)) - w_ts = ts[0][:NFFT]*hann + w_ts = ts[0][:NFFT] * hann w_ft = np.fft.fft(w_ts)[0:n_freqs] - #This is the result of the function: + # This is the result of the function: first_window_fft = cache['FFT_slices'][0][0] - - npt.assert_equal(w_ft,first_window_fft) - - coh_cached = tsa.cache_to_coherency(cache,ij)[0,1] - f,c = tsa.coherency(ts) - coh_direct = c[0,1] - npt.assert_almost_equal(coh_direct,coh_cached) + npt.assert_equal(w_ft, first_window_fft) + + coh_cached = tsa.cache_to_coherency(cache, ij)[0, 1] + f, c = tsa.coherency(ts) + coh_direct = c[0, 1] + + npt.assert_almost_equal(coh_direct, coh_cached) # Only welch PSD works and an error is thrown otherwise. This tests that # the error is thrown: - npt.assert_raises(ValueError,tsa.cache_fft,ts,ij,method=methods[2]) - + npt.assert_raises(ValueError, tsa.cache_fft, ts, ij, method=methods[2]) + # Take the method in which the window is defined on input: - freqs,cache1 = tsa.cache_fft(ts,ij,method=methods[4]) + freqs, cache1 = tsa.cache_fft(ts, ij, method=methods[4]) # And compare it to the method in which it isn't: - freqs,cache2 = tsa.cache_fft(ts,ij,method=methods[1]) - npt.assert_equal(cache1,cache2) + freqs, cache2 = tsa.cache_fft(ts, ij, method=methods[1]) + npt.assert_equal(cache1, cache2) - # Do the same, while setting scale_by_freq to False: - freqs,cache1 = tsa.cache_fft(ts,ij,method=methods[4],scale_by_freq=False) - freqs,cache2 = tsa.cache_fft(ts,ij,method=methods[1],scale_by_freq=False) - npt.assert_equal(cache1,cache2) + # Do the same, while setting scale_by_freq to False: + freqs, cache1 = tsa.cache_fft(ts, ij, method=methods[4], + scale_by_freq=False) + freqs, cache2 = tsa.cache_fft(ts, ij, method=methods[1], + scale_by_freq=False) + npt.assert_equal(cache1, cache2) - # Test cache_to_psd: - psd1 = tsa.cache_to_psd(cache,ij)[0] + # Test cache_to_psd: + psd1 = tsa.cache_to_psd(cache, ij)[0] # Against the standard get_spectra: - f,c = tsa.get_spectra(ts) + f, c = tsa.get_spectra(ts) psd2 = c[0][0] - npt.assert_almost_equal(psd1,psd2) + npt.assert_almost_equal(psd1, psd2) # Test that prefer_speed_over_memory doesn't change anything: - freqs,cache1 = tsa.cache_fft(ts,ij) - freqs,cache2 = tsa.cache_fft(ts,ij,prefer_speed_over_memory=True) - psd1 = tsa.cache_to_psd(cache1,ij)[0] - psd2 = tsa.cache_to_psd(cache2,ij)[0] - npt.assert_almost_equal(psd1,psd2) + freqs, cache1 = tsa.cache_fft(ts, ij) + freqs, cache2 = tsa.cache_fft(ts, ij, prefer_speed_over_memory=True) + psd1 = tsa.cache_to_psd(cache1, ij)[0] + psd2 = tsa.cache_to_psd(cache2, ij)[0] + npt.assert_almost_equal(psd1, psd2) + # XXX This is not testing anything substantial for now - I am not sure what to -# test here... +# test here... def test_cache_to_phase(): """ Test phase calculations from cached windowed FFT """ - ij = [(0,1),(1,0)] - x = np.sin(t) + np.sin(2*t) + np.sin(3*t) + np.random.rand(t.shape[-1]) - y = np.sin(t) + np.sin(2*t) + np.sin(3*t) + np.random.rand(t.shape[-1]) - ts = np.vstack([x,y]) - freqs,cache = tsa.cache_fft(ts,ij) - ph=(tsa.cache_to_phase(cache,ij)) + ij = [(0, 1), (1, 0)] + x = np.sin(t) + np.sin(2 * t) + np.sin(3 * t) + np.random.rand(t.shape[-1]) + y = np.sin(t) + np.sin(2 * t) + np.sin(3 * t) + np.random.rand(t.shape[-1]) + ts = np.vstack([x, y]) + freqs, cache = tsa.cache_fft(ts, ij) + ph = tsa.cache_to_phase(cache, ij) + def test_cache_to_coherency(): """ Test cache_to_coherency against the standard coherency calculation - + """ - ij = [(0,1),(1,0)] - ts = np.loadtxt(os.path.join(test_dir_path,'tseries12.txt')) - freqs,cache = tsa.cache_fft(ts,ij) - Cxy = tsa.cache_to_coherency(cache,ij) - f,c = tsa.coherency(ts) - npt.assert_almost_equal(Cxy[0][1],c[0,1]) + ij = [(0, 1), (1, 0)] + ts = np.loadtxt(os.path.join(test_dir_path, 'tseries12.txt')) + freqs, cache = tsa.cache_fft(ts, ij) + Cxy = tsa.cache_to_coherency(cache, ij) + f, c = tsa.coherency(ts) + npt.assert_almost_equal(Cxy[0][1], c[0, 1]) # Check that it doesn't matter if you prefer_speed_over_memory: - freqs,cache2 = tsa.cache_fft(ts,ij,prefer_speed_over_memory=True) - Cxy2 = tsa.cache_to_coherency(cache2,ij) - - npt.assert_equal(Cxy2,Cxy) + freqs, cache2 = tsa.cache_fft(ts, ij, prefer_speed_over_memory=True) + Cxy2 = tsa.cache_to_coherency(cache2, ij) - # XXX Calculating the angle of the averaged psd and calculating the average of the - # angles calculated over different windows does not yield exactly the same - # number, because the angle is not a linear functions (arctan), so it is - # unclear how to test this, but we make sure that it runs, whether or not - # you prefer_speed_over_memory: - freqs,cache = tsa.cache_fft(ts,ij) - tsa.cache_to_relative_phase(cache,ij) + npt.assert_equal(Cxy2, Cxy) - freqs,cache = tsa.cache_fft(ts,ij,prefer_speed_over_memory=True) - tsa.cache_to_relative_phase(cache,ij) + # XXX Calculating the angle of the averaged psd and calculating the average + # of the angles calculated over different windows does not yield exactly + # the same number, because the angle is not a linear functions (arctan), + # so it is unclear how to test this, but we make sure that it runs, + # whether or not you prefer_speed_over_memory: + freqs, cache = tsa.cache_fft(ts, ij) + tsa.cache_to_relative_phase(cache, ij) + freqs, cache = tsa.cache_fft(ts, ij, prefer_speed_over_memory=True) + tsa.cache_to_relative_phase(cache, ij) # Check that things run alright, even if there is just one window for the # entire ts: - freqs,cache = tsa.cache_fft(ts,ij,method=dict(this_method='welch', + freqs, cache = tsa.cache_fft(ts, ij, method=dict(this_method='welch', NFFT=ts.shape[-1], n_overlap=0)) - cxy_one_window = tsa.cache_to_coherency(cache,ij) - ph_one_window = tsa.cache_to_relative_phase(cache,ij) - + cxy_one_window = tsa.cache_to_coherency(cache, ij) + ph_one_window = tsa.cache_to_relative_phase(cache, ij) + # And whether or not you prefer_speed_over_memory - freqs,cache = tsa.cache_fft(ts,ij,method=dict(this_method='welch', + freqs, cache = tsa.cache_fft(ts, ij, method=dict(this_method='welch', NFFT=ts.shape[-1], n_overlap=0), prefer_speed_over_memory=True) - cxy_one_window = tsa.cache_to_coherency(cache,ij) - ph_one_window = tsa.cache_to_relative_phase(cache,ij) + cxy_one_window = tsa.cache_to_coherency(cache, ij) + ph_one_window = tsa.cache_to_relative_phase(cache, ij) diff -Nru nitime-0.2.99/nitime/algorithms/tests/test_correlation.py nitime-0.3.1/nitime/algorithms/tests/test_correlation.py --- nitime-0.2.99/nitime/algorithms/tests/test_correlation.py 1970-01-01 00:00:00.000000000 +0000 +++ nitime-0.3.1/nitime/algorithms/tests/test_correlation.py 2011-08-17 21:05:14.000000000 +0000 @@ -0,0 +1,15 @@ +import numpy as np +import numpy.testing as npt + +import nitime.algorithms as tsa + + +def test_seed_correlation(): + + seed = np.random.rand(10) + targ = np.random.rand(10, 10) + + our_coef_array = tsa.seed_corrcoef(seed, targ) + np_coef_array = np.array(map(lambda a: np.corrcoef(seed, a)[0, 1], targ)) + + npt.assert_array_almost_equal(our_coef_array, np_coef_array) diff -Nru nitime-0.2.99/nitime/algorithms/tests/test_event_related.py nitime-0.3.1/nitime/algorithms/tests/test_event_related.py --- nitime-0.2.99/nitime/algorithms/tests/test_event_related.py 2011-06-03 01:22:06.000000000 +0000 +++ nitime-0.3.1/nitime/algorithms/tests/test_event_related.py 2011-08-17 21:05:14.000000000 +0000 @@ -5,26 +5,24 @@ def test_xcorr_zscored(): - """ Test this function, which is not otherwise tested in the testing of the - EventRelatedAnalyzer + EventRelatedAnalyzer """ - + cycles = 10 l = 1024 - unit = 2*np.pi/l - t = np.arange(0,2*np.pi+unit,unit) - signal = np.sin(cycles*t) + unit = 2 * np.pi / l + t = np.arange(0, 2 * np.pi + unit, unit) + signal = np.sin(cycles * t) events = np.zeros(t.shape) - #Zero crossings: - idx = np.where(np.abs(signal)<0.03)[0] + #Zero crossings: + idx = np.where(np.abs(signal) < 0.03)[0] #An event occurs at the beginning of every cycle: - events[idx[:-2:2]]=1 + events[idx[:-2:2]] = 1 - a = tsa.freq_domain_xcorr_zscored(signal,events,1000,1000) - npt.assert_almost_equal(np.mean(a),0,1) - npt.assert_almost_equal(np.std(a),1,1) - + a = tsa.freq_domain_xcorr_zscored(signal, events, 1000, 1000) + npt.assert_almost_equal(np.mean(a), 0, 1) + npt.assert_almost_equal(np.std(a), 1, 1) diff -Nru nitime-0.2.99/nitime/algorithms/tests/test_spectral.py nitime-0.3.1/nitime/algorithms/tests/test_spectral.py --- nitime-0.2.99/nitime/algorithms/tests/test_spectral.py 2011-06-03 01:22:06.000000000 +0000 +++ nitime-0.3.1/nitime/algorithms/tests/test_spectral.py 2011-08-17 21:05:14.000000000 +0000 @@ -1,7 +1,7 @@ """ Tests for the algorithms.spectral submodule -""" +""" import numpy as np import scipy @@ -9,7 +9,6 @@ import numpy.testing.decorators as dec import nose.tools as nt -import nitime import nitime.algorithms as tsa import nitime.utils as utils @@ -25,22 +24,21 @@ {"this_method": 'welch', "NFFT": 256, "Fs": 2 * np.pi}, {"this_method": 'welch', "NFFT": 1024, "Fs": 2 * np.pi}) - for method in methods: avg_pwr1 = [] avg_pwr2 = [] est_pwr1 = [] est_pwr2 = [] - arsig1, _, _ = utils.ar_generator(N=2 ** 16) # It needs to be that long for - # the answers to converge + arsig1, _, _ = utils.ar_generator(N=2 ** 16) # needs to be that long + # for the answers to converge arsig2, _, _ = utils.ar_generator(N=2 ** 16) - + avg_pwr1.append((arsig1 ** 2).mean()) avg_pwr2.append((arsig2 ** 2).mean()) - - tseries = np.vstack([arsig1,arsig2]) - - f, c = tsa.get_spectra(tseries,method=method) + + tseries = np.vstack([arsig1, arsig2]) + + f, c = tsa.get_spectra(tseries, method=method) # \sum_{\omega} psd d\omega: est_pwr1.append(np.sum(c[0, 0]) * (f[1] - f[0])) @@ -49,7 +47,8 @@ # Get it right within the order of magnitude: npt.assert_array_almost_equal(est_pwr1, avg_pwr1, decimal=-1) npt.assert_array_almost_equal(est_pwr2, avg_pwr2, decimal=-1) - + + def test_get_spectra_complex(): """ @@ -59,8 +58,7 @@ methods = (None, {"this_method": 'welch', "NFFT": 256, "Fs": 2 * np.pi}, - {"this_method": 'welch',"NFFT": 1024, "Fs": 2 * np.pi}) - + {"this_method": 'welch', "NFFT": 1024, "Fs": 2 * np.pi}) for method in methods: avg_pwr1 = [] @@ -69,20 +67,20 @@ est_pwr2 = [] # Make complex signals: - r, _, _ = utils.ar_generator(N=2 ** 16) # It needs to be that long for - # the answers to converge + r, _, _ = utils.ar_generator(N=2 ** 16) # It needs to be that long for + # the answers to converge c, _, _ = utils.ar_generator(N=2 ** 16) arsig1 = r + c * scipy.sqrt(-1) r, _, _ = utils.ar_generator(N=2 ** 16) c, _, _ = utils.ar_generator(N=2 ** 16) - + arsig2 = r + c * scipy.sqrt(-1) avg_pwr1.append((arsig1 * arsig1.conjugate()).mean()) avg_pwr2.append((arsig2 * arsig2.conjugate()).mean()) - + tseries = np.vstack([arsig1, arsig2]) - + f, c = tsa.get_spectra(tseries, method=method) # \sum_{\omega} psd d\omega: @@ -93,14 +91,16 @@ npt.assert_array_almost_equal(est_pwr1, avg_pwr1, decimal=-1) npt.assert_array_almost_equal(est_pwr2, avg_pwr2, decimal=-1) + def test_get_spectra_unknown_method(): """ Test that providing an unknown method to get_spectra rasies a ValueError - """ + """ tseries = np.array([[1, 2, 3], [4, 5, 6]]) npt.assert_raises(ValueError, - tsa.get_spectra, tseries,method=dict(this_method='foo')) + tsa.get_spectra, tseries, method=dict(this_method='foo')) + def test_periodogram(): """Test some of the inputs to periodogram """ @@ -114,15 +114,15 @@ npt.assert_equal(c1, c2) # Check that providing a complex signal does the right thing - # (i.e. two-sided spectrum): - N = 1024 + # (i.e. two-sided spectrum): + N = 1024 r, _, _ = utils.ar_generator(N=N) c, _, _ = utils.ar_generator(N=N) arsig = r + c * scipy.sqrt(-1) f, c = tsa.periodogram(arsig) - npt.assert_equal(f.shape[0], N) # Should be N, not the one-sided N/2 + 1 - + npt.assert_equal(f.shape[0], N) # Should be N, not the one-sided N/2 + 1 + def test_periodogram_csd(): """Test corner cases of periodogram_csd""" @@ -131,7 +131,7 @@ arsig2, _, _ = utils.ar_generator(N=1024) tseries = np.vstack([arsig1, arsig2]) - + Sk = np.fft.fft(tseries) f1, c1 = tsa.periodogram_csd(tseries) @@ -139,8 +139,8 @@ npt.assert_equal(c1, c2) # Check that providing a complex signal does the right thing - # (i.e. two-sided spectrum): - N = 1024 + # (i.e. two-sided spectrum): + N = 1024 r, _, _ = utils.ar_generator(N=N) c, _, _ = utils.ar_generator(N=N) arsig1 = r + c * scipy.sqrt(-1) @@ -152,32 +152,34 @@ tseries = np.vstack([arsig1, arsig2]) f, c = tsa.periodogram_csd(tseries) - npt.assert_equal(f.shape[0], N) # Should be N, not the one-sided N/2 + 1 + npt.assert_equal(f.shape[0], N) # Should be N, not the one-sided N/2 + 1 + def test_dpss_windows(): - """ Test a funky corner case of DPSS_windows """ + """ Test a funky corner case of DPSS_windows """ N = 1024 - NW = 0 # Setting NW to 0 triggers the weird corner case in which some of - # the symmetric tapers have a negative average + NW = 0 # Setting NW to 0 triggers the weird corner case in which some of + # the symmetric tapers have a negative average Kmax = 7 # But that's corrected by the algorithm: - d,w=tsa.dpss_windows(1024, 0, 7) + d, w = tsa.dpss_windows(1024, 0, 7) for this_d in d[0::2]: - npt.assert_equal(this_d.sum(axis=-1)< 0, False) + npt.assert_equal(this_d.sum(axis=-1) < 0, False) # XXX: make a test for # * the DPSS conventions # * DPSS orthonormality # * DPSS eigenvalues - + + def test_get_spectra_bi(): """ Test the bi-variate get_spectra function - """ + """ methods = (None, {"this_method": 'welch', "NFFT": 256, "Fs": 2 * np.pi}, @@ -207,12 +209,13 @@ np.mean(avg_xpwr), decimal=-1) + def test_mtm_lin_combo(): "Test the functionality of cross and autospectrum MTM combinations" - spec1 = np.random.randn(5, 100) + 1j*np.random.randn(5, 100) - spec2 = np.random.randn(5, 100) + 1j*np.random.randn(5, 100) + spec1 = np.random.randn(5, 100) + 1j * np.random.randn(5, 100) + spec2 = np.random.randn(5, 100) + 1j * np.random.randn(5, 100) # test on both broadcasted weights and per-point weights - for wshape in ( (2,5,1), (2,5,100) ): + for wshape in ((2, 5, 1), (2, 5, 100)): weights = np.random.randn(*wshape) sides = 'onesided' mtm_cross = tsa.mtm_cross_spectrum( @@ -226,7 +229,7 @@ mtm_cross = tsa.mtm_cross_spectrum( spec1, spec2, (weights[0], weights[1]), sides=sides ) - nt.assert_true (len(mtm_cross) == 100, + nt.assert_true(len(mtm_cross) == 100, 'Wrong length for fullband spectrum') sides = 'onesided' mtm_auto = tsa.mtm_cross_spectrum( @@ -243,13 +246,14 @@ nt.assert_true(len(mtm_auto) == 100, 'Wrong length for fullband spectrum') + def test_mtm_cross_spectrum(): """ - + Test the multi-taper cross-spectral estimation. Based on the example in doc/examples/multi_taper_coh.py - """ + """ NW = 4 K = 2 * NW - 1 @@ -261,7 +265,7 @@ est_psd = [] for k in xrange(n_reps): - data,nz,alpha = utils.ar_generator(N=N) + data, nz, alpha = utils.ar_generator(N=N) fgrid, hz = tsa.freq_response(1.0, a=np.r_[1, -alpha], n_freqs=n_freqs) # 'one-sided', so multiply by 2: psd = 2 * (hz * hz.conj()).real @@ -288,23 +292,24 @@ # Test raising of error in case the inputs don't make sense: npt.assert_raises(ValueError, tsa.mtm_cross_spectrum, - tspectra,np.r_[tspectra, tspectra], + tspectra, np.r_[tspectra, tspectra], (w, w)) + @dec.slow def test_multi_taper_psd_csd(): """ - Test the multi taper psd and csd estimation functions. Based on the example in - doc/examples/multi_taper_spectral_estimation.py - - """ + Test the multi taper psd and csd estimation functions. + Based on the example in + doc/examples/multi_taper_spectral_estimation.py + + """ N = 2 ** 10 n_reps = 10 - - psd= [] + psd = [] est_psd = [] est_csd = [] for jk in [True, False]: @@ -312,19 +317,20 @@ for adaptive in [True, False]: ar_seq, nz, alpha = utils.ar_generator(N=N, drop_transients=10) ar_seq -= ar_seq.mean() - fgrid, hz = tsa.freq_response(1.0, a=np.r_[1, -alpha], n_freqs=N) + fgrid, hz = tsa.freq_response(1.0, a=np.r_[1, -alpha], + n_freqs=N) psd.append(2 * (hz * hz.conj()).real) f, psd_mt, nu = tsa.multi_taper_psd(ar_seq, adaptive=adaptive, jackknife=jk) est_psd.append(psd_mt) - f, csd_mt= tsa.multi_taper_csd(np.vstack([ar_seq, ar_seq]), + f, csd_mt = tsa.multi_taper_csd(np.vstack([ar_seq, ar_seq]), adaptive=adaptive) # Symmetrical in this case, so take one element out: est_csd.append(csd_mt[0][1]) - fxx = np.mean(psd,0) - fxx_est1= np.mean(est_psd, 0) - fxx_est2= np.mean(est_csd, 0) + fxx = np.mean(psd, axis=0) + fxx_est1 = np.mean(est_psd, axis=0) + fxx_est2 = np.mean(est_csd, axis=0) # Tests the psd: psd_ratio1 = np.mean(fxx_est1 / fxx) @@ -333,12 +339,13 @@ psd_ratio2 = np.mean(fxx_est2 / fxx) npt.assert_array_almost_equal(psd_ratio2, 1, decimal=-1) + def test_gh57(): """ https://github.com/nipy/nitime/issues/57 """ data = np.random.randn(10, 1000) - for jk in [True,False]: - for adaptive in [True,False]: + for jk in [True, False]: + for adaptive in [True, False]: f, psd, sigma = tsa.multi_taper_psd(data, adaptive=adaptive, jackknife=jk) diff -Nru nitime-0.2.99/nitime/analysis/coherence.py nitime-0.3.1/nitime/analysis/coherence.py --- nitime-0.2.99/nitime/analysis/coherence.py 2011-06-03 01:22:06.000000000 +0000 +++ nitime-0.3.1/nitime/analysis/coherence.py 2011-08-17 21:05:14.000000000 +0000 @@ -1,11 +1,15 @@ +import warnings + import numpy as np import scipy.stats.distributions as dist -import nitime.timeseries as ts from nitime import descriptors as desc from nitime import utils as tsu from nitime import algorithms as tsa +# To suppport older versions of numpy that don't have tril_indices: +from nitime.index_utils import tril_indices, triu_indices + from .base import BaseAnalyzer @@ -33,6 +37,7 @@ Examples -------- + >>> import nitime.timeseries as ts >>> np.set_printoptions(precision=4) # for doctesting >>> t1 = ts.TimeSeries(data = np.arange(0,1024,1).reshape(2,512), ... sampling_rate=np.pi) @@ -57,8 +62,8 @@ """ BaseAnalyzer.__init__(self, input) - #Set the variables for spectral estimation (can also be entered by - #user): + # Set the variables for spectral estimation (can also be entered by + # user): if method is None: self.method = {'this_method': 'welch', 'Fs': self.input.sampling_rate} @@ -71,6 +76,22 @@ self._unwrap_phases = unwrap_phases + # The following only applies to the welch method: + if (self.method.get('this_method') == 'welch' or + self.method.get('this_method') is None): + + # If the input is shorter than NFFT, all the coherences will be + # 1 per definition. Throw a warning about that: + self.method['NFFT'] = self.method.get('NFFT', tsa.default_nfft) + self.method['n_overlap'] = self.method.get('n_overlap', + tsa.default_n_overlap) + if (self.input.shape[-1] < + (self.method['NFFT'] + self.method['n_overlap'])): + e_s = "In nitime.analysis, the provided input time-series is" + e_s += " shorter than the requested NFFT + n_overlap. All " + e_s += "coherence values will be set to 1." + warnings.warn(e_s, RuntimeWarning) + @desc.setattr_on_read def coherency(self): """The standard output for this kind of analyzer is the coherency """ @@ -88,7 +109,7 @@ self.spectrum[i][i], self.spectrum[j][j]) - idx = tsu.tril_indices(tseries_length, -1) + idx = tril_indices(tseries_length, -1) coherency[idx[0], idx[1], ...] = coherency[idx[1], idx[0], ...].conj() return coherency @@ -135,7 +156,7 @@ self.spectrum[i][i], self.spectrum[j][j]) - idx = tsu.tril_indices(tseries_length, -1) + idx = tril_indices(tseries_length, -1) coherence[idx[0], idx[1], ...] = coherence[idx[1], idx[0], ...].conj() return coherence @@ -206,7 +227,7 @@ self.spectrum[j][k], self.spectrum[k][k]) - idx = tsu.tril_indices(tseries_length, -1) + idx = tril_indices(tseries_length, -1) p_coherence[idx[0], idx[1], ...] =\ p_coherence[idx[1], idx[0], ...].conj() @@ -241,10 +262,13 @@ adaptive: bool, default to True Whether to set the weights for the tapered spectra according to the - adaptive algorithm [Thompson2007]_. + adaptive algorithm (Thompson, 2007). - .. [Thompson2007] Thompson, DJ Jackknifing multitaper spectrum - estimates. IEEE Signal Processing Magazing. 24: 20-30 + Notes + ----- + + Thompson, DJ (2007) Jackknifing multitaper spectrum estimates. IEEE + Signal Processing Magazing. 24: 20-30 """ @@ -278,7 +302,7 @@ @desc.setattr_on_read def df(self): - #The degrees of freedom: + # The degrees of freedom: return 2 * self.NW - 1 @desc.setattr_on_read @@ -299,7 +323,7 @@ self.eigs, sides='onesided')[0] - #Set the weights to be the square root of the eigen-values: + # Set the weights to be the square root of the eigen-values: else: wshape = [1] * len(self.spectra.shape) wshape[0] = channel_n @@ -333,7 +357,7 @@ coh_mat[i, j] = np.abs(sxy) ** 2 coh_mat[i, j] /= (sxx * syy) - idx = tsu.triu_indices(self.input.data.shape[0], 1) + idx = triu_indices(self.input.data.shape[0], 1) coh_mat[idx[0], idx[1], ...] = coh_mat[idx[1], idx[0], ...].conj() return coh_mat @@ -354,7 +378,7 @@ adaptive=self._adaptive ) - idx = tsu.triu_indices(self.input.data.shape[0], 1) + idx = triu_indices(self.input.data.shape[0], 1) coh_var[idx[0], idx[1], ...] = coh_var[idx[1], idx[0], ...].conj() coh_mat_xform = tsu.normalize_coherence(self.coherence, @@ -512,7 +536,7 @@ return freqs[lb_idx:ub_idx] -class SeedCoherenceAnalyzer(BaseAnalyzer): +class SeedCoherenceAnalyzer(object): """ This analyzer takes two time-series. The first is designated as a time-series of seeds. The other is designated as a time-series of targets. @@ -553,11 +577,15 @@ """ - BaseAnalyzer.__init__(self, seed_time_series) - self.seed = seed_time_series self.target = target_time_series + # Check that the seed and the target have the same sampling rate: + if self.seed.sampling_rate != self.target.sampling_rate: + e_s = "The sampling rate for the seed time-series and the target" + e_s += " time-series need to be identical." + raise ValueError(e_s) + #Set the variables for spectral estimation (can also be entered by #user): if method is None: @@ -592,7 +620,8 @@ """Get the central frequencies for the frequency bands, given the method of estimating the spectrum """ - self.method['Fs'] = self.method.get('Fs', self.input.sampling_rate) + # Get the sampling rate from the seed time-series: + self.method['Fs'] = self.method.get('Fs', self.seed.sampling_rate) NFFT = self.method.get('NFFT', 64) Fs = self.method.get('Fs') freqs = tsu.get_freqs(Fs, NFFT) diff -Nru nitime-0.2.99/nitime/analysis/correlation.py nitime-0.3.1/nitime/analysis/correlation.py --- nitime-0.2.99/nitime/analysis/correlation.py 2011-06-03 01:22:06.000000000 +0000 +++ nitime-0.3.1/nitime/analysis/correlation.py 2011-08-17 21:05:14.000000000 +0000 @@ -1,9 +1,11 @@ import numpy as np -import nitime.timeseries as ts from nitime import descriptors as desc -from nitime import utils as tsu from nitime import timeseries as ts +from nitime import algorithms as tsa + +# To suppport older versions of numpy that don't have tril_indices: +from nitime.index_utils import tril_indices from .base import BaseAnalyzer @@ -33,7 +35,7 @@ >>> c1.xcorr.sampling_rate 3.1415926536 Hz >>> c1.xcorr.t0 - -15.915494309150001 s + -15.91549430915 s """ @@ -70,7 +72,7 @@ data[j], mode='full') - idx = tsu.tril_indices(tseries_length, -1) + idx = tril_indices(tseries_length, -1) xcorr[idx[0], idx[1], ...] = xcorr[idx[1], idx[0], ...] return ts.TimeSeries(xcorr, @@ -106,9 +108,52 @@ xcorr[i, j] /= (xcorr[i, j, t_points]) xcorr[i, j] *= self.corrcoef[i, j] - idx = tsu.tril_indices(tseries_length, -1) + idx = tril_indices(tseries_length, -1) xcorr[idx[0], idx[1], ...] = xcorr[idx[1], idx[0], ...] return ts.TimeSeries(xcorr, sampling_interval=self.input.sampling_interval, t0=-self.input.sampling_interval * t_points) + + +class SeedCorrelationAnalyzer(object): + """ + This analyzer takes two time-series. The first is designated as a + time-series of seeds. The other is designated as a time-series of targets. + The analyzer performs a correlation analysis between each of the channels + in the seed time-series and *all* of the channels in the target + time-series. + + """ + def __init__(self, seed_time_series=None, target_time_series=None): + """ + Parameters + ---------- + + seed_time_series: a time-series object + + target_time_series: a time-series object + + """ + self.seed = seed_time_series + self.target = target_time_series + + @desc.setattr_on_read + def corrcoef(self): + + #If there is more than one channel in the seed time-series: + if len(self.seed.shape) > 1: + + # Preallocate results + Cxy = np.empty((self.seed.data.shape[0], + self.target.data.shape[0]), dtype=np.float) + + for seed_idx, this_seed in enumerate(self.seed.data): + + Cxy[seed_idx] = tsa.seed_corrcoef(this_seed, self.target.data) + + #In the case where there is only one channel in the seed time-series: + else: + Cxy = tsa.seed_corrcoef(self.seed.data, self.target.data) + + return Cxy.squeeze() diff -Nru nitime-0.2.99/nitime/analysis/granger.py nitime-0.3.1/nitime/analysis/granger.py --- nitime-0.2.99/nitime/analysis/granger.py 1970-01-01 00:00:00.000000000 +0000 +++ nitime-0.3.1/nitime/analysis/granger.py 2011-08-17 21:05:14.000000000 +0000 @@ -0,0 +1,216 @@ +""" + +Analyzers for the calculation of Granger 'causality' + +""" + +import numpy as np +import nitime.algorithms as alg +import nitime.utils as utils +from nitime import descriptors as desc + +from .base import BaseAnalyzer + +# To suppport older versions of numpy that don't have tril_indices: +from nitime.index_utils import tril_indices_from + +def fit_model(x1, x2, order=None, max_order=10, + criterion=utils.bayesian_information_criterion): + """ + Fit the auto-regressive model used in calculation of Granger 'causality'. + + Parameters + ---------- + + x1,x2: float arrays (n) + x1,x2 bivariate combination. + order: int (optional) + If known, the order of the autoregressive process + max_order: int (optional) + If the order is not known, this will be the maximal order to fit. + criterion: callable + A function which defines an information criterion, used to determine the + order of the model. + + """ + c_old = np.inf + n_process = 2 + Ntotal = n_process * x1.shape[-1] + + # If model order was provided as an input: + if order is not None: + lag = order + 1 + Rxx = utils.autocov_vector(np.vstack([x1, x2]), nlags=lag) + coef, ecov = alg.lwr_recursion(np.array(Rxx).transpose(2, 0, 1)) + + # If the model order is not known and provided as input: + else: + for lag in xrange(1, max_order): + Rxx_new = utils.autocov_vector(np.vstack([x1, x2]), nlags=lag) + coef_new, ecov_new = alg.lwr_recursion( + np.array(Rxx_new).transpose(2, 0, 1)) + order_new = coef_new.shape[0] + c_new = criterion(ecov_new, n_process, order_new, Ntotal) + if c_new > c_old: + # Keep the values you got in the last round and break out: + break + + else: + # Replace the output values with the new calculated values and + # move on to the next order: + c_old = c_new + order = order_new + Rxx = Rxx_new + coef = coef_new + ecov = ecov_new + else: + e_s = ("Model estimation order did not converge at max_order = %s" + % max_order) + raise ValueError(e_s) + + return order, Rxx, coef, ecov + + +class GrangerAnalyzer(BaseAnalyzer): + """Analyzer for computing all-to-all Granger 'causality' """ + def __init__(self, input=None, ij=None, order=None, max_order=10, + criterion=utils.bayesian_information_criterion, n_freqs=1024): + """ + Initializer for the GrangerAnalyzer. + + Parameters + ---------- + + input: nitime TimeSeries object + ij: List of tuples of the form: [(0, 1), (0, 2)], etc. + These are the indices of pairs of time-series for which the + analysis will be done. Defaults to all vs. all. + order: int (optional) + The order of the process. If this is not known, it will be + estimated from the data, using the information criterion + max_order: if the order is estimated, this is the maximal order to + estimate for. + n_freqs: int (optional) + The size of the sampling grid in the frequency domain. + Defaults to 1024 + criterion: + XXX + """ + self.data = input.data + self.sampling_rate = input.sampling_rate + self._n_process = input.shape[0] + self._n_freqs = n_freqs + self._order = order + self._criterion = criterion + self._max_order = max_order + if ij is None: + # The following gets the full list of combinations of + # non-same i's and j's: + x, y = np.meshgrid(np.arange(self._n_process), + np.arange(self._n_process)) + self.ij = zip(x[tril_indices_from(x, -1)], + y[tril_indices_from(y, -1)]) + else: + self.ij = ij + + @desc.setattr_on_read + def _model(self): + model = dict(order={}, autocov={}, model_coef={}, error_cov={}) + for i, j in self.ij: + model[i, j] = dict() + order_t, Rxx_t, coef_t, ecov_t = fit_model(self.data[i], + self.data[j], + order=self._order, + max_order=self._max_order, + criterion=self._criterion) + model['order'][i, j] = order_t + model['autocov'][i, j] = Rxx_t + model['model_coef'][i, j] = coef_t + model['error_cov'][i, j] = ecov_t + + return model + + @desc.setattr_on_read + def order(self): + if self._order is None: + return self._model['order'] + else: + order = {} + for i, j in self.ij: + order[i, j] = self._order + return order + + @desc.setattr_on_read + def autocov(self): + return self._model['autocov'] + + @desc.setattr_on_read + def model_coef(self): + return self._model['model_coef'] + + @desc.setattr_on_read + def error_cov(self): + return self._model['error_cov'] + + @desc.setattr_on_read + def _granger_causality(self): + """ + This returns a dict with the values computed by + :func:`granger_causality_xy`, rather than arrays, so that we can delay + the allocation of arrays as much as possible. + + """ + gc = dict(frequencies={}, gc_xy={}, gc_yx={}, gc_sim={}, + spectral_density={}) + for i, j in self.ij: + w, f_x2y, f_y2x, f_xy, Sw = \ + alg.granger_causality_xy(self.model_coef[i, j], + self.error_cov[i, j], + n_freqs=self._n_freqs) + + # All other measures are dependent on i, j: + gc['gc_xy'][i, j] = f_x2y + gc['gc_yx'][i, j] = f_y2x + gc['gc_sim'][i, j] = f_xy + gc['spectral_density'][i, j] = Sw + + return gc + + @desc.setattr_on_read + def frequencies(self): + return utils.get_freqs(self.sampling_rate, self._n_freqs) + + def _dict2arr(self, key): + """ + A helper function that will generate an array with all nan's and insert + the measure defined by 'key' into the array and return it to the + calling function. This allows us to get matrices of the measures of + interest, instead of a dict. + """ + # Prepare the matrix for the output: + arr = np.empty((self._n_process, + self._n_process, + self.frequencies.shape[0])) + + arr.fill(np.nan) + + # 'Translate' from dict form into matrix form: + for i, j in self.ij: + arr[j, i, :] = self._granger_causality[key][i, j] + return arr + + @desc.setattr_on_read + def causality_xy(self): + return self._dict2arr('gc_xy') + + @desc.setattr_on_read + def causality_yx(self): + return self._dict2arr('gc_yx') + + @desc.setattr_on_read + def simultaneous_causality(self): + return self._dict2arr('gc_sim') + + @desc.setattr_on_read + def spectral_matrix(self): + return self._granger_causality['spectral_density'] diff -Nru nitime-0.2.99/nitime/analysis/__init__.py nitime-0.3.1/nitime/analysis/__init__.py --- nitime-0.2.99/nitime/analysis/__init__.py 2011-06-03 01:22:06.000000000 +0000 +++ nitime-0.3.1/nitime/analysis/__init__.py 2011-08-17 21:05:14.000000000 +0000 @@ -24,9 +24,10 @@ """ -from .coherence import * -from .correlation import * -from .event_related import * -from .normalization import * -from .snr import * -from .spectral import * +from nitime.analysis.coherence import * +from nitime.analysis.correlation import * +from nitime.analysis.event_related import * +from nitime.analysis.normalization import * +from nitime.analysis.snr import * +from nitime.analysis.spectral import * +from nitime.analysis.granger import * diff -Nru nitime-0.2.99/nitime/analysis/snr.py nitime-0.3.1/nitime/analysis/snr.py --- nitime-0.2.99/nitime/analysis/snr.py 2011-06-03 01:22:06.000000000 +0000 +++ nitime-0.3.1/nitime/analysis/snr.py 2011-08-17 21:05:14.000000000 +0000 @@ -5,6 +5,9 @@ from nitime import algorithms as tsa from nitime import timeseries as ts +from nitime.index_utils import tril_indices_from + + from .base import BaseAnalyzer @@ -36,14 +39,14 @@ class SNRAnalyzer(BaseAnalyzer): """ Calculate SNR for a response to repetitions of the same stimulus, according - to [Borst1999]_ (Figure 2) and [Hsu2004]_. + to (Borst, 1999) (Figure 2) and (Hsu, 2004). - .. [Hsu2004] Hsu A, Borst A and Theunissen, FE (2004) Quantifying - variability in neural responses ans its application for the validation of - model predictions. Network: Comput Neural Syst 15:91-109 + Hsu A, Borst A and Theunissen, FE (2004) Quantifying variability in neural + responses ans its application for the validation of model + predictions. Network: Comput Neural Syst 15:91-109 - .. [Borst1999] Borst A and Theunissen FE (1999) Information theory and - neural coding. Nat Neurosci 2:947-957 + Borst A and Theunissen FE (1999) Information theory and neural coding. Nat + Neurosci 2:947-957 """ def __init__(self, input=None, bandwidth=None, adaptive=False, low_bias=False): @@ -64,15 +67,18 @@ adaptive: bool, default to False Whether to set the weights for the tapered spectra according to the - adaptive algorithm [Thompson2007]_. + adaptive algorithm (Thompson, 2007). low_bias : bool, default to False Rather than use 2NW tapers, only use the tapers that have better than 90% spectral concentration within the bandwidth (still using a maximum of 2NW tapers) - .. [Thompson2007] Thompson, DJ Jackknifing multitaper spectrum - estimates. IEEE Signal Processing Magazing. 24: 20-30 + Notes + ----- + + Thompson, DJ (2007) Jackknifing multitaper spectrum estimates. IEEE + Signal Processing Magazing. 24: 20-30 """ self.input = input @@ -137,6 +143,6 @@ """ c = np.corrcoef(self.input.data) - c = c[np.tril_indices_from(c, -1)] + c = c[tril_indices_from(c, -1)] return np.mean(c), stats.sem(c) diff -Nru nitime-0.2.99/nitime/analysis/spectral.py nitime-0.3.1/nitime/analysis/spectral.py --- nitime-0.2.99/nitime/analysis/spectral.py 2011-06-03 01:22:06.000000000 +0000 +++ nitime-0.3.1/nitime/analysis/spectral.py 2011-08-17 21:05:14.000000000 +0000 @@ -13,7 +13,8 @@ class SpectralAnalyzer(BaseAnalyzer): """ Analyzer object for spectral analysis""" - def __init__(self, input=None, method=None, BW=None, adaptive=False, low_bias=False): + def __init__(self, input=None, method=None, BW=None, adaptive=False, + low_bias=False): """ The initialization of the @@ -72,7 +73,6 @@ self.adaptive = adaptive self.low_bias = low_bias - @desc.setattr_on_read def psd(self): """ @@ -205,10 +205,10 @@ low_bias=self.low_bias) else: f, spectrum_multi_taper, _ = tsa.multi_taper_psd(self.input.data, - Fs=self.input.sampling_rate, - BW=self.BW, - adaptive=self.adaptive, - low_bias=self.low_bias) + Fs=self.input.sampling_rate, + BW=self.BW, + adaptive=self.adaptive, + low_bias=self.low_bias) return f, spectrum_multi_taper @@ -296,11 +296,9 @@ if in_ts is not None: data = in_ts.data Fs = in_ts.sampling_rate - tu = in_ts.time_unit else: data = self.data Fs = self.sampling_rate - tu = self.time_unit #filtfilt only operates channel-by-channel, so we need to loop over the #channels, if the data is multi-channel data: @@ -391,11 +389,23 @@ lb_frac = self.lb / (self.sampling_rate / 2.) - wp = [lb_frac, ub_frac] + # For the band-pass: + if lb_frac > 0 and ub_frac < 1: + + wp = [lb_frac, ub_frac] + + ws = [np.max([lb_frac - 0.1, 0]), + np.min([ub_frac + 0.1, 1.0])] - #Make sure to not exceed the interval 0-1: - ws = [np.max([lb_frac - 0.1, 0]), - np.min([ub_frac + 0.1, 1.0])] + # For the lowpass: + elif lb_frac == 0: + wp = ub_frac + ws = np.min([ub_frac + 0.1, 0.9]) + + # For the highpass: + elif ub_frac == 1: + wp = lb_frac + ws = np.max([lb_frac - 0.1, 0.1]) b, a = signal.iirdesign(wp, ws, self._gpass, self._gstop, ftype=self._ftype) @@ -597,7 +607,7 @@ sampling_rate=sampling_rate, ns=5, normed='area') - nd = (w.shape[0] - 1) / 2 + # nd = (w.shape[0] - 1) / 2 a_signal.data[...] = (np.convolve(data, np.real(w), mode='same') + 1j * np.convolve(data, np.imag(w), mode='same')) else: @@ -605,7 +615,7 @@ w = self.wavelet(f, sd, sampling_rate=sampling_rate, ns=5, normed='area') - nd = (w.shape[0] - 1) / 2 + # nd = (w.shape[0] - 1) / 2 a_signal.data[i, ...] = ( np.convolve(data, np.real(w), mode='same') + 1j * np.convolve(data, np.imag(w), mode='same')) diff -Nru nitime-0.2.99/nitime/analysis/tests/test_base.py nitime-0.3.1/nitime/analysis/tests/test_base.py --- nitime-0.2.99/nitime/analysis/tests/test_base.py 2011-06-03 01:22:06.000000000 +0000 +++ nitime-0.3.1/nitime/analysis/tests/test_base.py 2011-08-17 21:05:14.000000000 +0000 @@ -2,18 +2,20 @@ from nitime.analysis.base import BaseAnalyzer import numpy.testing as npt + def test_base(): + """Testing BaseAnalyzer""" empty_dict = {} input1 = '123' A = BaseAnalyzer(input=input1) - npt.assert_equal(A.input,input1) - npt.assert_equal(A.parameters,empty_dict) + npt.assert_equal(A.input, input1) + npt.assert_equal(A.parameters, empty_dict) input2 = '456' A.set_input(input2) - npt.assert_equal(A.input,input2) + npt.assert_equal(A.input, input2) - npt.assert_equal(A.__repr__(),'BaseAnalyzer()') + npt.assert_equal(A.__repr__(), 'BaseAnalyzer()') diff -Nru nitime-0.2.99/nitime/analysis/tests/test_coherence.py nitime-0.3.1/nitime/analysis/tests/test_coherence.py --- nitime-0.2.99/nitime/analysis/tests/test_coherence.py 2011-06-03 01:22:06.000000000 +0000 +++ nitime-0.3.1/nitime/analysis/tests/test_coherence.py 2011-08-17 21:05:14.000000000 +0000 @@ -1,10 +1,31 @@ +import warnings + import numpy as np import numpy.testing as npt +import matplotlib import matplotlib.mlab as mlab import nitime.timeseries as ts import nitime.analysis as nta +import platform + +# Some tests might require python version 2.5 or above: +if float(platform.python_version()[:3]) < 2.5: + old_python = True +else: + old_python = False + +# Matplotlib older than 0.99 will have some issues with the normalization of t + +if float(matplotlib.__version__[:3]) < 0.99: + w_s = "You have a relatively old version of Matplotlib. " + w_s += " Estimation of the PSD DC component might not be as expected" + w_s += " Consider updating Matplotlib: http://matplotlib.sourceforge.net/" + warnings.warn(w_s, Warning) + old_mpl = True +else: + old_mpl = False def test_CoherenceAnalyzer(): methods = (None, @@ -26,11 +47,11 @@ if method is None: # This is the default behavior (grab the NFFT from the number # of frequencies): - npt.assert_equal(C.coherence.shape,(n_series, n_series, - C.frequencies.shape[0])) - - elif (method['this_method']=='welch' or - method['this_method']=='periodogram_csd'): + npt.assert_equal(C.coherence.shape, (n_series, n_series, + C.frequencies.shape[0])) + + elif (method['this_method'] == 'welch' or + method['this_method'] == 'periodogram_csd'): npt.assert_equal(C.coherence.shape, (n_series, n_series, method['NFFT'] // 2 + 1)) else: @@ -46,14 +67,16 @@ # The very first one is a nan, test from second and onwards: npt.assert_almost_equal(C.delay[0, 1][1:], -1 * C.delay[1, 0][1:]) - if method is not None and method['this_method']=='welch': - S = nta.SpectralAnalyzer(T , method) + if method is not None and method['this_method'] == 'welch': + S = nta.SpectralAnalyzer(T, method) npt.assert_almost_equal(S.cpsd[0], C.frequencies) npt.assert_almost_equal(S.cpsd[1], C.spectrum) # Test that partial coherence runs through and has the right number # of dimensions: npt.assert_equal(len(C.coherence_partial.shape), 4) + +@npt.dec.skipif(old_mpl) def test_SparseCoherenceAnalyzer(): Fs = np.pi t = np.arange(256) @@ -86,7 +109,7 @@ # Make sure that you would get an error if you provided a method other than # 'welch': npt.assert_raises(ValueError, nta.SparseCoherenceAnalyzer, T, - method=dict(this_method='foo')) + method=dict(this_method='foo')) def test_MTCoherenceAnalyzer(): @@ -107,6 +130,30 @@ NFFT)) +@npt.dec.skipif(old_python) +def test_warn_short_tseries(): + """ + + A warning is provided when the time-series is shorter than + the NFFT + n_overlap. + + The implementation of this test is based on this: + http://docs.python.org/library/warnings.html#testing-warnings + + """ + + with warnings.catch_warnings(record=True) as w: + # Cause all warnings to always be triggered. + warnings.simplefilter("always") + # Trigger a warning. + # The following should throw a warning, because 70 is smaller than the + # default NFFT=64 + n_overlap=32: + nta.CoherenceAnalyzer(ts.TimeSeries(np.random.rand(2, 70), + sampling_rate=1)) + # Verify some things + npt.assert_equal(len(w), 1) + + def test_SeedCoherenceAnalyzer(): """ Test the SeedCoherenceAnalyzer """ methods = (None, @@ -124,7 +171,7 @@ T_seed2 = ts.TimeSeries(np.vstack([seed1, seed2]), sampling_rate=Fs) T_target = ts.TimeSeries(np.vstack([seed1, target]), sampling_rate=Fs) for this_method in methods: - if this_method is None or this_method['this_method']=='welch': + if this_method is None or this_method['this_method'] == 'welch': C1 = nta.CoherenceAnalyzer(T, method=this_method) C2 = nta.SeedCoherenceAnalyzer(T_seed1, T_target, method=this_method) @@ -137,5 +184,25 @@ npt.assert_almost_equal(C1.delay[0, 1], C2.delay[1]) else: - npt.assert_raises(ValueError,nta.SeedCoherenceAnalyzer, T_seed1, + npt.assert_raises(ValueError, nta.SeedCoherenceAnalyzer, T_seed1, T_target, this_method) + + +def test_SeedCoherenceAnalyzer_same_Fs(): + """ + + Providing two time-series with different sampling rates throws an error + + """ + + Fs1 = np.pi + Fs2 = 2 * np.pi + t = np.arange(256) + + T1 = ts.TimeSeries(np.random.rand(t.shape[-1]), + sampling_rate=Fs1) + + T2 = ts.TimeSeries(np.random.rand(t.shape[-1]), + sampling_rate=Fs2) + + npt.assert_raises(ValueError, nta.SeedCoherenceAnalyzer, T1, T2) diff -Nru nitime-0.2.99/nitime/analysis/tests/test_correlation.py nitime-0.3.1/nitime/analysis/tests/test_correlation.py --- nitime-0.2.99/nitime/analysis/tests/test_correlation.py 1970-01-01 00:00:00.000000000 +0000 +++ nitime-0.3.1/nitime/analysis/tests/test_correlation.py 2011-08-17 21:05:14.000000000 +0000 @@ -0,0 +1,28 @@ +import numpy as np +import numpy.testing as npt + +import nitime.timeseries as ts +import nitime.analysis as nta + + +def test_SeedCorrelationAnalyzer(): + + targ = ts.TimeSeries(np.random.rand(10, 10), sampling_interval=1) + + # Test single source case + seed = ts.TimeSeries(np.random.rand(10), sampling_interval=1) + corr = nta.SeedCorrelationAnalyzer(seed, targ) + our_coef_array = corr.corrcoef + np_coef_array = np.array( + map(lambda a: np.corrcoef(seed.data, a)[0, 1], targ.data)) + + npt.assert_array_almost_equal(our_coef_array, np_coef_array) + + # Test multiple sources + seed = ts.TimeSeries(np.random.rand(2, 10), sampling_interval=1) + corr = nta.SeedCorrelationAnalyzer(seed, targ) + our_coef_array = corr.corrcoef + for source in [0, 1]: + np_coef_array = np.array( + map(lambda a: np.corrcoef(seed.data[source], a)[0, 1], targ.data)) + npt.assert_array_almost_equal(our_coef_array[source], np_coef_array) diff -Nru nitime-0.2.99/nitime/analysis/tests/test_granger.py nitime-0.3.1/nitime/analysis/tests/test_granger.py --- nitime-0.2.99/nitime/analysis/tests/test_granger.py 1970-01-01 00:00:00.000000000 +0000 +++ nitime-0.3.1/nitime/analysis/tests/test_granger.py 2011-08-17 21:05:14.000000000 +0000 @@ -0,0 +1,113 @@ +""" +Testing the analysis.granger submodule + +""" + + +import numpy as np +import numpy.testing as npt + +import nitime.analysis.granger as gc +import nitime.utils as utils +import nitime.timeseries as ts + + +def test_model_fit(): + """ + Testing of model fitting procedure of the nitime.analysis.granger module. + """ + # Start by generating some MAR processes (according to Ding and Bressler), + a1 = np.array([[0.9, 0], + [0.16, 0.8]]) + + a2 = np.array([[-0.5, 0], + [-0.2, -0.5]]) + + am = np.array([-a1, -a2]) + + x_var = 1 + y_var = 0.7 + xy_cov = 0.4 + cov = np.array([[x_var, xy_cov], + [xy_cov, y_var]]) + + #Number of realizations of the process + N = 500 + #Length of each realization: + L = 1024 + + order = am.shape[0] + n_lags = order + 1 + + n_process = am.shape[-1] + + z = np.empty((N, n_process, L)) + nz = np.empty((N, n_process, L)) + + for i in xrange(N): + z[i], nz[i] = utils.generate_mar(am, cov, L) + + # First we test that the model fitting procedure recovers the coefficients, + # on average: + Rxx = np.empty((N, n_process, n_process, n_lags)) + coef = np.empty((N, n_process, n_process, order)) + ecov = np.empty((N, n_process, n_process)) + + for i in xrange(N): + this_order, this_Rxx, this_coef, this_ecov = gc.fit_model(z[i][0], + z[i][1], + order=2) + Rxx[i] = this_Rxx + coef[i] = this_coef + ecov[i] = this_ecov + + npt.assert_almost_equal(cov, np.mean(ecov, axis=0), decimal=1) + npt.assert_almost_equal(am, np.mean(coef, axis=0), decimal=1) + + # Next we test that the automatic model order estimation procedure works: + est_order = [] + for i in xrange(N): + this_order, this_Rxx, this_coef, this_ecov = gc.fit_model(z[i][0], + z[i][1]) + est_order.append(this_order) + + npt.assert_almost_equal(order, np.mean(est_order), decimal=1) + + +def test_GrangerAnalyzer(): + """ + Testing the GrangerAnalyzer class, which simplifies calculations of related + quantities + """ + + # Start by generating some MAR processes (according to Ding and Bressler), + a1 = np.array([[0.9, 0], + [0.16, 0.8]]) + + a2 = np.array([[-0.5, 0], + [-0.2, -0.5]]) + + am = np.array([-a1, -a2]) + + x_var = 1 + y_var = 0.7 + xy_cov = 0.4 + cov = np.array([[x_var, xy_cov], + [xy_cov, y_var]]) + + L = 1024 + z, nz = utils.generate_mar(am, cov, L) + + # Move on to testing the Analyzer object itself: + ts1 = ts.TimeSeries(data=z, sampling_rate=np.pi) + g1 = gc.GrangerAnalyzer(ts1) + + # Check that things have the right shapes: + npt.assert_equal(g1.frequencies.shape[-1], g1._n_freqs // 2 + 1) + npt.assert_equal(g1.causality_xy[0, 1].shape, g1.causality_yx[0, 1].shape) + + # Test inputting ij: + g2 = gc.GrangerAnalyzer(ts1, ij=[(0, 1), (1, 0)]) + + # x => y for one is like y => x for the other: + npt.assert_almost_equal(g1.causality_yx[1, 0], g2.causality_xy[0, 1]) diff -Nru nitime-0.2.99/nitime/data/event_related_fmri.csv nitime-0.3.1/nitime/data/event_related_fmri.csv --- nitime-0.2.99/nitime/data/event_related_fmri.csv 1970-01-01 00:00:00.000000000 +0000 +++ nitime-0.3.1/nitime/data/event_related_fmri.csv 2011-08-17 21:05:14.000000000 +0000 @@ -0,0 +1,3361 @@ +bold,events +-0.20341448605092113,0.0 +-0.09697810537364232,4.0 +0.22632252890696219,0.0 +0.55492460511189612,0.0 +0.88103317926631064,4.0 +1.0611220149660194,0.0 +1.1931620110180625,0.0 +1.1086519279080755,4.0 +0.92349245810911385,0.0 +0.51511291992107933,0.0 +0.068634309578555167,0.0 +-0.27019493824062701,0.0 +-0.73824368108749638,0.0 +-0.92189830895686942,0.0 +-0.77605367370405787,0.0 +-0.66959339550383579,0.0 +-0.508658209043375,4.0 +-0.17651203678548538,0.0 +-0.27744626094157349,0.0 +-0.41953168396041052,0.0 +-0.60050714305922304,0.0 +-0.89606012622979414,0.0 +-0.95445062340893938,0.0 +-0.676049952013697,0.0 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freq (kHz): 2.5 +# stimulus length (msec): 1000 +# pause between stimuli (msec): 700 +# length of ramp (usec): 1000 +# desired firing rate (Hz): 100 +# standard deviation (dB): 6 +# cut-off frequency (Hz): 200 +# repetition number: 0 +# duration (msec): 1000 +# intensity (dB): 76.4286 +6700 +9900 +13900 +20100 +25000 +28400 +37000 +40600 +46300 +50500 +59900 +68800 +75200 +80600 +84300 +88000 +93200 +104800 +118400 +128500 +135800 +145600 +148800 +157100 +170900 +182800 +198600 +209500 +214000 +217900 +221100 +228700 +238500 +244500 +257600 +261800 +269100 +278200 +285400 +299100 +302800 +306100 +333900 +343800 +352300 +355900 +362200 +368300 +371700 +386900 +397400 +404600 +413300 +418900 +427400 +430800 +435900 +441400 +456100 +461600 +465200 +469300 +474400 +480700 +484600 +488700 +496800 +503800 +514500 +530100 +536700 +544800 +549400 +554600 +564000 +584300 +591200 +597500 +607500 +611800 +615500 +619100 +627200 +631500 +635200 +658900 +669700 +674300 +678300 +683300 +690000 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stimulus length (msec): 1000 +# pause between stimuli (msec): 700 +# length of ramp (usec): 1000 +# desired firing rate (Hz): 100 +# standard deviation (dB): 6 +# cut-off frequency (Hz): 800 +# repetition number: 0 +# duration (msec): 1000 +# intensity (dB): 71.2 +7300 +12700 +17100 +22500 +28000 +34100 +39300 +43700 +52300 +60800 +69400 +80000 +84600 +89000 +100800 +106500 +113300 +118100 +123900 +128800 +134000 +140300 +145000 +148700 +152400 +163500 +177900 +186300 +193000 +200800 +205900 +213200 +229200 +242300 +253200 +262400 +267600 +273700 +280700 +291900 +296800 +307700 +317300 +323000 +334500 +343300 +348900 +357100 +372500 +380200 +385200 +396400 +405500 +411300 +415700 +419900 +427100 +433200 +440500 +448200 +458200 +470800 +485200 +493700 +500900 +526400 +531600 +551600 +561100 +567600 +582100 +586500 +590900 +596500 +606800 +611900 +624400 +638500 +647800 +654800 +668500 +672900 +680800 +689300 +704200 +708600 +716000 +722000 +727200 +737400 +742100 +748700 +753400 +760200 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+9999450 0.171554 +9999500 0.158485 +9999550 0.149575 +9999600 0.144436 +9999650 0.142738 +9999700 0.144213 +9999750 0.148636 +9999800 0.155778 +9999850 0.165361 +9999900 0.176984 +9999950 0.190082 diff -Nru nitime-0.2.99/nitime/descriptors.py nitime-0.3.1/nitime/descriptors.py --- nitime-0.2.99/nitime/descriptors.py 2011-06-03 01:22:06.000000000 +0000 +++ nitime-0.3.1/nitime/descriptors.py 2011-08-17 21:05:14.000000000 +0000 @@ -132,11 +132,11 @@ if obj is None: # Being called on the class, return the original function. This # way, introspection works on the class. - #return func + # return func return self.getter - #Errors in the following line are errors in setting a - #OneTimeProperty + # Errors in the following line are errors in setting a + # OneTimeProperty val = self.getter(obj) setattr(obj, self.name, val) diff -Nru nitime-0.2.99/nitime/fmri/hrf.py nitime-0.3.1/nitime/fmri/hrf.py --- nitime-0.2.99/nitime/fmri/hrf.py 2011-06-03 01:22:06.000000000 +0000 +++ nitime-0.3.1/nitime/fmri/hrf.py 2011-08-17 21:05:14.000000000 +0000 @@ -37,7 +37,7 @@ Notes ----- - This is based on equation 3 in [Boynton1996]_: + This is based on equation 3 in Boynton (1996): .. math:: @@ -46,9 +46,9 @@ e^{-(\frac{t-\delta}{\tau})}}{\tau(n-1)!} - .. [Boynton1996] Geoffrey M. Boynton, Stephen A. Engel, Gary H. Glover and - David J. Heeger (1996). Linear Systems Analysis of Functional Magnetic - Resonance Imaging in Human V1. J Neurosci 16: 4207-4221 + Geoffrey M. Boynton, Stephen A. Engel, Gary H. Glover and David J. Heeger + (1996). Linear Systems Analysis of Functional Magnetic Resonance Imaging in + Human V1. J Neurosci 16: 4207-4221 """ # XXX Maybe change to take out the time (Fs, duration, etc) from this and @@ -60,8 +60,6 @@ n = int(n) - sampling_interval = 1 / float(Fs) - #Prevent negative delta values: if delta < 0: raise ValueError('in gamma_hrf, delta cannot be smaller than 0') @@ -84,17 +82,16 @@ def polonsky_hrf(A, B, tau1, f1, tau2, f2, t_max, Fs=1.0): - r""" HRF based on [Polonsky2000]_ + r""" HRF based on Polonsky (2000): .. math:: H(t) = exp(\frac{-t}{\tau_1}) sin(2\cdot\pi f_1 \cdot t) -a\cdot exp(-\frac{t}{\tau_2})*sin(2\pi f_2 t) - .. [Polonsky2000] Alex Polonsky, Randolph Blake, Jochen Braun and David - J. Heeger. Neuronal activity in human primary visual cortex correlates - with perception during binocular rivalry. Nature Neuroscience 3: - 1153-1159 + Alex Polonsky, Randolph Blake, Jochen Braun and David J. Heeger + (2000). Neuronal activity in human primary visual cortex correlates with + perception during binocular rivalry. Nature Neuroscience 3: 1153-1159 """ sampling_interval = 1 / float(Fs) diff -Nru nitime-0.2.99/nitime/fmri/__init__.py nitime-0.3.1/nitime/fmri/__init__.py --- nitime-0.2.99/nitime/fmri/__init__.py 2011-06-03 01:22:06.000000000 +0000 +++ nitime-0.3.1/nitime/fmri/__init__.py 2011-08-17 21:05:14.000000000 +0000 @@ -6,7 +6,14 @@ - ``io``: input and output of fMRI files to time-series objects """ +try: + import io +except ImportError,e: + # allow import of fmri, since hrf does not depend on nibabel + if 'babel' in e.args[0]: + print e.args[0] + else: + raise e -import io import hrf import tests diff -Nru nitime-0.2.99/nitime/fmri/io.py nitime-0.3.1/nitime/fmri/io.py --- nitime-0.2.99/nitime/fmri/io.py 2011-06-03 01:22:06.000000000 +0000 +++ nitime-0.3.1/nitime/fmri/io.py 2011-08-17 21:05:14.000000000 +0000 @@ -11,7 +11,7 @@ import numpy as np -def time_series_from_file(nifti_files, coords, TR, normalize=None, +def time_series_from_file(nifti_files, coords=None, TR=None, normalize=None, average=False, filter=None, verbose=False): """ Make a time series from a Analyze file, provided coordinates into the file @@ -23,12 +23,19 @@ The full path(s) to the file(s) from which the time-series is (are) extracted - coords: ndarray or list/tuple of ndarray + coords: ndarray or list/tuple of ndarray, optional. x,y,z (inplane,inplane,slice) coordinates of the ROI(s) from which the - time-series is (are) derived. - - TR: float, optional - The TR of the fmri measurement + time-series is (are) derived. If coordinates are provided, the + resulting time-series object will have 2 dimentsions. The first is the + coordinate dimension, in order of the provided coordinates and the + second is time. If set to None, all the coords in the volume will be + used and the coordinate system will be preserved - the output will be 4 + dimensional, with time as the last dimension. + + TR: float or TimeArray, optional + The TR of the fmri measurement. The units are seconds, if provided as a float + argument. Otherwise, in the units of the TimeArray object + provided. Default: 1 second. normalize: bool, optional Whether to normalize the activity in each voxel, defaults to @@ -65,6 +72,11 @@ by the averaging. """ + + # The default behavior is to assume that the TR is one second: + if TR is None: + TR = 1.0 + if normalize is not None: if normalize not in ('percent', 'zscore'): e_s = "Normalization of fMRI time-series can only be done" @@ -76,23 +88,28 @@ print "Reading %s" % nifti_files im = load(nifti_files) data = im.get_data() - #If the input is the coords of several ROIs - if isinstance(coords, tuple) or isinstance(coords, list): - n_roi = len(coords) - out_data = [[]] * n_roi - tseries = [[]] * n_roi - for i in xrange(n_roi): - tseries[i] = _tseries_from_nifti_helper( - np.array(coords[i]).astype(int), - data, - TR, - filter, - normalize, - average) - else: - tseries = _tseries_from_nifti_helper(coords.astype(int), data, TR, - filter, normalize, average) + # If coordinates are provided as input, read data only from these coordinates: + if coords is not None: + #If the input is the coords of several ROIs + if isinstance(coords, tuple) or isinstance(coords, list): + n_roi = len(coords) + tseries = [[]] * n_roi + for i in xrange(n_roi): + tseries[i] = _tseries_from_nifti_helper( + np.array(coords[i]).astype(int), + data, + TR, + filter, + normalize, + average) + else: + tseries = _tseries_from_nifti_helper(coords.astype(int), data, TR, + filter, normalize, average) + # The default behavior reads in all the coordinates in the volume: + else: + tseries = _tseries_from_nifti_helper(coords, data, TR, + filter, normalize, average) #Otherwise loop over the files and concatenate: elif isinstance(nifti_files, tuple) or isinstance(nifti_files, list): tseries_list = [] @@ -101,29 +118,34 @@ print "Reading %s" % f im = load(f) data = im.get_data() - - #If the input is the coords of several ROIs - if isinstance(coords, tuple) or isinstance(coords, list): - n_roi = len(coords) - out_data = [[]] * n_roi - tseries_list.append([[]] * n_roi) - for i in xrange(n_roi): - tseries_list[-1][i] = _tseries_from_nifti_helper( - np.array(coords[i]).astype(int), + if coords is not None: + #If the input is the coords of several ROIs + if isinstance(coords, tuple) or isinstance(coords, list): + n_roi = len(coords) + tseries_list.append([[]] * n_roi) + for i in xrange(n_roi): + tseries_list[-1][i] = _tseries_from_nifti_helper( + np.array(coords[i]).astype(int), + data, + TR, + filter, + normalize, + average) + + else: + tseries_list.append(_tseries_from_nifti_helper( + np.array(coords).astype(int), data, TR, filter, normalize, - average) + average)) + # The default behavior reads in all the coordinates in the volume: else: - tseries_list.append(_tseries_from_nifti_helper( - np.array(coords).astype(int), - data, - TR, - filter, - normalize, - average)) + tseries_list.append(_tseries_from_nifti_helper(coords, data, TR, + filter, normalize, average)) + #Concatenate the time-series from the different scans: if isinstance(coords, tuple) or isinstance(coords, list): @@ -145,8 +167,13 @@ Helper function for the function time_series_from_nifti, which does the core operations of pulling out data from a data array given coords and then normalizing and averaging if needed + """ - out_data = np.asarray(data[coords[0], coords[1], coords[2]]) + if coords is not None: + out_data = np.asarray(data[coords[0], coords[1], coords[2]]) + else: + out_data = data + tseries = ts.TimeSeries(out_data, sampling_interval=TR) if filter is not None: @@ -176,10 +203,16 @@ tseries = F.iir if normalize == 'percent': - tseries = tsa.NormalizationAnalyzer(tseries).percent_change + tseries = tsa.NormalizationAnalyzer(tseries).percent_change elif normalize == 'zscore': - tseries = tsa.NormalizationAnalyzer(tseries).z_score + tseries = tsa.NormalizationAnalyzer(tseries).z_score + if average: + if coords is None: + tseries.data = np.mean(np.reshape(tseries.data, + (np.array(tseries.shape[:-1]).prod(), + tseries.shape[-1])),0) + else: tseries.data = np.mean(tseries.data, 0) return tseries Binary files /tmp/UEIDIh83lA/nitime-0.2.99/nitime/fmri/tests/fmri1.nii.gz and /tmp/0jGJbm53wo/nitime-0.3.1/nitime/fmri/tests/fmri1.nii.gz differ Binary files /tmp/UEIDIh83lA/nitime-0.2.99/nitime/fmri/tests/fmri2.nii.gz and /tmp/0jGJbm53wo/nitime-0.3.1/nitime/fmri/tests/fmri2.nii.gz differ diff -Nru nitime-0.2.99/nitime/fmri/tests/test_io.py nitime-0.3.1/nitime/fmri/tests/test_io.py --- nitime-0.2.99/nitime/fmri/tests/test_io.py 2011-06-03 01:22:06.000000000 +0000 +++ nitime-0.3.1/nitime/fmri/tests/test_io.py 2011-08-17 21:05:14.000000000 +0000 @@ -2,37 +2,39 @@ Test the io submodule of the fMRI module of nitime -""" +""" import os import numpy as np import numpy.testing as npt import nitime -import nitime.fmri.io as io +import nitime.timeseries as ts #Skip the tests if you can't import nibabel: try: - import nibabel + import nitime.fmri.io as io no_nibabel = False -except ImportError: + no_nibabel_msg='' +except ImportError,e: no_nibabel = True + no_nibabel_msg=e.args[0] -test_dir_path = os.path.join(nitime.__path__[0],'fmri/tests') +data_path = os.path.join(nitime.__path__[0],'data') -@npt.dec.skipif(no_nibabel) +@npt.dec.skipif(no_nibabel,no_nibabel_msg) def test_time_series_from_file(): """Testing reading of data from nifti files, using nibabel""" - - TR = 1.35 + + TR = 1.35 ts_ff = io.time_series_from_file #File names: - fmri_file1 = os.path.join(test_dir_path,'fmri1.nii.gz') - fmri_file2 = os.path.join(test_dir_path,'fmri2.nii.gz') + fmri_file1 = os.path.join(data_path,'fmri1.nii.gz') + fmri_file2 = os.path.join(data_path,'fmri2.nii.gz') - #Spatial coordinates into the volumes: + #Spatial coordinates into the volumes: coords1 = np.array([[5,5,5,5],[5,5,5,5],[1,2,3,4]]) coords2 = np.array([[6,6,6,6],[6,6,6,6],[3,4,5,6]]) @@ -40,9 +42,9 @@ t1 = ts_ff([fmri_file1,fmri_file2],[coords1,coords2],TR) npt.assert_equal(t1[0].shape,(4,80)) # 4 coordinates, 80 time-points - + t2 = ts_ff([fmri_file1,fmri_file2],[coords1,coords2],TR,average=True) - + npt.assert_equal(t2[0].shape,(80,)) # collapse coordinates,80 time-points t3 = ts_ff(fmri_file1,coords1,TR,normalize='zscore') @@ -51,7 +53,7 @@ npt.assert_almost_equal(t3.data[0].mean(),0) #And the standard deviation should be almost equal to 1: npt.assert_almost_equal(t3.data[0].std(),1) - + t4 = ts_ff(fmri_file1,coords1,TR,normalize='percent') #In this case, the average is almost equal to 0, but no constraint on the @@ -61,5 +63,22 @@ #Make sure that we didn't mess up the sampling interval: npt.assert_equal(t4.sampling_interval,nitime.TimeArray(1.35)) + # Test the default behavior: + data = io.load(fmri_file1).get_data() + t5 = ts_ff(fmri_file1) + npt.assert_equal(t5.shape, data.shape) + npt.assert_equal(t5.sampling_interval, ts.TimeArray(1, time_unit='s')) + + # Test initializing TR with a TimeArray: + t6= ts_ff(fmri_file1, TR=ts.TimeArray(1350, time_unit='ms')) + npt.assert_equal(t4.sampling_interval, t6.sampling_interval) + + # Check the concatenation dimensions: + t7 = ts_ff([fmri_file1, fmri_file2]) + npt.assert_equal([t7.shape[:3], t7.shape[-1]], [data.shape[:3], data.shape[-1]*2]) + + t8 = ts_ff([fmri_file1, fmri_file2], average=True) + npt.assert_equal(t8.shape[0], data.shape[-1]*2) - + t9 = ts_ff([fmri_file1, fmri_file2], average=True, normalize='zscore') + npt.assert_almost_equal(t9.data.mean(), 0) diff -Nru nitime-0.2.99/nitime/index_utils.py nitime-0.3.1/nitime/index_utils.py --- nitime-0.2.99/nitime/index_utils.py 1970-01-01 00:00:00.000000000 +0000 +++ nitime-0.3.1/nitime/index_utils.py 2011-08-17 21:05:14.000000000 +0000 @@ -0,0 +1,532 @@ +""" Utilities for indexing into 2-d arrays, brought in from numpy 1.4, to +support use of older versions of numpy +""" + +__all__ = ['tri', 'triu', 'tril', 'mask_indices', 'tril_indices', + 'tril_indices_from', 'triu_indices', 'triu_indices_from', + ] + +from numpy.core.numeric import asanyarray, subtract, arange, \ + greater_equal, multiply, ones, asarray, where + +# Need to import numpy for the doctests! +import numpy as np + +def tri(N, M=None, k=0, dtype=float): + """ + Construct an array filled with ones at and below the given diagonal. + + Parameters + ---------- + N : int + Number of rows in the array. + M : int, optional + Number of columns in the array. + By default, `M` is taken equal to `N`. + k : int, optional + The sub-diagonal below which the array is filled. + `k` = 0 is the main diagonal, while `k` < 0 is below it, + and `k` > 0 is above. The default is 0. + dtype : dtype, optional + Data type of the returned array. The default is float. + + Returns + ------- + T : (N,M) ndarray + Array with a lower triangle filled with ones, in other words + ``T[i,j] == 1`` for ``i <= j + k``. + + Examples + -------- + >>> np.tri(3, 5, 2, dtype=int) + array([[1, 1, 1, 0, 0], + [1, 1, 1, 1, 0], + [1, 1, 1, 1, 1]]) + + >>> np.tri(3, 5, -1) + array([[ 0., 0., 0., 0., 0.], + [ 1., 0., 0., 0., 0.], + [ 1., 1., 0., 0., 0.]]) + + """ + if M is None: M = N + m = greater_equal(subtract.outer(arange(N), arange(M)),-k) + return m.astype(dtype) + +def tril(m, k=0): + """ + Lower triangle of an array. + + Return a copy of an array with elements above the `k`-th diagonal zeroed. + + Parameters + ---------- + m : array_like, shape (M, N) + Input array. + k : int + Diagonal above which to zero elements. + `k = 0` is the main diagonal, `k < 0` is below it and `k > 0` is above. + + Returns + ------- + L : ndarray, shape (M, N) + Lower triangle of `m`, of same shape and data-type as `m`. + + See Also + -------- + triu + + Examples + -------- + >>> np.tril([[1,2,3],[4,5,6],[7,8,9],[10,11,12]], -1) + array([[ 0, 0, 0], + [ 4, 0, 0], + [ 7, 8, 0], + [10, 11, 12]]) + + """ + m = asanyarray(m) + out = multiply(tri(m.shape[0], m.shape[1], k=k, dtype=int),m) + return out + +def triu(m, k=0): + """ + Upper triangle of an array. + + Construct a copy of a matrix with elements below the k-th diagonal zeroed. + + Please refer to the documentation for `tril`. + + See Also + -------- + tril + + Examples + -------- + >>> np.triu([[1,2,3],[4,5,6],[7,8,9],[10,11,12]], -1) + array([[ 1, 2, 3], + [ 4, 5, 6], + [ 0, 8, 9], + [ 0, 0, 12]]) + + """ + m = asanyarray(m) + out = multiply((1-tri(m.shape[0], m.shape[1], k-1, int)),m) + return out + +# borrowed from John Hunter and matplotlib +def vander(x, N=None): + """ + Generate a Van der Monde matrix. + + The columns of the output matrix are decreasing powers of the input + vector. Specifically, the i-th output column is the input vector to + the power of ``N - i - 1``. Such a matrix with a geometric progression + in each row is named Van Der Monde, or Vandermonde matrix, from + Alexandre-Theophile Vandermonde. + + Parameters + ---------- + x : array_like + 1-D input array. + N : int, optional + Order of (number of columns in) the output. If `N` is not specified, + a square array is returned (``N = len(x)``). + + Returns + ------- + out : ndarray + Van der Monde matrix of order `N`. The first column is ``x^(N-1)``, + the second ``x^(N-2)`` and so forth. + + References + ---------- + .. [1] Wikipedia, "Vandermonde matrix", + http://en.wikipedia.org/wiki/Vandermonde_matrix + + Examples + -------- + >>> x = np.array([1, 2, 3, 5]) + >>> N = 3 + >>> np.vander(x, N) + array([[ 1, 1, 1], + [ 4, 2, 1], + [ 9, 3, 1], + [25, 5, 1]]) + + >>> np.column_stack([x**(N-1-i) for i in range(N)]) + array([[ 1, 1, 1], + [ 4, 2, 1], + [ 9, 3, 1], + [25, 5, 1]]) + + >>> x = np.array([1, 2, 3, 5]) + >>> np.vander(x) + array([[ 1, 1, 1, 1], + [ 8, 4, 2, 1], + [ 27, 9, 3, 1], + [125, 25, 5, 1]]) + + """ + x = asarray(x) + if N is None: N=len(x) + X = ones( (len(x),N), x.dtype) + for i in range(N-1): + X[:,i] = x**(N-i-1) + return X + + +def histogram2d(x,y, bins=10, range=None, normed=False, weights=None): + """ + Compute the bi-dimensional histogram of two data samples. + + Parameters + ---------- + x : array_like, shape(N,) + A sequence of values to be histogrammed along the first dimension. + y : array_like, shape(M,) + A sequence of values to be histogrammed along the second dimension. + bins : int or [int, int] or array_like or [array, array], optional + The bin specification: + + * If int, the number of bins for the two dimensions (nx=ny=bins). + * If [int, int], the number of bins in each dimension (nx, ny = bins). + * If array_like, the bin edges for the two dimensions (x_edges=y_edges=bins). + * If [array, array], the bin edges in each dimension (x_edges, y_edges = bins). + + range : array_like, shape(2,2), optional + The leftmost and rightmost edges of the bins along each dimension + (if not specified explicitly in the `bins` parameters): + ``[[xmin, xmax], [ymin, ymax]]``. All values outside of this range + will be considered outliers and not tallied in the histogram. + normed : bool, optional + If False, returns the number of samples in each bin. If True, returns + the bin density, i.e. the bin count divided by the bin area. + weights : array_like, shape(N,), optional + An array of values ``w_i`` weighing each sample ``(x_i, y_i)``. Weights + are normalized to 1 if `normed` is True. If `normed` is False, the + values of the returned histogram are equal to the sum of the weights + belonging to the samples falling into each bin. + + Returns + ------- + H : ndarray, shape(nx, ny) + The bi-dimensional histogram of samples `x` and `y`. Values in `x` + are histogrammed along the first dimension and values in `y` are + histogrammed along the second dimension. + xedges : ndarray, shape(nx,) + The bin edges along the first dimension. + yedges : ndarray, shape(ny,) + The bin edges along the second dimension. + + See Also + -------- + histogram: 1D histogram + histogramdd: Multidimensional histogram + + Notes + ----- + When `normed` is True, then the returned histogram is the sample density, + defined such that: + + .. math:: + \\sum_{i=0}^{nx-1} \\sum_{j=0}^{ny-1} H_{i,j} \\Delta x_i \\Delta y_j = 1 + + where `H` is the histogram array and :math:`\\Delta x_i \\Delta y_i` + the area of bin `{i,j}`. + + Please note that the histogram does not follow the Cartesian convention + where `x` values are on the abcissa and `y` values on the ordinate axis. + Rather, `x` is histogrammed along the first dimension of the array + (vertical), and `y` along the second dimension of the array (horizontal). + This ensures compatibility with `histogramdd`. + + Examples + -------- + >>> x, y = np.random.randn(2, 100) + >>> H, xedges, yedges = np.histogram2d(x, y, bins=(5, 8)) + >>> H.shape, xedges.shape, yedges.shape + ((5, 8), (6,), (9,)) + + """ + from numpy import histogramdd + + try: + N = len(bins) + except TypeError: + N = 1 + + if N != 1 and N != 2: + xedges = yedges = asarray(bins, float) + bins = [xedges, yedges] + hist, edges = histogramdd([x,y], bins, range, normed, weights) + return hist, edges[0], edges[1] + + +def mask_indices(n,mask_func,k=0): + """ + Return the indices to access (n, n) arrays, given a masking function. + + Assume `mask_func` is a function that, for a square array a of size + ``(n, n)`` with a possible offset argument `k`, when called as + ``mask_func(a, k)`` returns a new array with zeros in certain locations + (functions like `triu` or `tril` do precisely this). Then this function + returns the indices where the non-zero values would be located. + + Parameters + ---------- + n : int + The returned indices will be valid to access arrays of shape (n, n). + mask_func : callable + A function whose call signature is similar to that of `triu`, `tril`. + That is, ``mask_func(x, k)`` returns a boolean array, shaped like `x`. + `k` is an optional argument to the function. + k : scalar + An optional argument which is passed through to `mask_func`. Functions + like `triu`, `tril` take a second argument that is interpreted as an + offset. + + Returns + ------- + indices : tuple of arrays. + The `n` arrays of indices corresponding to the locations where + ``mask_func(np.ones((n, n)), k)`` is True. + + See Also + -------- + triu, tril, triu_indices, tril_indices + + Notes + ----- + .. versionadded:: 1.4.0 + + Examples + -------- + These are the indices that would allow you to access the upper triangular + part of any 3x3 array: + + >>> iu = np.mask_indices(3, np.triu) + + For example, if `a` is a 3x3 array: + + >>> a = np.arange(9).reshape(3, 3) + >>> a + array([[0, 1, 2], + [3, 4, 5], + [6, 7, 8]]) + >>> a[iu] + array([0, 1, 2, 4, 5, 8]) + + An offset can be passed also to the masking function. This gets us the + indices starting on the first diagonal right of the main one: + + >>> iu1 = np.mask_indices(3, np.triu, 1) + + with which we now extract only three elements: + + >>> a[iu1] + array([1, 2, 5]) + + """ + m = ones((n,n),int) + a = mask_func(m,k) + return where(a != 0) + + +def tril_indices(n,k=0): + """ + Return the indices for the lower-triangle of an (n, n) array. + + Parameters + ---------- + n : int + Sets the size of the arrays for which the returned indices will be valid. + k : int, optional + Diagonal offset (see `tril` for details). + + Returns + ------- + inds : tuple of arrays + The indices for the triangle. The returned tuple contains two arrays, + each with the indices along one dimension of the array. + + See also + -------- + triu_indices : similar function, for upper-triangular. + mask_indices : generic function accepting an arbitrary mask function. + tril, triu + + Notes + ----- + .. versionadded:: 1.4.0 + + Examples + -------- + Compute two different sets of indices to access 4x4 arrays, one for the + lower triangular part starting at the main diagonal, and one starting two + diagonals further right: + + >>> il1 = np.tril_indices(4) + >>> il2 = np.tril_indices(4, 2) + + Here is how they can be used with a sample array: + + >>> a = np.arange(16).reshape(4, 4) + >>> a + array([[ 0, 1, 2, 3], + [ 4, 5, 6, 7], + [ 8, 9, 10, 11], + [12, 13, 14, 15]]) + + Both for indexing: + + >>> a[il1] + array([ 0, 4, 5, 8, 9, 10, 12, 13, 14, 15]) + + And for assigning values: + + >>> a[il1] = -1 + >>> a + array([[-1, 1, 2, 3], + [-1, -1, 6, 7], + [-1, -1, -1, 11], + [-1, -1, -1, -1]]) + + These cover almost the whole array (two diagonals right of the main one): + + >>> a[il2] = -10 + >>> a + array([[-10, -10, -10, 3], + [-10, -10, -10, -10], + [-10, -10, -10, -10], + [-10, -10, -10, -10]]) + + """ + return mask_indices(n,tril,k) + + +def tril_indices_from(arr,k=0): + """ + Return the indices for the lower-triangle of an (n, n) array. + + See `tril_indices` for full details. + + Parameters + ---------- + n : int + Sets the size of the arrays for which the returned indices will be valid. + k : int, optional + Diagonal offset (see `tril` for details). + + See Also + -------- + tril_indices, tril + + Notes + ----- + .. versionadded:: 1.4.0 + + """ + if not arr.ndim==2 and arr.shape[0] == arr.shape[1]: + raise ValueError("input array must be 2-d and square") + return tril_indices(arr.shape[0],k) + + +def triu_indices(n,k=0): + """ + Return the indices for the upper-triangle of an (n, n) array. + + Parameters + ---------- + n : int + Sets the size of the arrays for which the returned indices will be valid. + k : int, optional + Diagonal offset (see `triu` for details). + + Returns + ------- + inds : tuple of arrays + The indices for the triangle. The returned tuple contains two arrays, + each with the indices along one dimension of the array. + + See also + -------- + tril_indices : similar function, for lower-triangular. + mask_indices : generic function accepting an arbitrary mask function. + triu, tril + + Notes + ----- + .. versionadded:: 1.4.0 + + Examples + -------- + Compute two different sets of indices to access 4x4 arrays, one for the + upper triangular part starting at the main diagonal, and one starting two + diagonals further right: + + >>> iu1 = np.triu_indices(4) + >>> iu2 = np.triu_indices(4, 2) + + Here is how they can be used with a sample array: + + >>> a = np.arange(16).reshape(4, 4) + >>> a + array([[ 0, 1, 2, 3], + [ 4, 5, 6, 7], + [ 8, 9, 10, 11], + [12, 13, 14, 15]]) + + Both for indexing: + + >>> a[iu1] + array([ 0, 1, 2, 3, 5, 6, 7, 10, 11, 15]) + + And for assigning values: + + >>> a[iu1] = -1 + >>> a + array([[-1, -1, -1, -1], + [ 4, -1, -1, -1], + [ 8, 9, -1, -1], + [12, 13, 14, -1]]) + + These cover only a small part of the whole array (two diagonals right + of the main one): + + >>> a[iu2] = -10 + >>> a + array([[ -1, -1, -10, -10], + [ 4, -1, -1, -10], + [ 8, 9, -1, -1], + [ 12, 13, 14, -1]]) + + """ + return mask_indices(n,triu,k) + + +def triu_indices_from(arr,k=0): + """ + Return the indices for the lower-triangle of an (n, n) array. + + See `triu_indices` for full details. + + Parameters + ---------- + n : int + Sets the size of the arrays for which the returned indices will be valid. + k : int, optional + Diagonal offset (see `triu` for details). + + See Also + -------- + triu_indices, triu + + Notes + ----- + .. versionadded:: 1.4.0 + + """ + if not arr.ndim==2 and arr.shape[0] == arr.shape[1]: + raise ValueError("input array must be 2-d and square") + return triu_indices(arr.shape[0],k) diff -Nru nitime-0.2.99/nitime/__init__.py nitime-0.3.1/nitime/__init__.py --- nitime-0.2.99/nitime/__init__.py 2011-06-03 01:22:06.000000000 +0000 +++ nitime-0.3.1/nitime/__init__.py 2011-08-17 21:05:14.000000000 +0000 @@ -1,23 +1,19 @@ """ Nitime: Time-series analysis for neuroscience -Nitime has several sub-packages that are automatically available when ``import -nitme`` is performed: +The module has several sub-modules: -- ``timeseries``: contains the constructors for time and time-series objects. +- ``timeseries``: contains the constructors for time and time-series objects - ``algorithms``: Algorithms. This sub-module depends only on scipy,numpy and matplotlib. Contains various algorithms. -- ``analysis``: Contains *Analyzer* objects, which implement particular - analysis methods on the time-series objects. - -The following subpackages are also available in nitime, but these must be -individually imported with e.g. ``import nitime.viz``: - - ``utils``: Utility functions. -- ``viz``: Vizualization. +- ``analysis``: Contains *Analyzer* objects, which implement particular + analysis methods on the time-series objects + +- ``viz``: Vizualization All of the sub-modules will be imported as part of ``__init__``, so that users have all of these things at their fingertips. @@ -33,4 +29,4 @@ from timeseries import * -from .testlib import test +from nitime.testlib import test diff -Nru nitime-0.2.99/nitime/testlib.py nitime-0.3.1/nitime/testlib.py --- nitime-0.2.99/nitime/testlib.py 2011-06-03 01:22:06.000000000 +0000 +++ nitime-0.3.1/nitime/testlib.py 2011-08-17 21:05:14.000000000 +0000 @@ -6,7 +6,6 @@ # Third-party import numpy as np -from nose.core import TestProgram #----------------------------------------------------------------------------- # Functions and classes @@ -19,6 +18,10 @@ Run the nitime test suite using nose. """ + # Import this internally, so that nose doesn't get pulled into sys.modules, + # unless you are really running the test-suite. + from nose.core import TestProgram + #Make sure that you only change the print options during the testing #of nitime and don't affect the user session after that: opt_dict = np.get_printoptions() diff -Nru nitime-0.2.99/nitime/tests/test_analysis.py nitime-0.3.1/nitime/tests/test_analysis.py --- nitime-0.2.99/nitime/tests/test_analysis.py 2011-06-03 01:22:06.000000000 +0000 +++ nitime-0.3.1/nitime/tests/test_analysis.py 2011-08-17 21:05:14.000000000 +0000 @@ -233,23 +233,34 @@ #Make sure that the DC is preserved f_slow = nta.FilterAnalyzer(slow_ts, ub=0.6) f_fast = nta.FilterAnalyzer(fast_ts, lb=0.6) + npt.assert_almost_equal(f_slow.filtered_fourier.data.mean(), slow_mean, decimal=2) + npt.assert_almost_equal(f_slow.filtered_boxcar.data.mean(), slow_mean, decimal=2) + npt.assert_almost_equal(f_slow.fir.data.mean(), slow_mean) + npt.assert_almost_equal(f_slow.iir.data.mean(), + slow_mean) + npt.assert_almost_equal(f_fast.filtered_fourier.data.mean(), 10) + npt.assert_almost_equal(f_fast.filtered_boxcar.data.mean(), 10, decimal=2) + npt.assert_almost_equal(f_fast.fir.data.mean(), 10) + npt.assert_almost_equal(f_fast.iir.data.mean(), + 10) + #Check that things work with a two-channel time-series: T2 = ts.TimeSeries(np.vstack([fast, slow]), sampling_rate=np.pi) f_both = nta.FilterAnalyzer(T2, ub=1.0, lb=0.1) @@ -291,5 +302,3 @@ npt.assert_almost_equal(np.sin(HL.phase.data[10:-10]), np.sin(WL.phase.data[10:-10]), decimal=0) - - diff -Nru nitime-0.2.99/nitime/tests/test_timeseries.py nitime-0.3.1/nitime/tests/test_timeseries.py --- nitime-0.2.99/nitime/tests/test_timeseries.py 2011-06-03 01:22:06.000000000 +0000 +++ nitime-0.3.1/nitime/tests/test_timeseries.py 2011-08-17 21:05:14.000000000 +0000 @@ -505,7 +505,7 @@ >>> tseries1.sampling_rate 3.0 Hz >>> tseries1.sampling_interval - 0.33333333333300003 s + 0.333333333333 s >>> a = ts.UniformTime(length=1,sampling_rate=2) >>> b = ts.TimeSeries(data=[1,2,3],sampling_interval=a.sampling_interval) diff -Nru nitime-0.2.99/nitime/tests/test_utils.py nitime-0.3.1/nitime/tests/test_utils.py --- nitime-0.2.99/nitime/tests/test_utils.py 2011-06-03 01:22:06.000000000 +0000 +++ nitime-0.3.1/nitime/tests/test_utils.py 2011-08-17 21:05:14.000000000 +0000 @@ -3,6 +3,7 @@ import nose.tools as nt from nitime import utils +import nitime.algorithms as alg def test_zscore(): @@ -130,7 +131,6 @@ nt.assert_true(rxx[127] == rxx.max(), \ 'Zero lag autocorrelation is not maximum autocorrelation') - def test_information_criteria(): """ @@ -151,23 +151,52 @@ cov = np.array([[x_var, xy_cov], [xy_cov, y_var]]) - N = 10 - L = 100 + #Number of realizations of the process + N = 500 + #Length of each realization: + L = 1024 + + order = am.shape[0] + n_process = am.shape[-1] + + z = np.empty((N, n_process, L)) + nz = np.empty((N, n_process, L)) - z = np.empty((N, 2, L)) - nz = np.empty((N, 2, L)) for i in xrange(N): z[i], nz[i] = utils.generate_mar(am, cov, L) AIC = [] BIC = [] AICc = [] - for i in range(10): - AIC.append(utils.akaike_information_criterion(z, i)) - AICc.append(utils.akaike_information_criterion_c(z, i)) - BIC.append(utils.bayesian_information_criterion(z, i)) + + # The total number data points available for estimation: + Ntotal = L * n_process + + for n_lags in range(1, 10): + + Rxx = np.empty((N, n_process, n_process, n_lags)) + + for i in xrange(N): + Rxx[i] = utils.autocov_vector(z[i], nlags=n_lags) + + Rxx = Rxx.mean(axis=0) + Rxx = Rxx.transpose(2, 0, 1) + + a, ecov = alg.lwr_recursion(Rxx) + + IC = utils.akaike_information_criterion(ecov, n_process, n_lags, Ntotal) + AIC.append(IC) + + IC = utils.akaike_information_criterion(ecov, n_process, n_lags, Ntotal, corrected=True) + AICc.append(IC) + + IC = utils.bayesian_information_criterion(ecov, n_process, n_lags, Ntotal) + BIC.append(IC) # The model has order 2, so this should minimize on 2: - #nt.assert_equal(np.argmin(AIC),2) - #nt.assert_equal(np.argmin(AICc),2) + + # We do not test this for AIC/AICc, because these sometimes do not minimize + # (see Ding and Bressler) + # nt.assert_equal(np.argmin(AIC), 2) + # nt.assert_equal(np.argmin(AICc), 2) nt.assert_equal(np.argmin(BIC), 2) diff -Nru nitime-0.2.99/nitime/tests/test_viz.py nitime-0.3.1/nitime/tests/test_viz.py --- nitime-0.2.99/nitime/tests/test_viz.py 2011-06-03 01:22:06.000000000 +0000 +++ nitime-0.3.1/nitime/tests/test_viz.py 2011-08-17 21:05:14.000000000 +0000 @@ -5,11 +5,20 @@ """ import numpy as np +import numpy.testing as npt from nitime.timeseries import TimeSeries from nitime.analysis import CorrelationAnalyzer -from nitime.viz import drawmatrix_channels, drawgraph_channels, plot_xcorr +from nitime.viz import drawmatrix_channels, drawgraph_channels, plot_xcorr, nx +try: + + nx.__class__ # will raise an error if nx could not be imported in viz + no_networkx = False + no_networkx_msg = '' +except ImportError,e: + no_networkx = True + no_networkx_msg = e.args[0] roi_names = ['a','b','c','d','e','f','g','h','i','j'] data = np.random.rand(10,1024) @@ -32,6 +41,6 @@ line_labels=['a', 'b']) +@npt.dec.skipif(no_networkx,no_networkx_msg) def test_drawgraph_channels(): - fig04 = drawgraph_channels(C.corrcoef, roi_names) diff -Nru nitime-0.2.99/nitime/timeseries.py nitime-0.3.1/nitime/timeseries.py --- nitime-0.2.99/nitime/timeseries.py 2011-06-03 01:22:06.000000000 +0000 +++ nitime-0.3.1/nitime/timeseries.py 2011-08-17 21:05:14.000000000 +0000 @@ -454,8 +454,8 @@ valid_tspecs.append(tspecs_w_data[name]) if (tspec not in valid_tspecs): - l = ['sampling_interval', 'sampling_rate', 'length', 'duration'] - #args = [arg for t,arg in zip(tspec,l) if t] + # l = ['sampling_interval', 'sampling_rate', 'length', 'duration'] + # args = [arg for t,arg in zip(tspec,l) if t] raise ValueError("Invalid time specification.\n" + "You provided: %s \n" "%s \nsee docstring for more info." @@ -1267,7 +1267,7 @@ metadata.update(ts.metadata) # Sampling interval is read from the last one - tseries = TimeSeries(np.hstack(data), + tseries = TimeSeries(np.concatenate(data,-1), sampling_interval=ts.sampling_interval, metadata=metadata) return tseries diff -Nru nitime-0.2.99/nitime/utils.py nitime-0.3.1/nitime/utils.py --- nitime-0.2.99/nitime/utils.py 2011-06-03 01:22:06.000000000 +0000 +++ nitime-0.3.1/nitime/utils.py 2011-08-17 21:05:14.000000000 +0000 @@ -8,6 +8,7 @@ import scipy.linalg as linalg import scipy.signal as sig + #----------------------------------------------------------------------------- # Spectral estimation testing utilities #----------------------------------------------------------------------------- @@ -18,10 +19,10 @@ Parameters ---------- N: int - the size of the window + the size of the window Fs: float - The sampling rate + The sampling rate Returns ------- @@ -31,16 +32,15 @@ Notes ----- - This is equation 21c in [1] + This is equation 21c in Harris (1978): - ..math:: + .. math:: - W(\theta) = exp(-j \frac{N-1}{2} \theta) \frac{\frac{sin \frac{N\theta}{2}} - {sin\frac{\theta}{2}}} + W(\theta) = exp(-j \frac{N-1}{2} \theta) \frac{sin \frac{N\theta}{2}} {sin\frac{\theta}{2}} - ..[1] F.J. Harris (1978). On the use of windows for harmonic analysis with - the discrete Fourier transform. Proceedings of the IEEE, 66:51-83 -""" + F.J. Harris (1978). On the use of windows for harmonic analysis with the + discrete Fourier transform. Proceedings of the IEEE, 66:51-83 + """ f = get_freqs(Fs, N - 1) j = 0 + 1j a = -j * (N - 1) * f / 2 @@ -58,10 +58,10 @@ Parameters ---------- N: int - the size of the window + The size of the window Fs: float - The sampling rate + The sampling rate Returns ------- @@ -71,7 +71,7 @@ Notes ----- - This is equation 28b in [Harris1978]_ + This is equation 28b in Harris (1978): .. math:: @@ -85,9 +85,8 @@ D(\theta) = exp(j\frac{\theta}{2}) \frac{sin\frac{N\theta}{2}}{sin\frac{\theta}{2}} - .. [Harris1978] F.J. Harris (1978). On the use of windows for harmonic - analysis with the discrete Fourier transform. Proceedings of the IEEE, - 66:51-83 + F.J. Harris (1978). On the use of windows for harmonic analysis with the + discrete Fourier transform. Proceedings of the IEEE, 66:51-83 """ #A helper function D = lambda theta, n: ( @@ -132,7 +131,8 @@ which is a sequence shown to be well-estimated by an order 8 AR system. drop_transients: float How many samples to drop from the beginning of the sequence (the - transient phases of the process), so that the process can be considered stationary. + transient phases of the process), so that the process can be considered + stationary. v: float array Optionally, input a specific sequence of noise samples (this over-rides the sigma parameter). Default: None @@ -159,7 +159,7 @@ >>> import nitime.algorithms as alg >>> ar_seq, nz, alpha = ar_generator() >>> fgrid, hz = alg.freq_response(1.0, a=np.r_[1, -alpha]) - >>> sdf_ar = (hz*hz.conj()).real + >>> sdf_ar = (hz * hz.conj()).real """ if coefs is None: @@ -187,7 +187,7 @@ def circularize(x, bottom=0, top=2 * np.pi, deg=False): - """ Maps the input into the continuous interval (bottom,top) where + """Maps the input into the continuous interval (bottom, top) where bottom defaults to 0 and top defaults to 2*pi Parameters @@ -195,18 +195,19 @@ x: ndarray - the input array - bottom: float, optional (defaults to 0). If you want to set the bottom of - the interval into which you modulu to something else than 0 - - top: float, optional (defaults to 2*pi). If you want to set the top of the - interval into which you modulu to something else than 2*pi + bottom: float, optional (defaults to 0). + If you want to set the bottom of the interval into which you + modulu to something else than 0. + + top: float, optional (defaults to 2*pi). + If you want to set the top of the interval into which you + modulu to something else than 2*pi Returns ------- The input array, mapped into the interval (bottom,top) """ - x = np.asarray([x]) if (np.all(x[np.isfinite(x)] >= bottom) and @@ -223,37 +224,43 @@ """Convert the values in x to decibels. If the values in x are in 'power'-like units, then set the power flag accordingly - + 1) dB(x) = 10log10(x) (if power==True) 2) dB(x) = 10log10(|x|^2) = 20log10(|x|) (if power==False) """ if not power: - return 20*np.log10(np.abs(x)) - return 10*np.log10(np.abs(x)) + return 20 * np.log10(np.abs(x)) + return 10 * np.log10(np.abs(x)) + #----------------------------------------------------------------------------- # Stats utils #----------------------------------------------------------------------------- -def normalize_coherence(x, dof, out=None): + +def normalize_coherence(x, dof, copy=True): """ The generally accepted choice to transform coherence measures into a more normal distribution Parameters ---------- - x: ndarray, real square-root of magnitude-square coherence measures dof: int number of degrees of freedom in the multitaper model + copy: bool + Copy or return inplace modified x. + + Returns + ------- + y : ndarray, real + The transformed array. """ - if out is None: - y = np.arctanh(x) - else: - np.arctanh(x, x) - y = x - y *= np.sqrt(dof) - return y + if copy: + x = x.copy() + np.arctanh(x, x) + x *= np.sqrt(dof) + return x def normal_coherence_to_unit(y, dof, out=None): @@ -268,6 +275,7 @@ np.tanh(x, x) return x + def expected_jk_variance(K): """Compute the expected value of the jackknife variance estimate over K windows below. This expected value formula is based on the @@ -289,7 +297,9 @@ """ kf = float(K) - return (1/kf) * (kf-1)/(kf-0.5) * ( (kf-1)/(kf-2) )**2 * (kf-3)/(kf-2) + return ((1 / kf) * (kf - 1) / (kf - 0.5) * + ((kf - 1) / (kf - 2)) ** 2 * (kf - 3) / (kf - 2)) + def jackknifed_sdf_variance(yk, eigvals, sides='onesided', adaptive=True): r""" @@ -348,7 +358,7 @@ # compute the weights weights, _ = adaptive_weights(spectra_i, eigs_i, sides=sides) else: - weights = eigs_i[:,None] + weights = eigs_i[:, None] # this is the leave-one-out estimate of the sdf jk_sdf.append( mtm_cross_spectrum( @@ -417,7 +427,7 @@ wx, _ = adaptive_weights(tx_i, eigs_i, sides=sides) wy, _ = adaptive_weights(ty_i, eigs_i, sides=sides) else: - wx = wy = eigs_i[:,None] + wx = wy = eigs_i[:, None] # The CSD sxy_i = alg.mtm_cross_spectrum(tx_i, ty_i, (wx, wy), sides=sides) # The PSDs @@ -426,11 +436,11 @@ # these are the | c_i | samples msc = np.abs(sxy_i) msc /= np.sqrt(sxx_i * syy_i) - jk_coh.append( msc ) + jk_coh.append(msc) jk_coh = np.array(jk_coh) # now normalize the coherence estimates and take the mean - normalize_coherence(jk_coh, 2 * K - 2, jk_coh) + normalize_coherence(jk_coh, 2 * K - 2, copy=False) # inplace jk_avg = np.mean(jk_coh, axis=0) jk_var = (jk_coh - jk_avg) @@ -493,16 +503,16 @@ """ # we'll hope this is a correct length for L N = yk.shape[-1] - L = N/2 + 1 if sides=='onesided' else N + L = N / 2 + 1 if sides == 'onesided' else N return (np.multiply.outer(np.sqrt(eigvals), np.ones(L)), 2 * K) rt_eig = np.sqrt(eigvals) # combine the SDFs in the traditional way in order to estimate # the variance of the timeseries N = yk.shape[1] - sdf = mtm_cross_spectrum(yk, yk, eigvals[:,None], sides=sides) + sdf = mtm_cross_spectrum(yk, yk, eigvals[:, None], sides=sides) L = sdf.shape[-1] - var_est = np.trapz(sdf, dx=np.pi/L) / (2*np.pi) + var_est = np.trapz(sdf, dx=np.pi / L) / (2 * np.pi) # The process is to iteratively switch solving for the following # two expressions: @@ -518,8 +528,9 @@ # (1/2pi) int_{-pi}^{pi} E{B_k(f)} = sig^2(1-lam_k) # start with an estimate from incomplete data--the first 2 tapers - sdf_iter = mtm_cross_spectrum(yk[:2], yk[:2], eigvals[:2,None], sides=sides) - err = np.zeros((K,L)) + sdf_iter = mtm_cross_spectrum(yk[:2], yk[:2], eigvals[:2, None], + sides=sides) + err = np.zeros((K, L)) for n in range(max_iter): d_k = sdf_iter[None, :] / (eigvals[:, None] * sdf_iter[None, :] + \ (1 - eigvals[:, None]) * var_est) @@ -541,13 +552,13 @@ # Issue a warning and return non-converged weights: e_s = 'Breaking due to iterative meltdown in ' e_s += 'nitime.utils.adaptive_weights.' - warnings.warn(e_s,RuntimeWarning) - + warnings.warn(e_s, RuntimeWarning) weights = d_k nu = 2 * (weights ** 2).sum(axis=-2) return weights, nu + #----------------------------------------------------------------------------- # Eigensystem utils #----------------------------------------------------------------------------- @@ -585,18 +596,19 @@ for k in xrange(1, N): # e^(k-1) = e(k-1) / d(k-1) # d(k) = d(k) - e^(k-1)e(k-1) / d(k-1) - t = ew[k-1] - ew[k-1] = t/dw[k-1] - dw[k] = dw[k] - t*ew[k-1] + t = ew[k - 1] + ew[k - 1] = t / dw[k - 1] + dw[k] = dw[k] - t * ew[k - 1] for k in xrange(1, N): - x[k] = x[k] - ew[k-1]*x[k-1] - x[N-1] = x[N-1]/dw[N-1] - for k in xrange(N-2, -1, -1): - x[k] = x[k]/dw[k] - ew[k]*x[k+1] + x[k] = x[k] - ew[k - 1] * x[k - 1] + x[N - 1] = x[N - 1] / dw[N - 1] + for k in xrange(N - 2, -1, -1): + x[k] = x[k] / dw[k] - ew[k] * x[k + 1] if not overwrite_b: return x + def tridi_inverse_iteration(d, e, w, x0=None, rtol=1e-8): """Perform an inverse iteration to find the eigenvector corresponding to the given eigenvalue in a symmetric tridiagonal system. @@ -630,7 +642,7 @@ # the eigenvector is unique up to sign change, so iterate # until || |x^(n)| - |x^(n-1)| ||^2 < rtol x0 /= norm_x - while np.linalg.norm( np.abs(x0) - np.abs(x_prev) ) > rtol: + while np.linalg.norm(np.abs(x0) - np.abs(x_prev)) > rtol: x_prev = x0.copy() tridisolve(eig_diag, e, x0) norm_x = np.linalg.norm(x0) @@ -641,6 +653,7 @@ # Correlation/Covariance utils #----------------------------------------------------------------------------- + def remove_bias(x, axis): "Subtracts an estimate of the mean from signal x at axis" padded_slice = [slice(d) for d in x.shape] @@ -648,6 +661,7 @@ mn = np.mean(x, axis=axis) return x - mn[tuple(padded_slice)] + def crosscov(x, y, axis=-1, all_lags=False, debias=True, normalize=True): """Returns the crosscovariance sequence between two ndarrays. This is performed by calling fftconvolve on x, y[::-1] @@ -679,13 +693,13 @@ .. math:: - C_{xy}[k]=E\{(X(n+k)-E\{X\})(Y(n)-E\{Y\})^{*}\} - + C_{xy}[k]=E\{(X(n+k)-E\{X\})(Y(n)-E\{Y\})^{*}\} + where X and Y are discrete, stationary (or ergodic) random processes Also note that this routine is the workhorse for all auto/cross/cov/corr functions. - + """ if x.shape[axis] != y.shape[axis]: raise ValueError( @@ -695,7 +709,7 @@ x = remove_bias(x, axis) y = remove_bias(y, axis) slicing = [slice(d) for d in x.shape] - slicing[axis] = slice(None,None,-1) + slicing[axis] = slice(None, None, -1) cxy = fftconvolve(x, y[tuple(slicing)].conj(), axis=axis, mode='full') N = x.shape[axis] if normalize: @@ -735,7 +749,7 @@ .. math:: - R_{xy}[k]=E\{X[n+k]Y^{*}[n]\} + R_{xy}[k]=E\{X[n+k]Y^{*}[n]\} where X and Y are discrete, stationary (ergodic) random processes """ @@ -745,6 +759,7 @@ rxy = crosscov(x, y, **kwargs) return rxy + def autocov(x, **kwargs): """Returns the autocovariance of signal s at all lags. @@ -756,7 +771,7 @@ all_lags: {True/False} whether to return all nonzero lags, or to clip the length of r_xy to be the length of x and y. If False, then the zero lag correlation - is at index 0. Otherwise, it is found at (len(x) + len(y) - 1)/2 + is at index 0. Otherwise, it is found at (len(x) + len(y) - 1)/2 Returns ------- @@ -772,7 +787,7 @@ .. math:: C_{xx}[k]=E\{(X[n+k]-E\{X\})(X[n]-E\{X\})^{*}\} - + where X is a discrete, stationary (ergodic) random process """ # only remove the mean once, if needed @@ -795,7 +810,7 @@ all_lags: {True/False} whether to return all nonzero lags, or to clip the length of r_xy to be the length of x and y. If False, then the zero lag correlation - is at index 0. Otherwise, it is found at (len(x) + len(y) - 1)/2 + is at index 0. Otherwise, it is found at (len(x) + len(y) - 1)/2 Notes ----- @@ -804,12 +819,10 @@ .. math:: - R_{xx}[k]=E\{X[n+k]X^{*}[n]\} + R_{xx}[k]=E\{X[n+k]X^{*}[n]\} where X is a discrete, stationary (ergodic) random process - - """ # do same computation as autocovariance, # but without subtracting the mean @@ -1824,8 +1837,8 @@ .. math:: - R_{xy}(k) = E{ x(t)y^{*}(t-k) } = E{ x(t+k)y^{*}(t) } - k \in {0, 1, ..., nlags-1} + R_{xy}(k) = E{ x(t)y^{*}(t-k) } = E{ x(t+k)y^{*}(t) } + k \in {0, 1, ..., nlags-1} (* := conjugate transpose) @@ -1834,7 +1847,7 @@ .. math:: - R_{xy}^{(2)}(k) = E{ x(t-k)y^{*}(t) } = R_{xy}^(-k) = R_{yx}^{*}(k) + R_{xy}^{(2)}(k) = E{ x(t-k)y^{*}(t) } = R_{xy}^(-k) = R_{yx}^{*}(k) Parameters ---------- @@ -1905,6 +1918,7 @@ """ return crosscov_vector(x, x, nlags=nlags) + def generate_mar(a, cov, N): """ Generates a multivariate autoregressive dataset given the formula: @@ -1916,10 +1930,10 @@ Parameters ---------- - a : ndarray (P, nc, nc) - An order P set of coefficient matrices, each shaped (nc, nc) for - nchannel data - cov : ndarray (nc, nc) + a : ndarray (n_order, n_c, n_c) + An order n_order set of coefficient matrices, each shaped (n_c, n_c) for + n_channel data + cov : ndarray (n_c, n_c) The innovations process covariance N : int how many samples to generate @@ -1929,13 +1943,13 @@ mar, nz - mar and noise process shaped (nc, N) + mar and noise process shaped (n_c, N) """ - n_seq = cov.shape[0] + n_c = cov.shape[0] n_order = a.shape[0] nz = np.random.multivariate_normal( - np.zeros(n_seq), cov, size=(N,) + np.zeros(n_c), cov, size=(N,) ) # nz is a (N x n_seq) array @@ -1946,8 +1960,9 @@ # multiplication at each coef matrix a(i) # this rearranges the equation to read: - # X(i) = E(i) - sum_{j=1}^{p} a(j)X(i-j) + # X(i) = E(i) - sum_{j=1}^{P} a(j)X(i-j) # where X(n) n < 0 is taken to be 0 + # In terms of the code: X is mar and E is nz, P is n_order for i in xrange(N): for j in xrange(min(i, n_order)): # j logically in set {1, 2, ..., P} mar[i, :] -= np.dot(a[j], mar[i - j - 1, :]) @@ -1957,7 +1972,7 @@ #----------goodness of fit utilities ---------------------------------------- -def akaike_information_criterion(x, m): +def akaike_information_criterion(ecov, p, m, Ntotal, corrected=False): """ @@ -1967,10 +1982,15 @@ Parameters ---------- - x: float array - Time series data with the dimensions (repetitions,channels,time) + ecov: float array + The error covariance of the system - m: int, the model order. + p: the number of channels + m: int, the model order + Ntotal: the number of total time-points (across channels) + + corrected: boolean (optional) + Whether to correct for small sample size Returns ------- @@ -1978,116 +1998,56 @@ AIC: float The value of the AIC - Notes - ----- - This is an implementation of equation (50) in Ding et al. (2006) - [Ding2006]_: - - .. math :: - - AIC(m) = 2 log(|\Sigma|) + \frac{2p^2 m}{N_{total}}, - - where $\Sigma$ is the noise covariance matrix. In auto-regressive model - estimation, this matrix will contain in $\Sigma_{i,j}$ the residual - variance in estimating time-series $i$ from $j$, $p$ is the dimensionality - of the data, $m$ is the number of parameters in the model and $N_{total}$ - is the number of time-points. - - .. [Ding2006] M Ding and Y Chen and S Bressler (2006) Granger Causality: - Basic Theory and Application to - Neuroscience. http://arxiv.org/abs/q-bio/0608035v1 - - See also: http://en.wikipedia.org/wiki/Akaike_information_criterion - """ - import nitime.algorithms.autoregressive as ar - - N = x.shape[0] - p = x.shape[1] - - Rxx = np.empty((N, p, p, m + 1)) - - for i in xrange(N): - Rxx[i] = autocov_vector(x[i], nlags=m + 1) - - Rxx = Rxx.mean(axis=0) - Rxx = Rxx.transpose(2, 0, 1) - _, sigma = ar.lwr_recursion(Rxx) - - #The total number of data points: - Ntotal = np.prod(x.shape) - - AIC = (2 * (np.log(linalg.det(sigma))) + - ((2 * (p ** 2) * m) / (Ntotal))) - - return AIC - - -def akaike_information_criterion_c(x, m): - """ The Akaike Information Criterion, corrected for small sample size. - - Parameters - ---------- - x: float array - Time-series data - - m: int, - The order of the auto-regressive model - - Returns - ------- - - AICc: float - The value of the AIC, corrected for small sample size Notes ----- - Taken from: http://en.wikipedia.org/wiki/Akaike_information_criterion: + This is an implementation of equation (50) in Ding et al. (2006): - .. math:: + M Ding and Y Chen and S Bressler (2006) Granger Causality: Basic Theory and + Application to Neuroscience. http://arxiv.org/abs/q-bio/0608035v1 - AICc = AIC + \frac{2m(m+1)}{n-m-1} - Where m is the number of parameters in the model and n is the number of - time-points in the data. - - See also :func:`akaike_information_criterion` + Correction for small sample size is taken from: + http://en.wikipedia.org/wiki/Akaike_information_criterion. """ - AIC = akaike_information_criterion(x, m) - - #The total number of data points: - Ntotal = np.prod(x.shape) - - AICc = AIC + (2 * m * (m + 1)) / (Ntotal - m - 1) + AIC = (2 * (np.log(linalg.det(ecov))) + + ((2 * (p ** 2) * m) / (Ntotal))) - return AICc + if corrected is None: + return AIC + else: + return AIC + (2 * m * (m + 1)) / (Ntotal - m - 1) -def bayesian_information_criterion(x, m): +def bayesian_information_criterion(ecov, p, m, Ntotal): """The Bayesian Information Criterion, also known as the Schwarz criterion is a measure of goodness of fit of a statistical model, based on the number of model parameters and the likelihood of the model Parameters ---------- + ecov: float array + The error covariance of the system - x: float array - Time series data with the dimensions (repetitions,channels,time) + p: int, the system size (how many variables). m: int, the model order. + corrected: boolean (optional) + Whether to correct for small sample size + Returns ------- BIC: float The value of the BIC - + a: the resulting autocovariance vector Notes ----- - This is an implementation of equation (51) in Ding et al. (2006) - [Ding2006]_: + This is an implementation of equation (51) in Ding et al. (2006): .. math :: @@ -2099,32 +2059,15 @@ of the data, $m$ is the number of parameters in the model and $N_{total}$ is the number of time-points. - .. [Ding2006] M Ding and Y Chen and S Bressler (2006) Granger Causality: - Basic Theory and Application to - Neuroscience. http://arxiv.org/abs/q-bio/0608035v1 + M Ding and Y Chen and S Bressler (2006) Granger Causality: Basic Theory and + Application to Neuroscience. http://arxiv.org/abs/q-bio/0608035v1 See http://en.wikipedia.org/wiki/Schwarz_criterion """ - import nitime.algorithms.autoregressive as ar - - N = x.shape[0] - p = x.shape[1] - - Rxx = np.empty((N, p, p, m + 1)) - - for i in xrange(N): - Rxx[i] = autocov_vector(x[i], nlags=m + 1) - - Rxx = Rxx.mean(axis=0) - Rxx = Rxx.transpose(2, 0, 1) - _, sigma = ar.lwr_recursion(Rxx) - - #The total number of data points: - Ntotal = np.prod(x.shape) - BIC = (2 * (np.log(linalg.det(sigma))) + + BIC = (2 * (np.log(linalg.det(ecov))) + ((2 * (p ** 2) * m * np.log(Ntotal)) / (Ntotal))) return BIC diff -Nru nitime-0.2.99/nitime/version.py nitime-0.3.1/nitime/version.py --- nitime-0.2.99/nitime/version.py 2011-06-03 01:22:06.000000000 +0000 +++ nitime-0.3.1/nitime/version.py 2011-08-17 21:05:14.000000000 +0000 @@ -1,10 +1,8 @@ """nitime version/release information""" -ISRELEASED = False - # Format expected by setup.py and doc/source/conf.py: string of form "X.Y.Z" _version_major = 0 -_version_minor = 3 +_version_minor = 4 _version_micro = '' # use '' for first of series, number for 1 and above _version_extra = 'dev' #_version_extra = '' # Uncomment this for full releases @@ -36,26 +34,21 @@ Nitime: timeseries analysis for neuroscience data =================================================== -Nitime contains a core of numerical algorithms for time-series analysis both in -the time and spectral domains, a set of container objects to represent -time-series, and auxiliary objects that expose a high level interface to the -numerical machinery and make common analysis tasks easy to express with compact -and semantically clear code. - -Website -======= - -Current information can always be found at the NIPY website is located -here:: - - http://nipy.org/nitime +Nitime is library of tools and algorithms for the analysis of time-series data +from neuroscience experiments. It contains a implementation of numerical +algorithms for time-series analysis both in the time and spectral domains, a +set of container objects to represent time-series, and auxiliary objects that +expose a high level interface to the numerical machinery and make common +analysis tasks easy to express with compact and semantically clear code. -Mailing Lists -============= +Website and mailing list +======================== -Please see the developer's list here:: +Current information can always be found at the nitime `website`_. Questions and +comments can be directed to the mailing `list`_. - http://mail.scipy.org/mailman/listinfo/nipy-devel +.. _website: http://nipy.org/nitime +.. _list: http://mail.scipy.org/mailman/listinfo/nipy-devel Code ==== @@ -82,7 +75,7 @@ All trademarks referenced herein are property of their respective holders. -Copyright (c) 2006-2010, NIPY Developers +Copyright (c) 2006-2011, NIPY Developers All rights reserved. """ @@ -111,5 +104,5 @@ 'nitime.analysis.tests', ] PACKAGE_DATA = {"nitime": ["LICENSE", "tests/*.txt", "tests/*.npy", - "fmri/tests/*.nii.gz"]} + "data/*.nii.gz","data/*.txt", "data/*.csv"]} REQUIRES = ["numpy", "matplotlib", "scipy"] diff -Nru nitime-0.2.99/nitime/viz.py nitime-0.3.1/nitime/viz.py --- nitime-0.2.99/nitime/viz.py 2011-06-03 01:22:06.000000000 +0000 +++ nitime-0.3.1/nitime/viz.py 2011-08-17 21:05:14.000000000 +0000 @@ -4,7 +4,7 @@ """ -# If you are running nosetests right now, you might want to use 'agg' as a backend: +# If you are running nosetests right now, you might want to use 'agg' as a backend: import sys if "nose" in sys.modules: import matplotlib @@ -23,20 +23,20 @@ from nitime.utils import threshold_arr, minmax_norm, rescale_arr import nitime.analysis as nta -# triu_indices was only added to numpy in v1.4, so we carry it here in the -# meantime to allow numpy 1.3-compatibility. -try: - from numpy import triu_indices -except ImportError: - from nitime.utils import triu_indices +from nitime.utils import triu_indices #Some visualization functions require networkx. Import that if possible: try: import networkx as nx #If not, throw an error and get on with business: except ImportError: - print("Networkx is not available. Some visualization tools might not work" - "\n To download networkx: http://networkx.lanl.gov/") + e_s = "Networkx is not available. Some visualization tools might not work" + e_s += "\n To download networkx: http://networkx.lanl.gov/" + print e_s + class NetworkxNotInstalled(object): + def __getattribute__(self,x): + raise ImportError(e_s) + nx = NetworkxNotInstalled() def plot_tseries(time_series, fig=None, axis=0, @@ -201,7 +201,7 @@ return colors.LinearSegmentedColormap('local', cd, N=256) -def drawmatrix_channels(in_m, channel_names=None, fig=None, x_tick_rot=90, +def drawmatrix_channels(in_m, channel_names=None, fig=None, x_tick_rot=0, size=None, cmap=plt.cm.RdBu_r, colorbar=True, color_anchor=None, title=None): """Creates a lower-triangle of the matrix of an nxn set of values. This is @@ -1386,7 +1386,7 @@ def plot_spectral_estimate(f, sdf, sdf_ests, limits=None, elabels=()): """ - Plot an estimate of a spectral transform agains the ground truth. + Plot an estimate of a spectral transform against the ground truth. Utility file used in building the documentation """ diff -Nru nitime-0.2.99/THANKS nitime-0.3.1/THANKS --- nitime-0.2.99/THANKS 2011-06-03 01:22:06.000000000 +0000 +++ nitime-0.3.1/THANKS 2011-08-17 21:05:14.000000000 +0000 @@ -5,33 +5,34 @@ Below is a partial list. If you've been left off, please let us know (nipy-devel at neuroimaging.scipy.org), and you'll be added. +Tim Blanche Matthew Brett +Christopher Burns Michael Castelle Philippe Ciuciu Dav Clark Yann Cointepas Mark D'Esposito +Drew Fegen +Alex Gramfort +Yaroslav Halchenko Brian Hawthorne +Paul Ivanov +Kilian Koepsell Tim Leslie Cindee Madison Jarrod Millman Fernando Perez +Josef Perktold Jean-Baptiste Poline -Alexis Roche Denis Riviere +Alexis Roche +Ariel Rokem +Lavi Secundo +Felice Sun Jonathan Taylor Bertrand Thirion Bernjamin Thyreau Mike Trumpis Karl Young -Christopher Burns Tom Waite -Felice Sun -Ariel Rokem -Paul Ivanov -Kilian Koepsell -Tim Blanche -Drew Fegen -Yaroslav Halchenko -Lavi Secundo -Josef Perktold \ No newline at end of file diff -Nru nitime-0.2.99/tools/build_release nitime-0.3.1/tools/build_release --- nitime-0.2.99/tools/build_release 2011-06-03 01:22:06.000000000 +0000 +++ nitime-0.3.1/tools/build_release 2011-08-17 21:05:14.000000000 +0000 @@ -22,7 +22,7 @@ sh('./setup.py sdist --formats=gztar,zip') # Build eggs -sh('python2.6 ./setup_egg.py bdist_egg') +sh('python ./setup_egg.py bdist_egg') # Create a windows distribution sh("python setup.py bdist_wininst") diff -Nru nitime-0.2.99/tools/github_stats.py nitime-0.3.1/tools/github_stats.py --- nitime-0.2.99/tools/github_stats.py 1970-01-01 00:00:00.000000000 +0000 +++ nitime-0.3.1/tools/github_stats.py 2011-08-17 21:05:14.000000000 +0000 @@ -0,0 +1,109 @@ +#!/usr/bin/env python +"""Simple tools to query github.com and gather stats about issues. +""" +#----------------------------------------------------------------------------- +# Imports +#----------------------------------------------------------------------------- + +from __future__ import print_function + +import json +import sys + +from datetime import datetime, timedelta +from urllib import urlopen + +#----------------------------------------------------------------------------- +# Functions +#----------------------------------------------------------------------------- + +def get_issues(project="nipy/nitime/", state="open"): + """Get a list of the issues from the Github API.""" + f = urlopen("http://github.com/api/v2/json/issues/list/%s%s" % (project, + state)) + return json.load(f)['issues'] + + +def _parse_datetime(s): + """Parse dates in the format returned by the Github API.""" + return datetime.strptime(s.rpartition(" ")[0], "%Y/%m/%d %H:%M:%S") + + +def issues2dict(issues): + """Convert a list of issues to a dict, keyed by issue number.""" + idict = {} + for i in issues: + idict[i['number']] = i + return idict + + +def is_pull_request(issue): + """Return True if the given issue is a pull request.""" + return 'pull_request_url' in issue + + +def issues_closed_since(period=timedelta(days=365), project="nipy/nitime/"): + """Get all issues closed since a particular point in time. period +can either be a datetime object, or a timedelta object. In the +latter case, it is used as a time before the present.""" + allclosed = get_issues(project=project, state='closed') + if isinstance(period, timedelta): + period = datetime.now() - period + return [i for i in allclosed if _parse_datetime(i['closed_at']) > period] + + +def sorted_by_field(issues, field='closed_at', reverse=False): + """Return a list of issues sorted by closing date date.""" + return sorted(issues, key = lambda i:i[field], reverse=reverse) + + +def report(issues, show_urls=False): + """Summary report about a list of issues, printing number and title. + """ + # titles may have unicode in them, so we must encode everything below + if show_urls: + for i in issues: + print('* `%d <%s>`_: %s' % (i['number'], + i['html_url'].encode('utf-8'), + i['title'].encode('utf-8'))) + else: + for i in issues: + print('* %d: %s' % (i['number'], i['title'].encode('utf-8'))) + +#----------------------------------------------------------------------------- +# Main script +#----------------------------------------------------------------------------- + +if __name__ == "__main__": + # Whether to add reST urls for all issues in printout. + show_urls = True + + # By default, search one month back + if len(sys.argv) > 1: + days = int(sys.argv[1]) + else: + days = 30 + + # turn off to play interactively without redownloading, use %run -i + if 1: + issues = issues_closed_since(timedelta(days=days)) + + # For regular reports, it's nice to show them in reverse chronological order + issues = sorted_by_field(issues, reverse=True) + + # Break up into pull requests and regular issues + pulls = filter(is_pull_request, issues) + regular = filter(lambda i: not is_pull_request(i), issues) + n_issues, n_pulls, n_regular = map(len, (issues, pulls, regular)) + + # Print summary report we can directly include into release notes. + print("Github stats for the last %d days." % days) + print("We closed a total of %d issues, %d pull requests and %d regular \n" + "issues; this is the full list (generated with the script \n" + "`tools/github_stats.py`):" % (n_issues, n_pulls, n_regular)) + print() + print('Pull requests (%d):\n' % n_pulls) + report(pulls, show_urls) + print() + print('Regular issues (%d):\n' % n_regular) + report(regular, show_urls) diff -Nru nitime-0.2.99/tools/make_examples.py nitime-0.3.1/tools/make_examples.py --- nitime-0.2.99/tools/make_examples.py 2011-06-03 01:22:06.000000000 +0000 +++ nitime-0.3.1/tools/make_examples.py 2011-08-17 21:05:14.000000000 +0000 @@ -74,14 +74,14 @@ sh('../../tools/ex2rst --project Nitime --outdir . .') # Make the index.rst file -with open('index.rst', 'w') as index: - index.write(examples_header) - for name in [os.path.splitext(f)[0] for f in glob('*.rst')]: - #Don't add the index in there to avoid sphinx errors and don't add the - #note_about examples again (because it was added at the top): - if name not in(['index','note_about_examples']): - index.write(' %s\n' % name) - +index = open('index.rst', 'w') +index.write(examples_header) +for name in [os.path.splitext(f)[0] for f in glob('*.rst')]: + #Don't add the index in there to avoid sphinx errors and don't add the + #note_about examples again (because it was added at the top): + if name not in(['index','note_about_examples']): + index.write(' %s\n' % name) +index.close() # Execute each python script in the directory. if '--no-exec' in sys.argv: pass