[no description] https://git.osdyson.ru/mirror/pkgsrc/atom?h=pkgsrc_2015Q2 2014-07-22T10:11:42Z 2014-07-22T10:11:42Z wiz wiz 2014-07-22T10:11:42Z urn:sha1:35cf1eced2bd041b502c3148dbf82b5cbb077ba1 --0.19-- Released June 10, 2014 * Moved issue tracking to github and the main website to mpmath.org. Several URLs and issue numbers were updated in the documentation (Sergey B Kirpichev) * Enabled automatic testing with Travis CI (Sergey B Kirpichev) * Fixed many doctest issues (Sergey B Kirpichev) * Converted line endings to LF (Ondrej Certik) * Made polyroots() more robust (Ondrej Certik) 2014-06-06T12:11:46Z wen wen 2014-06-06T12:11:46Z urn:sha1:e99fcb9f490e1e9d8a5f16f025c70b86586dc5ee Upstream changes: --0.18-- Released December 31, 2013 Linear algebra: * added qr() for matrix QR factorization (contributed by Ken Allen) * added functions eigsy(), eighe(), eig() to compute matrix eigenvalues (contributed by Timo Hartmann) * added functions svd(), svd_r(), svd_c() for singular value decomposition of matrices (contributed by Timo Hartmann) * added calculation of Gaussian quadrature rules for various weight functions (contributed by Timo Hartmann) * improved precision selection in exp_pade() (contributed by Mario Pernici) Special functions: * fixed ellippi() to return an inf instead of raising an exception * fixed a crash in zeta() with huge arguments * added functions for computing Stirling numbers (stirling1(), stirling2()) * improved the computation of zeros of zeta at high precision (contributed by Juan Arias de Reyna) * fixed zeta(-x) raising an exception for tiny x * recognize when lerchphi() can call zeta() or polylog(), handling those cases faster Compatibility: * fixed gmpy2 compatibility issues (contributed by Case Van Horsen) * better solutions for python 2/3 compatibility, using Benjamin Peterson's six.py * fixes to allow mpmath to run in non-sage mode when sage is available * support abstract base classes (contributed by Stefan Krastanov) * use new-style classes to improve pypy performance Other: * added Levin, Sidi-S and Cohen/Villegas/Zagier series transformations (contributed by Timo Hartmann) * added isfinite() utility function * fixed a problem with bisection root-finding * fixed several documentation errors * corrected number of coefficients returned by diffs() with method='quad' * fixed repr(constant) being slow at high precision * made intervals hashable 2014-05-09T07:36:53Z wiz wiz 2014-05-09T07:36:53Z urn:sha1:84420beaae7a04e9bd6a46d33d31e46e8c1080ce until proven otherwise. 2014-01-25T10:29:56Z wiz wiz 2014-01-25T10:29:56Z urn:sha1:6e3758a969debd301b6931288ac42e5d42199019 either because they themselves are not ready or because a dependency isn't. This is annotated by PYTHON_VERSIONS_INCOMPATIBLE= 33 # not yet ported as of x.y.z or PYTHON_VERSIONS_INCOMPATIBLE= 33 # py-foo, py-bar respectively, please use the same style for other packages, and check during updates. Use versioned_dependencies.mk where applicable. Use REPLACE_PYTHON instead of handcoded alternatives, where applicable. Reorder Makefile sections into standard order, where applicable. Remove PYTHON_VERSIONS_INCLUDE_3X lines since that will be default with the next commit. Whitespace cleanups and other nits corrected, where necessary. 2012-09-11T23:04:15Z asau asau 2012-09-11T23:04:15Z urn:sha1:2616ea74347a099f94cc21357dd8070ab5cad4a4 2012-04-08T19:08:44Z wiz wiz 2012-04-08T19:08:44Z urn:sha1:14cd86f4a2e5a5e2fc11dc026149b4bb17cd5bcd Remove devel/py-ctypes (only needed by and supporting python24). Remove PYTHON_VERSIONS_ACCEPTED and PYTHON_VERSIONS_INCOMPATIBLE lines that just mirror defaults now. Miscellaneous cleanup while editing all these files. 2012-02-24T19:40:53Z drochner drochner 2012-02-24T19:40:53Z urn:sha1:8b402ee2458ffafb8b6944ce0a231ead20c7ea6d changes: -various additions and improvements -bugfixes -dropped Puthon-2.4 support 2010-08-10T18:04:30Z drochner drochner 2010-08-10T18:04:30Z urn:sha1:40909b170cd95699c4d0a44d9e3e14c437c0287c many fixes and improvements, too much to list here 2010-02-08T11:54:25Z obache obache 2010-02-08T11:54:25Z urn:sha1:b92940cf01638b035e07e7a48474b58fbc198f2e per update request from Wen Heping by PR#42755. Pkgsrc changes: * Set LICENSE * correct EOL style of installed files * Add self-test target Changes: --0.14-- Released February 5, 2010 General changes: * Fully separated the code into "low-level" and "high-level", permitting the use of alternative contexts (the mpmath.mp object provides the default implementation) * Implemented a context for fast double-precision arithmetic using Python types (mpmath.fp) * Implemented hooks for importing a faster version of mp arithmetic from Sage * Implemented optimized fp versions of certain functions (including erf, erfc, gamma, digamma, ei, e1) * Renamed and reorganized various internal modules and methods (including merging low-level modules into mpmath.libmp). This should not affect most external code using top-level imports. Plotting: * Implemented splot() for 3D surface plots (contributed by Jorn Baayen) * Permit calling plot functions with custom axes (contributed by Jorn Baayen) Matrices: * Fixed lu_solve for overdetermined systems (contributed by Vinzent Steinberg) * Added conjugate matrix transpose (contributed by Vinzent Steinberg) * Implemented matrix functions (expm, cosm, sinm, sqrtm, logm, powm) Miscellaneous: * Prettier printing of numbers with leading zeros at small precisions * Made nstr pass on kwargs, permitting more formatting options * Fixed wrong directed rounding of addition of numbers with large magnitude differences * Fixed several docstring typos (contributed by Chris Smith) * Fixed a bug that prevented caching of quadrature nodes to work optimally. Special functions: * Implemented fast evaluation for large imaginary heights of the Riemann zeta function, Z function and derived functions using the Riemann-Siegel (contributed by Juan Arias de Reyna) * Unified the zeta() and hurwitz() functions, automatically selecting a fast algorithm * Improved altzeta() to fall back to zeta() for large arguments * Fixed accuracy of zeta(s) for s ~= 1 * Implemented exact evaluation of Euler numbers (contributed by Juan Arias de Reyna) * Implemented numerical evaluation of Euler numbers and Euler polynomials (eulernum(), eulerpoly()) * Fixed bernpoly() and eulerpoly() to compute accurate values for large parameters * Fixed accuracy problems for hypergeometric functions with large parameters * Faster evaluation of hypergeometric series using on-the-fly code generation * Optimized hypercomb to detect certain zero terms symbolically * Removed the djtheta function (jtheta() accepts a derivative parameter) * Implemented li(x, offset=True) to compute the offset logarithmic integral * Fixed wrong branch in Lambert W function for certain complex inputs * Implemented the reflection formula for the Barnes G-function, superfactorials, hyperfactorials, permitting large arguments in the left half-plane * Implemented analytic continuation to |z| >= 1 for hypergeometric functions pFq with p=q+1; added hyp3f2() * Implemented Borel summation of divergent pFq functions with p > q+1 * Implemented automatic degree reduction of hypergeometric functions with repeated parameters * Added convenience functions expj(), expjpi() * Use Mathematica's convention for the continuation of the Meijer G-function * Added phase(), polar(), rect() functions for compatibility with the Python 2.6 cmath module * Implemented spherical harmonics (spherharm()) * Optimized ci(), si(), chi(), shi() for complex arguments by evaluating them in terms of ei() * Optimized hyp2f1 for z ~= -1 2010-01-27T14:16:10Z drochner drochner 2010-01-27T14:16:10Z urn:sha1:1012fe5f852e41afd7d5d9e5d0b59704added76a