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python-sparse-examples

Sparse linear algebra extension for Python: documentation

This package provides documents and examples for python-sparse, a set of sparse matrix types for Python, with modules which implement: - Iterative methods for solving linear systems of equations - A set of standard preconditioners - An interface to a direct solver for sparse linear systems of equations - The JDSYM eigensolver

All of these modules are implemented as C extension modules based on standard sparse and dense matrix libraries (UMFPACK/AMD, SuperLU, BLAS/LAPACK) for maximum performance.

Homepage:
Package version:1.1-1
Architecture:all
Distribution:Debian
Filename:python-sparse-examples_1.1-1_all.deb

/usr/share/doc/python-sparse-examples/changelog.Debian.gz

pysparse (1.1-1) unstable; urgency=low

  * New upstream release.
  * Small changes to package description.
  * Bounds-checking eliminates many crashes (closes: #535318).
  * Added --install-layout=deb to setup.py install (closes: #547839).
  * Using quilt for patches, and added README.source describing it.
  * Updated Standards-Version.

 -- Adam C. Powell, IV <hazelsct@debian.org>  Tue, 29 Sep 2
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/usr/share/doc/python-sparse-examples/changelog.gz

Fixed to locate numpy header files correctly

Automate installation of numpy (no flags to change in setup.py)

Removed some Numeric imports

Moved version number from __init__.py to __version__.py

1.0
--------------------------------------------------------------------------------
Moved modules inside "pysparse" name space.

Updated to use the new numpy, but still compatible with the old Numeric.
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/usr/share/doc/python-sparse-examples/copyright

This package was debianized by Adam C. Powell, IV <hazelsct@debian.org> on
November 20, 2006.

It was downloaded from http://sourceforge.net/projects/pysparse/

Copyright for the main package:

Copyright (c) 2001-2003, ETH Zurich and Roman Geus
All rights reserved.

Redistribution and use in source and binary forms, with or without
modification, are permitted provided that the following conditions
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