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python-syfi

Finite element method (FEM) C++ library - Python bindings

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The finite element method (FEM) package SyFi is a C++ library built on top of the symbolic math library GiNaC. The name SyFi stands for Symbolic Finite Elements. The package provides polygonal domains, polynomial spaces, and degrees of freedom as symbolic expressions that are easily manipulated. This makes it easy to define finite elements and variational forms. These elements and forms are then used to generate efficient C++ code.

SyFi is similar to FFC in the sense that it has a compiler that generates UFC code based on variational forms and finite elements. It is also similar to FIAT in the sense that it implements many different finite elements.

This package contains the Python interface for SyFi.

Homepage:
Package version:1.0.0.dfsg-1
Architecture:amd64
Distribution:Debian
Filename:python-syfi_1.0.0.dfsg-1_amd64.deb

/usr/share/doc/python-syfi/README

SyFi - Symbolic Finite Elements
===============================

SyFi is a package for defining finite element methods. In contrast to
most other finite element packages, the finite elements, the weak
forms etc are defined symbolically instead of numerically. SyFi relies
on the symbolic math library GiNaC (www.ginac.de).

SFC - The SyFi Form Compiler
============================

The SyFi Form Com
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/usr/share/doc/python-syfi/changelog.Debian.gz

syfi (1.0.0.dfsg-1) unstable; urgency=low

  * New upstream release.
  * debian/control:
    - Replace swig with swig2.0 in Build-Depends and in Depends field
      for binary package libsyfi1.0-dev.
    - Require python-ufc >= 2.0.5 and python-ufl >= 1.0.0 for binary
      package sfc.
    - Require ufc >= 2.0.5 for binary package libsyfi1.0-dev.
  * Remove patches (applied upstream).
  * debian/
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/usr/share/doc/python-syfi/changelog.gz

0.1
The initial release of SyFi. Only Lagrangian elements and element
matrices for the Poisson problem has been implemented (in a nice way) so
far.

0.2
Added Bernstein polynomials, the Crouzeix-Raviart element, the
Raviart-Thomas element, Python support and the computation of the
Jacobian of a nonlinear convection diffusion problem based on symbolic
differentiation.

0.3
Added Legendre polynomial
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/usr/share/doc/python-syfi/AUTHORS

The main authors of SyFi are: 

  Kent-Andre Mardal <kent-and@simula.no>
  Simula Research Laborato
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/usr/share/doc/python-syfi/copyright

Format: http://svn.debian.org/wsvn/dep/web/deps/dep5.mdwn?rev=174
Upstream-Name: SyFi
Upstream-Conta
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