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libcdd0

Library for finding vertices of convex polytopes, runtime

Variants:
The cddlib library is a C library for manipulating general convex polyhedra. It supports converting between the system of linear inequalities representation and a vertices and extreme rays representation of a polyhedron, and also supports solving linear programming problems.

This package contains the cddlib shared libraries.

Homepage:
Package version:094b.dfsg-4.2
Architecture:mipsel
Distribution:Debian
Filename:libcdd0_094b.dfsg-4.2_mipsel.deb

/usr/share/doc/libcdd0/README.gz

2005-08-04 (August 4, 2005)
-----------------------------------------------
C-Library cddlib (version 0.94) README FILE
-----------------------------------------------
1. The C-library  cddlib is a C implementation of the Double Description 
Method of Motzkin et al. for generating all vertices (i.e. extreme points)
and extreme rays of a general convex polyhedron in R^d given by a system 
of linear
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/usr/share/doc/libcdd0/changelog.Debian.gz

cddlib (094b.dfsg-4.2) unstable; urgency=low

  * Non-maintainer upload.
  * Don't ship .la files (Closes: #621336).

 -- Luk Claes <luk@debian.org>  Sat, 18 Jun 2011 19:37:21 +0200

cddlib (094b.dfsg-4.1) unstable; urgency=low

  * NMU.  Change build-depend from libgmp3-dev to libgmp-dev.

 -- Steve M. Robbins <smr@debian.org>  Wed, 16 Mar 2011 20:44:10 -0500

cddlib (094b.dfsg-4) unstable; urgen
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/usr/share/doc/libcdd0/changelog.gz

libcdd, cdd & cdd+ HISTORY file    (as of August 25, 2005)

*** libcdd version (date) / changes ***

Version 094b (August 25, 2005) /
 - A bug for the representation conversion, reported by
   Michal Kvasnica, was fixed.  The earlier 094* versions
   prematurely terminate the conversion when the number
   of rows is equal to the number of columns in the input.
   This means the earlier 094* do not
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/usr/share/doc/libcdd0/AUTHORS

Komei Fukuda
School of Computer Science
McGill University
McConnel Engineering Building
3480 Univers
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/usr/share/doc/libcdd0/copyright

This package was debianized by Tim Abbott <tabbott@mit.edu> in 2008.

It was downloaded from http://
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