Difference between revisions of "ApCoCoA-1:Changelog"

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=== 0.99.05 - initial release===
 
=== 0.99.05 - initial release===
 
The original release (Version: 0.99.5, analog to the CoCoA Library) contains the following:
 
The original release (Version: 0.99.5, analog to the CoCoA Library) contains the following:
* a FGLM implementation by Stefan Kaspar
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* an FGLM implementation by Stefan Kaspar
 
* an implementation of the border basis algorithm, as described by Achim Kehrein and Martin Kreuzer, also written by Stefan Kaspar
 
* an implementation of the border basis algorithm, as described by Achim Kehrein and Martin Kreuzer, also written by Stefan Kaspar
 
* an implementation of the approximate Buchberger Moeller Algorithm
 
* an implementation of the approximate Buchberger Moeller Algorithm
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{{Stub}}
 
{{Stub}}
  
[[Category:ApCoCoA]]
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[[Category:ApCoCoA|{{PAGENAME}}]]
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[[Category:ApCoCoALib|{{PAGENAME}}]]

Latest revision as of 10:29, 5 December 2007

For known bugs, problem or any other issues, please consider ApCoCoA:KnownIssues.

The release number is usually identical to the current CoCoALib release. Consequently, certain releases might be skipped.

ApCoCoA Changelog

tip

  • added RingDouble (by dheldt)

tip is the latest checked in source, you might be more familiar with HEAD coming from CVS.

0.99.07

  • rename namespace numerical to NumericalCore
  • remove Tmp prefix from src and include directories
  • add Ap to header guards
  • correct COPYING, add copies of GPL and FDL to appropriate directories
  • remove RCS logs from various files.

0.99.06 was skipped.

0.99.05 - initial release

The original release (Version: 0.99.5, analog to the CoCoA Library) contains the following:

  • an FGLM implementation by Stefan Kaspar
  • an implementation of the border basis algorithm, as described by Achim Kehrein and Martin Kreuzer, also written by Stefan Kaspar
  • an implementation of the approximate Buchberger Moeller Algorithm
  • the NumericalFoundation which provides a thin abstraction layer for BLAS and Lapack

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