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| Name: gap-laguna | Distribution: openSUSE:Factory:zSystems |
| Version: 3.9.7 | Vendor: openSUSE |
| Release: 1.2 | Build date: Mon Jul 1 18:02:14 2024 |
| Group: Productivity/Scientific/Math | Build host: reproducible |
| Size: 1288104 | Source RPM: gap-laguna-3.9.7-1.2.src.rpm |
| Packager: https://bugs.opensuse.org | |
| Url: https://gap-packages.github.io/laguna/ | |
| Summary: GAP: Lie AlGebras and UNits of group Algebras | |
LAGUNA extends GAP functionality for computations in group rings. Besides computing some general properties and attributes of group rings and their elements, LAGUNA is able to perform two main kinds of computations. Namely, it can verify whether a group algebra of a finite group satisfies certain Lie properties; and it can calculate the structure of the normalized unit group of a group algebra of a finite p-group over the field of p elements.
GPL-2.0-or-later
* Mon Jul 01 2024 Jan Engelhardt <[email protected]>
- Update to release 3.9.7
* Various janitorial changes
* Sun Jun 25 2023 Jan Engelhardt <[email protected]>
- Update to release 3.9.6
* Janitorial changes only
* Sat Nov 19 2022 Jan Engelhardt <[email protected]>
- Update to release 3.9.5
* Fix a bug in `Inverse` for non-normalized units.
* Turn `IsGroupOfUnitsOfMagmaRing`, `IsUnitGroupOfGroupRing`
and `IsNormalizedUnitGroupOfGroupRing` properties into
categories.
* Turn `IsSymmetric`, `IsUnitary` into properties.
* Implement computation of MIP-related invariants of p-groups
and their modular group algebras.
* Wed Nov 14 2018 Jan Engelhardt <[email protected]>
- Update to new upstream release 3.9.0
* Fix the ordering of weighted basis elements: Now, after
sorting elements of the weighted basis by their weights,
elements of the same weight will be sorted (w.r.t. `<`).
This will ensure that their order does not rely on the
treatment of elements of the same weight by the sorting
algorithm.
* Sun Dec 24 2017 [email protected]
- Update to new upstream release 3.8.0
* Fixed a bug in PcPresentationOfNormalizedUnit that may cause
NaturalBijectionToPcNormalizedUnitGroup returning wrong
results for p>2
* Sat Sep 09 2017 [email protected]
- Update to new upstrem release 3.7.0
* Fixed a bug in Augmentation returning an integer zero for
zero element of a group ring, being calculated as the sum
over an empty list. Now it will properly return the zero
element of the underlying ring
* Fixed a bug in PcPresentationOfNormalizedUnit that may cause
NaturalBijectionToPcNormalizedUnitGroup returning wrong
results for p>2.
* Thu Feb 06 2014 [email protected]
- Update to new upstream release 3.6.4
* Fixed a bug that might lead to a break loop in AugmentationIdeal
* Updated the test example for GAP 4.7 release replacing
WreathProduct by StandardWreathProduct
* Fri May 10 2013 [email protected]
- Split laguna (version 3.6.3) off the gap RPM package
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