This package provides methods for constructing and testing matrix
presentations of the representations of SL(2,Z) whose kernels are congruence
subgroups of SL(2,Z).
Irreducible representations of prime-power level are constructed individually
by using the Weil representations of quadratic modules, and from these a list
of all representations of a given degree or level can be produced. The format
is designed for the study of modular tensor categories in particular,
providing symmetric matrix presentations of each representation.
* Wed Jul 15 2026 Fedora Release Engineering <releng@fedoraproject.org> - 1.1-7
- Rebuilt for https://fedoraproject.org/wiki/Fedora_45_Mass_Rebuild
* Wed Jun 10 2026 Jerry James <loganjerry@gmail.com> - 1.1-6
- Rebuild for gap 4.16.0
- Use gap(...) symbols in dependencies
* Fri Jan 16 2026 Fedora Release Engineering <releng@fedoraproject.org> - 1.1-5
- Rebuilt for https://fedoraproject.org/wiki/Fedora_44_Mass_Rebuild
* Thu Sep 25 2025 Jerry James <loganjerry@gmail.com> - 1.1-4
- Fix incomplete conversion to GAP declarative buildsystem
* Thu Sep 25 2025 Jerry James <loganjerry@gmail.com> - 1.1-3
- Use the GAP declarative buildsystem
* Wed Jul 23 2025 Fedora Release Engineering <releng@fedoraproject.org> - 1.1-2
- Rebuilt for https://fedoraproject.org/wiki/Fedora_43_Mass_Rebuild
* Wed Jun 25 2025 Jerry James <loganjerry@gmail.com> - 1.1-1
- Initial RPM
