SL2Reps 1.1

SL2Reps 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.

SRPMS

gap-pkg-sl2reps-1.1-1.fc43.src.rpm

SPECS

For the purpose of submitting this package to Fedora, here is the RPM spec file.

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