Minimal modular extensions of super-Tannakian categories are classified using fermionic actions and group cohomology, yielding explicit counts for examples like Z/6Z and Z/4Z.
Cat \'e gories pr \'e modulaires, modularisations et invariants des vari \'e t \'e s de dimension 3
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Minimal modular extensions for super-Tannakian categories
Minimal modular extensions of super-Tannakian categories are classified using fermionic actions and group cohomology, yielding explicit counts for examples like Z/6Z and Z/4Z.