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Modularity of the Drinfeld center of the category of G-graded vector spaces

As it was pointed out in the question, for $G$ abelian, the simple objects in $\mathcal{Z}(\mathrm{Vect}_G)$ are parametrized by the group $G\oplus G^\vee$ where $G$ is the dual character group $$G^\...
Danos's user avatar
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Is there a fusion category with an object which does not commute with its dual?

I wrote a piece of Mathematica code to find fusion rings (that are available in the Anyonica package) that satisfy this constraint: ...
Gert's user avatar
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