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6 votes
1 answer
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Is there a strongly noncommutative fusion category?

A fusion category is called noncommutative if its Grothendieck ring is noncommutative. Let us call a fusion category strongly noncommutative if every fusion category Morita equivalent to it (i.e. same ...
Sebastien Palcoux's user avatar
5 votes
0 answers
183 views

Strongly simple fusion categories: the known examples?

A fusion category is called simple if its fusion subcategories are just $Vec$ and itself. Let us call a fusion category strongly simple if every fusion category Morita equivalent to it (i.e. same ...
Sebastien Palcoux's user avatar