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Integral non-group-theoretical modular categories of dimension $p^2q^2$

Published 4 Apr 2024 in math.QA | (2404.03826v1)

Abstract: We construct all integral non-group-theoretical modular categories of dimension $p2q2$, where $p$ and $q$ are distinct prime numbers, establishing that a necessary and sufficient condition for their existence is that $p \mid q+1$, and their rank is $p2 + \frac{q2 - 1}{p}$.

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