A class of prime fusion categories of dimension $2^N$

Jingcheng Dong, Sonia Natale, Hua Sun

We study a class of strictly weakly integral fusion categories ${\mathfrak{I}}_{N,\zeta }$, where $N\ge 1$ is a natural number and $\zeta$ is a $2^N$th root of unity, that we call $N$-Isin…