Integral almost square-free modular categories
J Dong, L Li, L Dai - Journal of Algebra and Its Applications, 2017 - World Scientific
We study integral almost square-free modular categories; ie, integral modular categories of
Frobenius–Perron dimension pnm, where p is a prime number, m is a square-free natural …
Frobenius–Perron dimension pnm, where p is a prime number, m is a square-free natural …
Integral almost square-free modular categories
J Dong, L Li, L Dai - arXiv preprint arXiv:1512.02012, 2015 - arxiv.org
We study integral almost square-free modular categories; ie, integral modular categories of
Frobenius-Perron dimension $ p^ nm $, where $ p $ is a prime number, $ m $ is a square …
Frobenius-Perron dimension $ p^ nm $, where $ p $ is a prime number, $ m $ is a square …
Integral almost square-free modular categories
J Dong, L Li, L Dai - arXiv e-prints, 2015 - ui.adsabs.harvard.edu
We study integral almost square-free modular categories; ie, integral modular categories of
Frobenius-Perron dimension $ p^ nm $, where $ p $ is a prime number, $ m $ is a square …
Frobenius-Perron dimension $ p^ nm $, where $ p $ is a prime number, $ m $ is a square …
Integral almost square-free modular categories.
J Dong, L Li, L Dai - Journal of Algebra & Its Applications, 2017 - search.ebscohost.com
We study integral almost square-free modular categories; ie, integral modular categories of
Frobenius-Perron dimension, where is a prime number, is a square-free natural number …
Frobenius-Perron dimension, where is a prime number, is a square-free natural number …