Ali Reza Ashrafi, Fatemeh Koorepazan-Moftakhar
Published 2016-05-29Version 1
A supercharacter theory for a finite group $G$ is a set of superclasses each of which is a union of conjugacy classes together with a set of sums of irreducible characters called supercharacters that together satisfy certain compatibility conditions.The aim of this paper is to give a description of some finite simple groups with exactly three or four supercharacter theories.
Toward a Classification of the Supercharacter Theories of $C_p\times C_p$
Baer--Suzuki theorem for the $π$-radical
A classification of finite $p$-groups with a unique $\mathcal{A}_2$-subgroup
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