On Isomorphism Testing of Groups with Normal Hall Subgroups

Youming Qiao, Jayalal Sarma M.N. & Bangsheng Tang
A normal Hall subgroup $N$ of a group $G$ is a normal subgroup with its order coprime with its index. Schur-Zassenhaus theorem states that every normal Hall subgroup has a complement subgroup, that is a set of coset representatives H which also forms a subgroup of G. In this paper, we present a framework to test isomorphism of groups with at least one normal Hall subgroup, when groups are given as multiplication tables. To establish...
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