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On Abelian group representability of finite groups
Published 2014“…If for any choice of subgroups G1,…,Gn, there exists some abelian group A which represents G, we refer to G as being abelian (group) representable for n. We completely characterize dihedral, quasi-dihedral and dicyclic groups with respect to their abelian representability, as well as the case when n=2, for which we show a group is abelian representable if and only if it is nilpotent. …”
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Solutions for Network Games and Symmetric Group Representations
Published 2019-01-01Get full text
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