Abstract
AbstractConditions are investigated under which a product G = HK of soluble subgroups H, K, each permutable in G, is soluble. It is shown in particular that this is true if one of the subgroups is nilpotent or if H ∩ K is subnormal in both H and K.
Publisher
Cambridge University Press (CUP)
Cited by
2 articles.
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1. On certain products of soluble groups;Forum Mathematicum;2001-01-17
2. Infinite groups;Journal of Soviet Mathematics;1982