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Title of Journal: Sci China Ser AMath

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Abbravation: Science in China Series A: Mathematics

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SP Science in China Press

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1862-2763

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On finite 2groups all of whose subgroups are mutu

Authors: Vladimir Ćepulić
Publish Date: 2009/03/12
Volume: 52, Issue: 2, Pages: 254-260
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Abstract

In this paper we investigate the title groups which we call isomaximal We give the list of all isomaximal 2groups with abelian maximal subgroups Further we prove some properties of isomaximal 2groups with nonabelian maximal subgroups After that we investigate the structure of isomaximal groups of order less than 64 Finally in Theorem 14 we show that the minimal nonmetacyclic group of order 32 possesses a unique isomaximal extension of order 64

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