Finite groups whose $n$-maximal subgroups are $\sigma$-subnormal

Published: Aug 11, 2016
Abstract
Let \sigma =\{\sigma_{i} | i\in I\}be some partition of the set of all primes \Bbb{P} A set {\cal H}of subgroups of Gis said to be a \emph{complete Hall \sigma set} of Gif every member \ne 1of {\cal H}is a Hall \sigma_{i}subgroup of G for some i\in I and \cal Hcontains exact one Hall \sigma_{i}subgroup of Gfor every \sigma_{i}\in \sigma (G) A subgroup Hof Gis said to be:...
Paper Details
Title
Finite groups whose $n$-maximal subgroups are $\sigma$-subnormal
Published Date
Aug 11, 2016
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