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Finite Groups in Which Maximal Subgroups of Sylow \(p\)-Subgroups are \(\mathcal{M}\)-Permutable

  • Z. Fan,
  • Z. Gao,
  • J. Zhao,
  • B. Gao

摘要

Abstract

In this paper, we investigate the structure of finite groups and obtain the classification of nonabelian chief factors by considering \(\mathcal{M}\) -permutable maximal subgroups of Sylow \(p\) -subgroups. We also consider the application of such formations in the theory of finite groups.