Acta Scientiarum Naturalium Universitatis Pekinensis

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Primitive Permutation Groups with a Solvable Subconstituent of Degree 5

WANG Jie   

  1. Department of Mathematics, Peking University, Beijing, 100871
  • Received:1995-04-10 Online:1995-09-20 Published:1995-09-20

具有5次可解次成分的本原群

王杰   

  1. 北京大学数学系,北京,100871

Abstract: In this paper we complete the classification of all primitive permutation groups which have a solvable subconstituent of degree 5.

Key words: permutation group, primitive group, subconstituent, representation theory

摘要: 本文对于具有5次可解次成分的本原群进行了完全分类。

关键词: 置换群, 本原群, 次成分, 表示论

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