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作 者:Changguo Shao Antonio Beltrán
机构地区:[1]College of Science,Nanjing University of Posts and Telecommunications,Nanjing,People’s Republic of China [2]Departamento de Matemáticas,Universitat Jaume I,12071 Castellón,Spain
出 处:《Communications in Mathematics and Statistics》2024年第1期45-54,共10页数学与统计通讯(英文)
摘 要:Let G be a finite group and assume that a group of automorphisms A is acting on G such that A and G have coprime orders.We prove that the fact of imposing specific properties on the second maximal A-invariant subgroups of G determines that G is either soluble or isomorphic to a fewnon-soluble groups such as PSL(2,5)or SL(2,5).
关 键 词:Invariant subgroups Coprime action Second maximal subgroup Trivial intersection subgroup
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