首页|Finite Groups in Which Every Maximal Subgroup Is Nipotent or a TI-Subgroup or Has Order p'

Finite Groups in Which Every Maximal Subgroup Is Nipotent or a TI-Subgroup or Has Order p'

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We obtain a complete characterization of the structure of a finite group G in which every maximal subgroup is nilpotent or a TI-subgroup or has order p'for any fixed prime divisor p of|G|.Moreover,we show that there exists at most one prime divisor q of|G|| such that G is neither q-niilpotent nor q-closed.

maximal subgroupnilpotentTI-subgroupp'-order

Jiangtao Shi

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School of Mathematics and Information Sciences,Yantai University Yantai,Shandong 264005,China

Shandong Provincial Natural Science Foundation,ChinaShandong Provincial Natural Science Foundation,ChinaNSFC

ZR2017MA022ZR2020MA04411761079

2023

代数集刊(英文版)

代数集刊(英文版)

CSCD北大核心
ISSN:1005-3867
年,卷(期):2023.30(1)
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