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Finite groups in which the centralizer of every minimal subgroup is cyclic
  • 期刊名称：Mathematical Proceedings of the Royal Irish Academ
  • 时间：2013
  • 页码：1-4
  • 相关项目：有限群的Frobenius谱集合与子群的共轭类型
作者： Shi,Jiangtao|
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有限群的Frobenius谱集合与子群的共轭类型
期刊论文 48
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Finite groups with given quantitative non-nilpotent subgroups II
A note on the normalizer of Sylow 2-subgroup of special linear group SL_2(p^f)
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关于极大子群指数的一个注记
On a generalization of a theorem of Burnside
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The influence of the number of non-(sub)normal non-abelian subgroups on solvability of finite groups
Finite non-solvable groups whose monolithic characters vanish on at most three conjugacy classes
On zero patterns of characters of finite groups
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Solvability of finite groups with four class sizes of certain elements
A note on the number of zeros in the columns of the character table of a group
The influence of the number of non-(sub)normalnon-abelian subgroups on solvability of finite groups
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非平凡循环子群共轭类类数较小的有限非可解群
Finite groups with few vanishing elements
Finite groups with some non-cyclic subgroups having small indices in their normalizers
非幂零极大子群共轭类类数给定的有限群
On the set of the numbers of conjugates of noncyclic proper subgroups of finite groups
A note on 2-nilpotence of finite groups
关于极大子群指数的一个注记Ⅱ
具有给定共轭类长的有限群（Ⅱ）