ON THE p-SOLVABILITY OF THE FINITE GROUPS WITH A T.I. SYLOW p-SUBGROUP

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作者
张继平
机构
[1] Mathematics Department
[2] Peking University
关键词
group; solvability; T.I; set; representation;
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摘要
W. Feit has ever beautifully proved the following theorem by the abstract group theoretic method.Theorem 1. Let G be an arbitrary finite group with a cyclic Sylow p-subgroup. If there exists a normal subgroup N of G such that P|(|N|, |G/N|), then G is psolvable.
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页码:177 / 179
页数:3
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