X-semipermutable subgroups of finite groups

Author:

Guo Wenbin,Shum K.P.,Skiba Alexander N.

Publisher

Elsevier BV

Subject

Algebra and Number Theory

Reference11 articles.

1. Finite Soluble Groups;Doerk,1992

2. W. Guo, K.P. Shum, A.N. Skiba, X-permutable subgroups, Preprint/GGU of F. Skoriny, 61, Gomel, 2003

3. G-covering subgroup systems for the classes of supersoluble and nilpotent groups;Guo;Israel J. Math.,2003

4. G-covering systems of subgroups for the classes of p-supersoluble and p-nilpotent finite groups;Guo;Siberian Math. J.,2004

5. Conditionally permutable subgroups and supersolubility of finite groups;Guo;Southeast Asian Bull. Math.,2005

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1. On the Existence of Hereditarily $ G $-Permutable Subgroups in Exceptional Groups $ G $ of Lie Type;Siberian Mathematical Journal;2023-09

2. On the Existence of G-Permutable Subgroups in Alternating Groups;Bulletin of the Malaysian Mathematical Sciences Society;2023-08-21

3. The local permutability of primary subgroups;Journal of Algebra and Its Applications;2023-04-12

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5. On Some Properties of $ X $-Semipermutable Subgroups;Siberian Mathematical Journal;2022-01

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