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- P-stable_group abstract "In finite group theory, a p-stable group for an odd prime p is a finite group satisfying a technical condition introduced by Gorenstein and Walter (1964, p.169, 1965) in order to extend Thompson's uniqueness results in the odd order theorem to groups with dihedral Sylow 2-subgroups.".
- P-stable_group wikiPageExternalLink S0273-0979-1979-14551-8.
- P-stable_group wikiPageExternalLink item=CHEL-301-H.
- P-stable_group wikiPageExternalLink p1101.
- P-stable_group wikiPageID "35850610".
- P-stable_group wikiPageRevisionID "537626391".
- P-stable_group hasPhotoCollection P-stable_group.
- P-stable_group last "Gorenstein".
- P-stable_group last "Walter".
- P-stable_group loc "p.169".
- P-stable_group year "1964".
- P-stable_group year "1965".
- P-stable_group subject Category:Finite_groups.
- P-stable_group comment "In finite group theory, a p-stable group for an odd prime p is a finite group satisfying a technical condition introduced by Gorenstein and Walter (1964, p.169, 1965) in order to extend Thompson's uniqueness results in the odd order theorem to groups with dihedral Sylow 2-subgroups.".
- P-stable_group label "P-stable group".
- P-stable_group sameAs m.0jww44f.
- P-stable_group sameAs Q7116935.
- P-stable_group sameAs Q7116935.
- P-stable_group wasDerivedFrom P-stable_group?oldid=537626391.
- P-stable_group isPrimaryTopicOf P-stable_group.