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- Thompson_subgroup abstract "In mathematical finite group theory, the Thompson subgroup J(P) of a finite p-group P refers to one of several characteristic subgroups of P. Thompson (1964) originally defined J(P) to be the subgroup generated by the abelian subgroups of P of maximal rank. More often the Thompson subgroup J(P) is defined to be the subgroup generated by the abelian subgroups of P of maximal order or the subgroup generated by the elementary abelian subgroups of P of maximal rank. In general these three subgroups can be different, though they are all called the Thompson subgroup and denoted by J(P).".
- Thompson_subgroup wikiPageExternalLink surv402.
- Thompson_subgroup wikiPageID "5662011".
- Thompson_subgroup wikiPageRevisionID "572424037".
- Thompson_subgroup hasPhotoCollection Thompson_subgroup.
- Thompson_subgroup subject Category:Finite_groups.
- Thompson_subgroup type Abstraction100002137.
- Thompson_subgroup type FiniteGroups.
- Thompson_subgroup type Group100031264.
- Thompson_subgroup comment "In mathematical finite group theory, the Thompson subgroup J(P) of a finite p-group P refers to one of several characteristic subgroups of P. Thompson (1964) originally defined J(P) to be the subgroup generated by the abelian subgroups of P of maximal rank. More often the Thompson subgroup J(P) is defined to be the subgroup generated by the abelian subgroups of P of maximal order or the subgroup generated by the elementary abelian subgroups of P of maximal rank.".
- Thompson_subgroup label "Thompson subgroup".
- Thompson_subgroup sameAs m.0fq1637.
- Thompson_subgroup sameAs Q7795824.
- Thompson_subgroup sameAs Q7795824.
- Thompson_subgroup sameAs Thompson_subgroup.
- Thompson_subgroup wasDerivedFrom Thompson_subgroup?oldid=572424037.
- Thompson_subgroup isPrimaryTopicOf Thompson_subgroup.