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- Powerful_p-group abstract "In mathematics, in the field of group theory, especially in the study of p-groups and pro-p-groups, the concept of powerful p-groups plays an important role. They were introduced in (Lubotzky & Mann 1987), where a number of applications are given, including results on Schur multipliers. Powerful p-groups are used in the study of automorphisms of p-groups (Khukhro 1998), the solution of the restricted Burnside problem (Vaughan-Lee 1993), the classification of finite p-groups via the coclass conjectures (Leedham-Green & McKay 2002), and provided an excellent method of understanding analytic pro-p-groups (Dixon et al. 1991).".
- Powerful_p-group wikiPageID "1841291".
- Powerful_p-group wikiPageRevisionID "525868252".
- Powerful_p-group hasPhotoCollection Powerful_p-group.
- Powerful_p-group subject Category:Group_theory.
- Powerful_p-group subject Category:P-groups.
- Powerful_p-group subject Category:Properties_of_groups.
- Powerful_p-group type Abstraction100002137.
- Powerful_p-group type Possession100032613.
- Powerful_p-group type PropertiesOfGroups.
- Powerful_p-group type Property113244109.
- Powerful_p-group type Relation100031921.
- Powerful_p-group comment "In mathematics, in the field of group theory, especially in the study of p-groups and pro-p-groups, the concept of powerful p-groups plays an important role. They were introduced in (Lubotzky & Mann 1987), where a number of applications are given, including results on Schur multipliers.".
- Powerful_p-group label "Powerful p-group".
- Powerful_p-group label "Powerful p-群".
- Powerful_p-group sameAs m.0604g2.
- Powerful_p-group sameAs Q7236705.
- Powerful_p-group sameAs Q7236705.
- Powerful_p-group sameAs Powerful_p-group.
- Powerful_p-group wasDerivedFrom Powerful_p-group?oldid=525868252.
- Powerful_p-group isPrimaryTopicOf Powerful_p-group.