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- Extra_special_group abstract "In group theory, a branch of mathematics, extra special groups are analogues of the Heisenberg group over finite fields whose size is a prime. For each prime p and positive integer n there are exactly two (up to isomorphism) extra special groups of order p1+2n. Extra special groups often occur in centralizers of involutions. The ordinary character theory of extra special groups is well understood.".
- Extra_special_group wikiPageID "6990619".
- Extra_special_group wikiPageRevisionID "597635525".
- Extra_special_group hasPhotoCollection Extra_special_group.
- Extra_special_group subject Category:P-groups.
- Extra_special_group comment "In group theory, a branch of mathematics, extra special groups are analogues of the Heisenberg group over finite fields whose size is a prime. For each prime p and positive integer n there are exactly two (up to isomorphism) extra special groups of order p1+2n. Extra special groups often occur in centralizers of involutions. The ordinary character theory of extra special groups is well understood.".
- Extra_special_group label "Extra special group".
- Extra_special_group sameAs m.0g_7g6.
- Extra_special_group sameAs Q5422174.
- Extra_special_group sameAs Q5422174.
- Extra_special_group wasDerivedFrom Extra_special_group?oldid=597635525.
- Extra_special_group isPrimaryTopicOf Extra_special_group.