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- Fischer_group_Fi24 abstract "In mathematics, the Fischer group Fi24′ or M(24)′ or F24′ or F3+ of order 221 · 316 · 52 · 73 · 11 · 13 · 17 · 23 · 29 (= 1255205709190661721292800) is the largest of the three Fischer groups, sporadic simple groups introduced by Bernd Fischer (1971, 1976) while investigating 3-transposition groups. The outer automorphism group has order 2, and the Schur multiplier has order 3. The automorphism group is a 3-transposition group Fi24, containing the simple group with index 2. The centralizer of an element of order 3 in the monster group is a triple cover of the automorphism group Fi24, as a result of which the prime 3 plays a special role in its theory.".
- Fischer_group_Fi24 wikiPageExternalLink books?id=PjezNwAACAAJ.
- Fischer_group_Fi24 wikiPageExternalLink ebook.jsf?bid=CBO9780511759413.
- Fischer_group_Fi24 wikiPageExternalLink spo.
- Fischer_group_Fi24 wikiPageID "36207356".
- Fischer_group_Fi24 wikiPageRevisionID "596828515".
- Fischer_group_Fi24 authorlink "Bernd Fischer".
- Fischer_group_Fi24 b "10".
- Fischer_group_Fi24 b "8".
- Fischer_group_Fi24 first "Bernd".
- Fischer_group_Fi24 hasPhotoCollection Fischer_group_Fi24.
- Fischer_group_Fi24 last "Fischer".
- Fischer_group_Fi24 p "+".
- Fischer_group_Fi24 p "–".
- Fischer_group_Fi24 year "1971".
- Fischer_group_Fi24 year "1976".
- Fischer_group_Fi24 subject Category:Sporadic_groups.
- Fischer_group_Fi24 comment "In mathematics, the Fischer group Fi24′ or M(24)′ or F24′ or F3+ of order 221 · 316 · 52 · 73 · 11 · 13 · 17 · 23 · 29 (= 1255205709190661721292800) is the largest of the three Fischer groups, sporadic simple groups introduced by Bernd Fischer (1971, 1976) while investigating 3-transposition groups. The outer automorphism group has order 2, and the Schur multiplier has order 3. The automorphism group is a 3-transposition group Fi24, containing the simple group with index 2.".
- Fischer_group_Fi24 label "Fischer group Fi24".
- Fischer_group_Fi24 sameAs m.0k0xc4k.
- Fischer_group_Fi24 sameAs Q5454436.
- Fischer_group_Fi24 sameAs Q5454436.
- Fischer_group_Fi24 wasDerivedFrom Fischer_group_Fi24?oldid=596828515.
- Fischer_group_Fi24 isPrimaryTopicOf Fischer_group_Fi24.