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- Conway_group_Co3 abstract "In mathematics, the Conway group Co3 is a sporadic group of order 210 · 37 · 53 · 7 · 11 · 23 (= 495,766,656,000)discovered by (Conway 1968, 1969) as the group of automorphisms of the Leech lattice Λ fixing a lattice vector of length √ 6.".
- Conway_group_Co3 wikiPageExternalLink books?id=38fEMl2-Fp8C.
- Conway_group_Co3 wikiPageExternalLink books?id=TPPkAAAAIAAJ.
- Conway_group_Co3 wikiPageExternalLink books?id=ggqxuG31B3cC.
- Conway_group_Co3 wikiPageExternalLink books?id=upYwZ6cQumoC.
- Conway_group_Co3 wikiPageExternalLink Co3.
- Conway_group_Co3 wikiPageExternalLink Co3.
- Conway_group_Co3 wikiPageID "36237581".
- Conway_group_Co3 wikiPageRevisionID "596730734".
- Conway_group_Co3 authorlink "John Horton Conway".
- Conway_group_Co3 hasPhotoCollection Conway_group_Co3.
- Conway_group_Co3 last "Conway".
- Conway_group_Co3 year "1968".
- Conway_group_Co3 year "1969".
- Conway_group_Co3 subject Category:Sporadic_groups.
- Conway_group_Co3 comment "In mathematics, the Conway group Co3 is a sporadic group of order 210 · 37 · 53 · 7 · 11 · 23 (= 495,766,656,000)discovered by (Conway 1968, 1969) as the group of automorphisms of the Leech lattice Λ fixing a lattice vector of length √ 6.".
- Conway_group_Co3 label "Conway group Co3".
- Conway_group_Co3 sameAs m.0k2cng8.
- Conway_group_Co3 sameAs Q5166742.
- Conway_group_Co3 sameAs Q5166742.
- Conway_group_Co3 wasDerivedFrom Conway_group_Co3?oldid=596730734.
- Conway_group_Co3 isPrimaryTopicOf Conway_group_Co3.