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- Simplicial_group abstract "In mathematics, more precisely, in the theory of simplicial sets, a simplicial group is a simplicial object in the category of groups. Similarly, a simplicial abelian group is a simplicial object in the category of abelian groups. A simplicial group is a Kan complex (in particular, its homotopy groups make sense.) The Dold–Kan correspondence says that a simplicial abelian group may be identified with a chain complex.A commutative monoid in the category of simplicial abelian groups is a simplicial commutative ring.".
- Simplicial_group wikiPageExternalLink what-is-a-simplicial-commutative-ring-from-the-point-of-view-of-homotopy-theory.
- Simplicial_group wikiPageID "39418646".
- Simplicial_group wikiPageRevisionID "576996426".
- Simplicial_group id "simplicial+group".
- Simplicial_group title "simplicial group".
- Simplicial_group subject Category:Simplicial_sets.
- Simplicial_group comment "In mathematics, more precisely, in the theory of simplicial sets, a simplicial group is a simplicial object in the category of groups. Similarly, a simplicial abelian group is a simplicial object in the category of abelian groups.".
- Simplicial_group label "Simplicial group".
- Simplicial_group sameAs m.0vp83mc.
- Simplicial_group sameAs Q16976808.
- Simplicial_group sameAs Q16976808.
- Simplicial_group wasDerivedFrom Simplicial_group?oldid=576996426.
- Simplicial_group isPrimaryTopicOf Simplicial_group.