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- ∞-groupoid abstract "In category theory, a branch of mathematics, an ∞-groupoid is an abstract homotopical model for topological spaces. One model uses Kan complexs which are fibrant objects in the category of simplicial sets (with the standard model structure). It is an ∞-category generalization of a groupoid, a category in which every morphism is an isomorphism.The homotopy hypothesis states that ∞-groupoids are spaces.".
- ∞-groupoid wikiPageID "40965675".
- ∞-groupoid wikiPageLength "737".
- ∞-groupoid wikiPageOutDegree "14".
- ∞-groupoid wikiPageRevisionID "705367994".
- ∞-groupoid wikiPageWikiLink Category:Category_theory.
- ∞-groupoid wikiPageWikiLink Category:Homotopy_theory.
- ∞-groupoid wikiPageWikiLink Category:Simplicial_sets.
- ∞-groupoid wikiPageWikiLink Category_theory.
- ∞-groupoid wikiPageWikiLink Fibrant_object.
- ∞-groupoid wikiPageWikiLink Groupoid.
- ∞-groupoid wikiPageWikiLink Homotopy_hypothesis.
- ∞-groupoid wikiPageWikiLink Homotopy_type_theory.
- ∞-groupoid wikiPageWikiLink Kan_fibration.
- ∞-groupoid wikiPageWikiLink Model_category.
- ∞-groupoid wikiPageWikiLink Pursuing_Stacks.
- ∞-groupoid wikiPageWikiLink Quasi-category.
- ∞-groupoid wikiPageWikiLink Simplicial_set.
- ∞-groupoid wikiPageWikiLinkText "∞-groupoid".
- ∞-groupoid wikiPageUsesTemplate Template:Categorytheory-stub.
- ∞-groupoid wikiPageUsesTemplate Template:Nlab.
- ∞-groupoid subject Category:Category_theory.
- ∞-groupoid subject Category:Homotopy_theory.
- ∞-groupoid subject Category:Simplicial_sets.
- ∞-groupoid hypernym Model.
- ∞-groupoid type Person.
- ∞-groupoid comment "In category theory, a branch of mathematics, an ∞-groupoid is an abstract homotopical model for topological spaces. One model uses Kan complexs which are fibrant objects in the category of simplicial sets (with the standard model structure). It is an ∞-category generalization of a groupoid, a category in which every morphism is an isomorphism.The homotopy hypothesis states that ∞-groupoids are spaces.".
- ∞-groupoid label "∞-groupoid".
- ∞-groupoid sameAs Q16911578.
- ∞-groupoid sameAs m.0ywzf8n.
- ∞-groupoid sameAs Q16911578.
- ∞-groupoid wasDerivedFrom ∞-groupoid?oldid=705367994.
- ∞-groupoid isPrimaryTopicOf ∞-groupoid.