Matches in DBpedia 2014 for { <http://dbpedia.org/resource/Subdivided_interval_categories> ?p ?o. }
Showing items 1 to 12 of
12
with 100 items per page.
- Subdivided_interval_categories abstract "In category theory (mathematics) there exists an important collection of categories denoted for natural numbers . The objects of are the integers , and the morphism set for objects is empty if and consists of a single element if .Subdivided interval categories are very useful in defining simplicial sets. The category whose objects are the subdivided interval categories and whose morphisms are functors is often written and is called the simplicial indexing category. A simplicial set is just a contravariant functor .".
- Subdivided_interval_categories wikiPageID "11856526".
- Subdivided_interval_categories wikiPageRevisionID "529744981".
- Subdivided_interval_categories hasPhotoCollection Subdivided_interval_categories.
- Subdivided_interval_categories subject Category:Category_theory.
- Subdivided_interval_categories comment "In category theory (mathematics) there exists an important collection of categories denoted for natural numbers . The objects of are the integers , and the morphism set for objects is empty if and consists of a single element if .Subdivided interval categories are very useful in defining simplicial sets. The category whose objects are the subdivided interval categories and whose morphisms are functors is often written and is called the simplicial indexing category.".
- Subdivided_interval_categories label "Subdivided interval categories".
- Subdivided_interval_categories sameAs m.02rvtb1.
- Subdivided_interval_categories sameAs Q7631011.
- Subdivided_interval_categories sameAs Q7631011.
- Subdivided_interval_categories wasDerivedFrom Subdivided_interval_categories?oldid=529744981.
- Subdivided_interval_categories isPrimaryTopicOf Subdivided_interval_categories.