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- Hom_functor abstract "In mathematics, specifically in category theory, hom-sets, i.e. sets of morphisms between objects, give rise to important functors to the category of sets. These functors are called hom-functors and have numerous applications in category theory and other branches of mathematics.".
- Hom_functor thumbnail HomFunctor-01.png?width=300.
- Hom_functor wikiPageID "2741037".
- Hom_functor wikiPageRevisionID "591684315".
- Hom_functor hasPhotoCollection Hom_functor.
- Hom_functor id "hom-functor".
- Hom_functor id "internal-hom".
- Hom_functor title "Hom functor".
- Hom_functor title "Internal Hom".
- Hom_functor subject Category:Functors.
- Hom_functor comment "In mathematics, specifically in category theory, hom-sets, i.e. sets of morphisms between objects, give rise to important functors to the category of sets. These functors are called hom-functors and have numerous applications in category theory and other branches of mathematics.".
- Hom_functor label "Foncteur Hom".
- Hom_functor label "Hom functor".
- Hom_functor label "Hom-Funktor".
- Hom_functor label "Функтор Hom".
- Hom_functor sameAs Hom-Funktor.
- Hom_functor sameAs Foncteur_Hom.
- Hom_functor sameAs m.080747.
- Hom_functor sameAs Q5887297.
- Hom_functor sameAs Q5887297.
- Hom_functor wasDerivedFrom Hom_functor?oldid=591684315.
- Hom_functor depiction HomFunctor-01.png.
- Hom_functor isPrimaryTopicOf Hom_functor.