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- Strict_initial_object abstract "In the mathematical discipline of category theory, a strict initial object is an initial object 0 of a category C with the property that every morphism in C with codomain 0 is an isomorphism.".
- Strict_initial_object wikiPageID "46597851".
- Strict_initial_object wikiPageLength "438".
- Strict_initial_object wikiPageOutDegree "7".
- Strict_initial_object wikiPageRevisionID "666218734".
- Strict_initial_object wikiPageWikiLink Category:Objects_(category_theory).
- Strict_initial_object wikiPageWikiLink Category_(mathematics).
- Strict_initial_object wikiPageWikiLink Category_theory.
- Strict_initial_object wikiPageWikiLink Codomain.
- Strict_initial_object wikiPageWikiLink Initial_and_terminal_objects.
- Strict_initial_object wikiPageWikiLink Initial_object.
- Strict_initial_object wikiPageWikiLink Isomorphism.
- Strict_initial_object wikiPageWikiLink Morphism.
- Strict_initial_object wikiPageWikiLinkText "Strict initial object".
- Strict_initial_object wikiPageWikiLinkText "strict initial object".
- Strict_initial_object hasPhotoCollection Strict_initial_object.
- Strict_initial_object wikiPageUsesTemplate Template:Categorytheory-stub.
- Strict_initial_object wikiPageUsesTemplate Template:Reflist.
- Strict_initial_object subject Category:Objects_(category_theory).
- Strict_initial_object hypernym Isomorphism.
- Strict_initial_object comment "In the mathematical discipline of category theory, a strict initial object is an initial object 0 of a category C with the property that every morphism in C with codomain 0 is an isomorphism.".
- Strict_initial_object label "Strict initial object".
- Strict_initial_object sameAs m.01365ms0.
- Strict_initial_object wasDerivedFrom Strict_initial_object?oldid=666218734.
- Strict_initial_object isPrimaryTopicOf Strict_initial_object.