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- Frobenius_category abstract "In category theory, a branch of mathematics, a Frobenius category is an exact category in which the notions of injective objects and projective objects coincide and there are enough injectives (or equivalently enough projectives). It is an analog of a Frobenius algebra.".
- Frobenius_category wikiPageID "41104382".
- Frobenius_category wikiPageLength "625".
- Frobenius_category wikiPageOutDegree "9".
- Frobenius_category wikiPageRevisionID "678173094".
- Frobenius_category wikiPageWikiLink Category:Monoidal_categories.
- Frobenius_category wikiPageWikiLink Category_theory.
- Frobenius_category wikiPageWikiLink Dagger_compact_category.
- Frobenius_category wikiPageWikiLink Exact_category.
- Frobenius_category wikiPageWikiLink Frobenius_algebra.
- Frobenius_category wikiPageWikiLink Mathematics.
- Frobenius_category wikiPageWikiLink Stable_module_category.
- Frobenius_category wikiPageWikiLink Tannakian_category.
- Frobenius_category wikiPageWikiLink Triangulated_category.
- Frobenius_category wikiPageWikiLinkText "Frobenius category".
- Frobenius_category hasPhotoCollection Frobenius_category.
- Frobenius_category id "Frobenius+category".
- Frobenius_category title "Frobenius category".
- Frobenius_category wikiPageUsesTemplate Template:Categorytheory-stub.
- Frobenius_category wikiPageUsesTemplate Template:Nlab.
- Frobenius_category subject Category:Monoidal_categories.
- Frobenius_category hypernym Category.
- Frobenius_category type TelevisionStation.
- Frobenius_category comment "In category theory, a branch of mathematics, a Frobenius category is an exact category in which the notions of injective objects and projective objects coincide and there are enough injectives (or equivalently enough projectives). It is an analog of a Frobenius algebra.".
- Frobenius_category label "Frobenius category".
- Frobenius_category sameAs m.0zbyc1h.
- Frobenius_category sameAs Q16889063.
- Frobenius_category sameAs Q16889063.
- Frobenius_category wasDerivedFrom Frobenius_category?oldid=678173094.
- Frobenius_category isPrimaryTopicOf Frobenius_category.