Data Portal @ linkeddatafragments.org

Matches in DBpedia 2014 for { <http://dbpedia.org/resource/Dagger_compact_category> ?p ?o. }

• Dagger_compact_category abstract "In mathematics, dagger compact categories (or dagger compact closed categories) first appeared in 1989 in the work of Doplicher and Roberts on the reconstruction of compact topological groups from their category of finite-dimensional continuous unitary representations (that is, Tannakian categories). They also appeared in the work of Baez and Dolan as an instance of semistrict k-tuply monoidal n-categories, which describe general topological quantum field theories, for n = 1 and k = 3. They are a fundamental structure in Abramsky and Coecke's categorical quantum mechanics.".
• Dagger_compact_category thumbnail Dagger_compact_category_(diagram).png?width=300.
• Dagger_compact_category wikiPageID "7155145".
• Dagger_compact_category wikiPageRevisionID "603305520".
• Dagger_compact_category hasPhotoCollection Dagger_compact_category.
• Dagger_compact_category id "dagger-compact+category".
• Dagger_compact_category title "Dagger-compact category".
• Dagger_compact_category subject Category:Dagger_categories.
• Dagger_compact_category subject Category:Monoidal_categories.
• Dagger_compact_category type Abstraction100002137.
• Dagger_compact_category type Class107997703.
• Dagger_compact_category type Collection107951464.
• Dagger_compact_category type DaggerCategories.
• Dagger_compact_category type Group100031264.
• Dagger_compact_category type MonoidalCategories.
• Dagger_compact_category comment "In mathematics, dagger compact categories (or dagger compact closed categories) first appeared in 1989 in the work of Doplicher and Roberts on the reconstruction of compact topological groups from their category of finite-dimensional continuous unitary representations (that is, Tannakian categories). They also appeared in the work of Baez and Dolan as an instance of semistrict k-tuply monoidal n-categories, which describe general topological quantum field theories, for n = 1 and k = 3.".
• Dagger_compact_category label "Dagger compact category".
• Dagger_compact_category sameAs m.0h75pw.
• Dagger_compact_category sameAs Q5208527.
• Dagger_compact_category sameAs Q5208527.
• Dagger_compact_category sameAs Dagger_compact_category.
• Dagger_compact_category wasDerivedFrom Dagger_compact_category?oldid=603305520.
• Dagger_compact_category depiction Dagger_compact_category_(diagram).png.
• Dagger_compact_category isPrimaryTopicOf Dagger_compact_category.