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- Tricategory abstract "In mathematics, a tricategory is a kind of structure of category theory studied in higher-dimensional category theory. Whereas a weak 2-category is said to be a bicategory [Benabou 1967], a weak 3-category is said to be a tricategory (Gordon, Power & Street 1995; Baez & Dolan 1996; Leinster 1998). Tetracategories are the corresponding notion in dimension four. Dimensions beyond three are seen as increasingly significant to the relationship between knot theory and physics. John Baez, R. Gordon, A. J. Power and Ross Street have done much of the significant work with categories beyond bicategories thus far.".
- Tricategory wikiPageExternalLink dimensional_ladder.html.
- Tricategory wikiPageExternalLink AusMS30Sept98.pdf.
- Tricategory wikiPageID "2638745".
- Tricategory wikiPageLength "1051".
- Tricategory wikiPageOutDegree "12".
- Tricategory wikiPageRevisionID "368204685".
- Tricategory wikiPageWikiLink 2-category.
- Tricategory wikiPageWikiLink Bicategory.
- Tricategory wikiPageWikiLink Category:Higher_category_theory.
- Tricategory wikiPageWikiLink Category_theory.
- Tricategory wikiPageWikiLink Higher_category_theory.
- Tricategory wikiPageWikiLink John_C._Baez.
- Tricategory wikiPageWikiLink Knot_theory.
- Tricategory wikiPageWikiLink Mathematics.
- Tricategory wikiPageWikiLink Ross_Street.
- Tricategory wikiPageWikiLink Tetracategory.
- Tricategory wikiPageWikiLink Weak_n-category.
- Tricategory wikiPageWikiLinkText "Tricategories".
- Tricategory wikiPageWikiLinkText "Tricategory".
- Tricategory wikiPageWikiLinkText "tricategories".
- Tricategory wikiPageWikiLinkText "tricategory".
- Tricategory wikiPageUsesTemplate Template:Categorytheory-stub.
- Tricategory wikiPageUsesTemplate Template:Expert-subject.
- Tricategory subject Category:Higher_category_theory.
- Tricategory hypernym Kind.
- Tricategory comment "In mathematics, a tricategory is a kind of structure of category theory studied in higher-dimensional category theory. Whereas a weak 2-category is said to be a bicategory [Benabou 1967], a weak 3-category is said to be a tricategory (Gordon, Power & Street 1995; Baez & Dolan 1996; Leinster 1998). Tetracategories are the corresponding notion in dimension four. Dimensions beyond three are seen as increasingly significant to the relationship between knot theory and physics. John Baez, R.".
- Tricategory label "Tricategory".
- Tricategory sameAs Q16958581.
- Tricategory sameAs m.07tj_m.
- Tricategory sameAs Q16958581.
- Tricategory wasDerivedFrom Tricategory?oldid=368204685.
- Tricategory isPrimaryTopicOf Tricategory.