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- Symmetric_monoidal_category abstract "In category theory, a branch of mathematics, a symmetric monoidal category is a braided monoidal category that is maximally symmetric. That is, the braiding operator obeys an additional identity: .The classifying space (geometric realization of the nerve) of a symmetric monoidal category is an infinite loop space.".
- Symmetric_monoidal_category thumbnail Symmetric_monoidal_unit_coherence.png?width=300.
- Symmetric_monoidal_category wikiPageID "3865249".
- Symmetric_monoidal_category wikiPageRevisionID "582400845".
- Symmetric_monoidal_category id "41190".
- Symmetric_monoidal_category id "symmetric+monoidal+category".
- Symmetric_monoidal_category title "Symmetric monoidal category".
- Symmetric_monoidal_category subject Category:Monoidal_categories.
- Symmetric_monoidal_category type Abstraction100002137.
- Symmetric_monoidal_category type Class107997703.
- Symmetric_monoidal_category type Collection107951464.
- Symmetric_monoidal_category type Group100031264.
- Symmetric_monoidal_category type MonoidalCategories.
- Symmetric_monoidal_category comment "In category theory, a branch of mathematics, a symmetric monoidal category is a braided monoidal category that is maximally symmetric. That is, the braiding operator obeys an additional identity: .The classifying space (geometric realization of the nerve) of a symmetric monoidal category is an infinite loop space.".
- Symmetric_monoidal_category label "Symmetric monoidal category".
- Symmetric_monoidal_category sameAs m.0117qdfg.
- Symmetric_monoidal_category sameAs Q17103860.
- Symmetric_monoidal_category sameAs Q17103860.
- Symmetric_monoidal_category sameAs Symmetric_monoidal_category.
- Symmetric_monoidal_category wasDerivedFrom Symmetric_monoidal_category?oldid=582400845.
- Symmetric_monoidal_category depiction Symmetric_monoidal_unit_coherence.png.
- Symmetric_monoidal_category isPrimaryTopicOf Symmetric_monoidal_category.
