Matches in DBpedia 2015-10 for { <http://dbpedia.org/resource/Categorical_algebra> ?p ?o }
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- Categorical_algebra abstract "In mathematics, categorical algebra is a subfield of algebra that approaches algebra from the categorical point of view. For example, the study of a symmetric monoidal category as an algebraic object might be considered as a part of categorical algebra. It is closely related to homotopical algebra. In the recent years, the field has been experiencing a turbulent change due to the infusion of topological ideas.".
- Categorical_algebra wikiPageExternalLink categorical+algebra.
- Categorical_algebra wikiPageExternalLink categoricalalgebra.
- Categorical_algebra wikiPageID "46353598".
- Categorical_algebra wikiPageLength "701".
- Categorical_algebra wikiPageOutDegree "7".
- Categorical_algebra wikiPageRevisionID "678062225".
- Categorical_algebra wikiPageWikiLink Algebra.
- Categorical_algebra wikiPageWikiLink Categorical_point_of_view.
- Categorical_algebra wikiPageWikiLink Category_theory.
- Categorical_algebra wikiPageWikiLink Derived_algebraic_geometry.
- Categorical_algebra wikiPageWikiLink Higher-dimensional_algebra.
- Categorical_algebra wikiPageWikiLink Homotopical_algebra.
- Categorical_algebra wikiPageWikiLink Quantum_group.
- Categorical_algebra wikiPageWikiLink Symmetric_monoidal_category.
- Categorical_algebra wikiPageWikiLinkText "Categorical algebra".
- Categorical_algebra wikiPageWikiLinkText "categorical algebra".
- Categorical_algebra hasPhotoCollection Categorical_algebra.
- Categorical_algebra wikiPageUsesTemplate Template:Algebra-stub.
- Categorical_algebra wikiPageUsesTemplate Template:Distinguish.
- Categorical_algebra hypernym Subfield.
- Categorical_algebra type Disease.
- Categorical_algebra type Function.
- Categorical_algebra type Thing.
- Categorical_algebra comment "In mathematics, categorical algebra is a subfield of algebra that approaches algebra from the categorical point of view. For example, the study of a symmetric monoidal category as an algebraic object might be considered as a part of categorical algebra. It is closely related to homotopical algebra. In the recent years, the field has been experiencing a turbulent change due to the infusion of topological ideas.".
- Categorical_algebra label "Categorical algebra".
- Categorical_algebra differentFrom Category_algebra.
- Categorical_algebra sameAs m.03c77mt.
- Categorical_algebra wasDerivedFrom Categorical_algebra?oldid=678062225.
- Categorical_algebra isPrimaryTopicOf Categorical_algebra.