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Closed monoidal category
Closed monoidal category In mathematics, a monoidal closed category C is a closed category ...
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Talk:Monoidal category
Talk:Monoidal category For one sentence - perhaps three mistakes. - The product in a monoidal category isn't a categorical product (no projection ... UTC) This article should explain what a monoidal category is. For example, is the ...
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Category:Monoidal categories
Category:Monoidal categories Pages in category "Monoidal categories" There are 10 pages in this section of this category. Monoidal category * *-autonomous category A Autonomous ...
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Cartesian closed category
Cartesian closed category In category theory, a category is cartesian closed if, roughly speaking, any morphism defined ...
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Talk:Cartesian closed category
Talk:Cartesian closed category "In cartesian closed categories, a "function of two variables" can ... calculus can be formulated in any cartesian closed category." Could you please elaborate? Phys 21: ...
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Preadditive category
Preadditive category In mathematics, a preadditive category is a category that is enriched over the monoidal category of abelian groups. In other words, ...
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*-autonomous category
*-autonomous category In mathematics, a *-autonomous category C is a symmetric monoidal closed category equipped with a dualizing object |
Additive category
Additive category In mathematics, specifically in category theory, an additive category is a preadditive category C such that any finitely many objects ... A n in C. (Recall that a category C is preadditive if all its ...
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Category theory
Category theory In mathematics, category theory deals in an abstract way with ... connection with algebraic topology. See list of category theory topics for a breakdown of relevant ... structure, as mathematical theories have traditionally done, category theory emphasizes the morphisms — the structure ... investigation occurs in many mathematical theories. A category is an axiomatic formulation of this ...
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Autonomous category
Autonomous category In mathematics, an autonomous category is another term for a symmetric monoidal closed category.
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