💡 Words with a Similar Meaning to "Biproduct"
Found via reverse dictionary — words that share a conceptual meaning.
| Word | Definition |
|---|---|
| direct productnoun | (set theory) The set of all possible tuples whose elements are elements of given, separately specified, sets. |
| relationnoun | The manner in which two things may be associated. |
| paraproductnoun | (mathematics) A non-commutative bilinear operator acting on functions that in some sense is like the product of the two functions it acts on. |
| projectionnoun | The action of projecting or throwing or propelling something. |
| bicartesian closed categorynoun | (category theory) A Cartesian closed category which also has an initial object and such that for any pair of objects, A and B, in the category, the category has another object which is their coproduct, A∐B. |
| bicategorynoun | (mathematics) A particular construct in category theory, used to extend the notion of category to handle the cases where the composition of morphisms is not (strictly) associative, but only associative up to an isomorphism. |
| cartesian closed categorynoun | (category theory) A category which has a terminal object and which for every two objects A and B has a product A × B and an exponential object Bᴬ. |
| injectionnoun | The act of injecting, or something that is injected. |
| coproductnoun | Any of multiple products that are produced at the same time, or by the same process |
| bicrossproductnoun | (mathematics) A group constructed from two subgroups by generalization of the direct and semidirect products. |
| direct sumnoun | (linear algebra) A linear sum in which the intersection of the summands has dimension zero. Equivalently, a linear sum of two subspaces, any vector of which can be expressed uniquely as a sum of two vectors: one vector belonging to the first subspace, and the other vector belonging to the second subspace. |
| balanced categorynoun | (category theory) A category in which every bimorphism is an isomorphism. |
| bicompletionnoun | (mathematics) The process that makes a category bicomplete. |
| ultraproductnoun | (mathematics) A quotient of the direct product of a family of structures |
| cocategorynoun | (mathematics) The dual of a category. |
| categorical productnoun | (mathematics) The limit of two (or more) objects, considered without regard to any arrows between them. |
| endobifunctornoun | (mathematics) A bifunctor between a bicategory and itself. |
| pregroupoidnoun | (category theory) A category together with its inversion. |
| monoidal categorynoun | (category theory) A category 𝒞 with a bifunctor ⊗:𝒞×𝒞→𝒞 which may be called tensor product, an associativity isomorphism α_(A,B,C):(A⊗B)⊗C≃A⊗(B⊗C), an object I which may be called tensor unit, a left unit natural isomorphism λ_A:I⊗A≃A, a right unit natural isomorphism ρ_A:A⊗I≃A, and some "coherence conditions" (pentagon and triangle commutative diagrams for those isomorphisms). |
| categorynoun | A group, often named or numbered, to which items are assigned based on similarity or defined criteria. |
📝 Common Phrases with "Biproduct"
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