💡 Words with a Similar Meaning to "Comorphism"
Found via reverse dictionary — words that share a conceptual meaning.
| Word | Definition |
|---|---|
| orthomorphismnoun | (mathematics) A morphism that is also a permutation |
| morphismnoun | (mathematics, category theory) (formally) An arrow in a category; (less formally) an abstraction that generalises a map from one mathematical object to another and is structure-preserving in a way that depends on the branch of mathematics from which it arises. |
| endomorphismnoun | (mathematics, countable) A homomorphism that maps a system to itself. |
| automorphismnoun | (algebra) An isomorphism of a mathematical object or system of objects onto itself. |
| coimagenoun | (mathematics) The dual of the image of a morphism |
| contactomorphismnoun | (mathematics) An isomorphism in the contact category. |
| monomorphismnoun | (mathematics) an injective homomorphism |
| isomorphismnoun | Similarity of form |
| graphnoun | (applied mathematics, statistics) A data chart (graphical representation of data) intended to illustrate the relationship between a set (or sets) of numbers (quantities, measurements or indicative numbers) and a reference set, whose elements are indexed to those of the former set(s) and may or may not be numbers. |
| codingnoun | The process of writing computer software code. |
| homomorphismnoun | (algebra) A structure-preserving map between two algebraic structures of the same type, such as groups, rings, or vector spaces. |
| epimorphismnoun | (category theory) A morphism p such that for any other pair of morphisms f and g, if f∘p=g∘p, then f = g. |
| mappingnoun | The process of making maps. |
| zero morphismnoun | (category theory) A morphism which is both a constant morphism and a coconstant morphism. |
| homeomorphismnoun | (topology) a continuous bijection from one topological space to another, with continuous inverse. |
| full functornoun | (category theory) A functor which maps morphisms from its source to its target category in such a way that the restriction of that mapping to any source hom-set is surjective into the corresponding target hom-set. |
| twist morphismnoun | (category theory) An isomorphism between a pair of products which have the same components but in swapped order, which isomorphism commutes with the two associated product diagrams. |
| diagonal morphismnoun | (category theory) A morphism from an object to the product of that object with itself, which morphism is induced by a pair of identity morphisms of the said object. |
| biholomorphismnoun | (mathematics) A bijective holomorphism whose inverse is also holomorphic |
| cofibrationnoun | (mathematics) A particular form of mapping. A continuous mapping i:A→X, where A and X are topological spaces, is a cofibration if it satisfies the homotopy extension property with respect to all spaces Y. |
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