💡 Words with a Similar Meaning to "Monodromy"
Found via reverse dictionary — words that share a conceptual meaning.
| Word | Definition |
|---|---|
| monomorphismnoun | (mathematics) an injective homomorphism |
| 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. |
| split monomorphismnoun | (category theory) A morphism which has a left inverse. |
| mononoun | (informal) A monogamous person. |
| 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. |
| 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. |
| orthomorphismnoun | (mathematics) A morphism that is also a permutation |
| multicategory | Of or relating to more than one category. |
| zero morphismnoun | (category theory) A morphism which is both a constant morphism and a coconstant morphism. |
| universal morphismnoun | (category theory) The terminal object of a comma category from a functor to a fixed object; or, dually, the initial object of a comma category from a fixed object to a functor. |
| natural transformationnoun | (category theory) A morphism between a pair of parallel functors such that if each object of the shared domain category subtends a correlated arrow — called a component — in the shared codomain (which arrow represents the difference between applying the second functor and the first functor to the correlated object) then each arrow of the shared domain subtends a commuting square — called a naturality square — between two components (correlated to the domain and codomain of the arrow). |
| morphism setnoun | (category theory) hom-set |
| cohomologynoun | (mathematics) A system of quotient groups associated to a topological space. |
| free categorynoun | (category theory) A category that is induced by a multidigraph thus: it has as its objects the vertices of the multidigraph and its morphisms are paths in the multidigraph; composition of morphisms is concatenation of paths, as long as the end of one path coincides with the beginning of the other path; an identity morphism of an object is an “empty path” at that vertex. |
| generalized elementnoun | (category theory) A morphism whose codomain is some specified object. |
| fibrenoun | Dietary fibre. |
| intersectionnoun | The junction of two (or more) paths, streets, highways, or other thoroughfares. |
| discrete categorynoun | (category theory) A category whose morphisms are all identity morphisms. |
| holomorphynoun | (mathematics) holomorphic functions (or their study) |
| comorphismnoun | (mathematics) A mapping associated with a morphism that, when applied to every member of the morphism, results in the same value as the morphism applied to the image of every member. |
🎨 Adjectives for "Monodromy"
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📝 Common Phrases with "Monodromy"
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