💡 Words with a Similar Meaning to "Cokernel"
Found via reverse dictionary — words that share a conceptual meaning.
| Word | Definition |
|---|---|
| kernelnoun | The core, center, or essence of an object or system. |
| equalizernoun | (sports) A goal, run, point, etc. that equalizes the score. |
| zero morphismnoun | (category theory) A morphism which is both a constant morphism and a coconstant morphism. |
| kernel pairnoun | (category theory) A couple of morphisms which constitute the pullback of a given morphism along itself. |
| cocenternoun | (mathematics) The cokernel of a homomorphism. |
| colimitnoun | (category theory) The dual of a limit; the cocone of a diagram through which any other cocone of that same diagram can factor uniquely. |
| cofibernoun | (mathematics) The coequalizer of a mapping. |
| identity functornoun | (category theory) A functor from a category to itself which maps each object of that category to itself and each morphism of that category to itself. |
| cocategorynoun | (mathematics) The dual of a category. |
| monomorphismnoun | (mathematics) an injective homomorphism |
| discrete categorynoun | (category theory) A category whose morphisms are all identity morphisms. |
| small categorynoun | (category theory) A category such that all of its objects form a set and all of its morphisms form a set. |
| slice categorynoun | (category theory) A category whose objects are morphisms (of some given category) with a common codomain, and whose morphisms are commuting triangles where two morphisms of each of such triangles share the said common codomain. |
| cohomologynoun | (mathematics) A system of quotient groups associated to a topological space. |
| inversenoun | An inverted state: a state in which something has been turned (properly) upside down or (loosely) inside out or backwards. |
| comma categorynoun | (category theory) A category built out of a pair of functors that have the same codomain. |
| group objectnoun | (category theory) Given a category C, any object X ∈ C on which morphisms are defined corresponding to the group theoretic concepts of a binary operation (called multiplication), identity and inverse, such that multiplication is associative and properties are satisfied that correspond to the existence of inverse elements and the identity element. |
| balanced categorynoun | (category theory) A category in which every bimorphism is an isomorphism. |
| 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. |
| 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. |
📝 Common Phrases with "Cokernel"
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