💡 Words with a Similar Meaning to "Copower"
Found via reverse dictionary — words that share a conceptual meaning.
| Word | Definition |
|---|---|
| cocategorynoun | (mathematics) The dual of a category. |
| copointnoun | (mathematics) The dual of a point. |
| copresheafnoun | (category theory) The dual of a presheaf. |
| direct productnoun | (set theory) The set of all possible tuples whose elements are elements of given, separately specified, sets. |
| powernoun | The ability to do or undergo something. |
| pushoutnoun | A person who is expelled from school or who drops out because of a lack of support. |
| relationnoun | The manner in which two things may be associated. |
| comma categorynoun | (category theory) A category built out of a pair of functors that have the same codomain. |
| projectionnoun | The action of projecting or throwing or propelling something. |
| pregroupoidnoun | (category theory) A category together with its inversion. |
| biproductnoun | (category theory) An object which is simultaneously the product and the coproduct of some collection of objects. |
| powerdomainnoun | Alternative form of power domain. [(denotational semantics, domain theory) A domain of nondeterministic and concurrent computations, whose elements are certain subsets of a domain.] |
| cogroupnoun | (mathematics) The dual of a group. |
| 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. |
| coendnoun | (mathematics) The dual of an end in category theory. |
| cokernelnoun | (mathematics, category theory) The target of operatorname cokerf, denoted operatorname Cokerf. |
| overcategorynoun | (category theory) Any functor into a specified base category. |
| potencynoun | (usually of men) Sexual virility: the ability to become erect or achieve orgasm. |
| injectionnoun | The act of injecting, or something that is injected. |
| coconenoun | (category theory) The dual of a cone; an object V together with an arrow going from each object of a diagram to V such that for any arrow A in the diagram, the pair of arrows to V which form a triangle with A also commute with it. |
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