💡 Words with a Similar Meaning to "Pseudofunctor"
Found via reverse dictionary — words that share a conceptual meaning.
| Word | Definition |
|---|---|
| profunctornoun | (mathematics) A generalization of a relation in category theory |
| bifunctornoun | (category theory) A functor whose domain is a product of categories. |
| overfunctornoun | (category theory) A morphism of an overcategory. |
| pseudofunctionnoun | — |
| functornoun | (object-oriented programming) A function object. |
| 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. |
| subfunctornoun | (category theory) A functor such that all of the objects it maps are mapped by the parent functor, and for any arrow it maps the parent functor includes the same mapping (although it may also map arrows from the same domain to additional images outside the image of the subfunctor). |
| endofunctornoun | (category theory) A functor that maps a category to itself. |
| semifunctornoun | A generalization of a functor. |
| faithful 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 injective into the corresponding target hom-set. |
| contravariant functornoun | (category theory) A functor which maps a morphism f:X → Y to a morphism F(f):F(Y) → F(X), such that if h=g∘f, then F(h)=F(f)∘F(g). |
| functor categorynoun | (category theory) A category whose objects are functors (from some fixed given domain category to some fixed given codomain category) and whose morphisms are natural transformations. |
| 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. |
| anafunctornoun | (mathematics) A generalized functor that does not employ the axiom of choice |
| cofunctornoun | A contravariant functor. |
| endobifunctornoun | (mathematics) A bifunctor between a bicategory and itself. |
| pseudogroupnoun | (chemistry) Any group of the extended periodic table containing lanthanides or actinides |
| 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. |
| underlying functornoun | (category theory) a forgetful functor |
| pseudoformnoun | (linguistics) A form that appears to be a legitimate word or linguistic unit but is not genuinely recognized as such within the language system. |
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