💡 Words with a Similar Meaning to "Wellpowered"
Found via reverse dictionary — words that share a conceptual meaning.
| Word | Definition |
|---|---|
| well-pointed | (category theory) Said of a category or topos: that it has a terminal object (or that it has no zero object, if it is a topos) and in which any distinct pair of parallel morphisms can be distinguished by their distinct compositions with a global element of their domain; i.e. any pair of parallel morphisms is distinct if and only if there is a global element in their domain that does not equalize them. |
| semiorthogonal | (mathematics, matrix algebra) Either columnwise orthogonal (having the property that M'M is an identity matrix) or rowwise orthogonal (having the property that MM' is an identity matrix). |
| complete | With all parts included; with nothing missing; full. |
| coterminal | (geometry, of two angles) Differing only by a whole number of complete circles. |
| subcanonical | (mathematics, of the topology of a category) in which every representable contravariant functor is a sheaf |
| decategorified | (mathematics) Not represented in terms of category theory |
| inversenoun | An inverted state: a state in which something has been turned (properly) upside down or (loosely) inside out or backwards. |
| bicategorical | (mathematics) Of or pertaining to a bicategory |
| totally disconnected | (mathematics) Such that each connected subspace is a singleton. |
| opmonoidal | (mathematics) Having a natural family of distributive morphisms and an identity morphism that are coherent. |
| coherent | Orderly, logical and consistent. |
| supercompactnoun | Very compact. |
| monicnoun | A monic polynomial. |
| ultrahomogeneous | (mathematics) Such that every isomorphism between finitely generated substructures extends to an automorphism of itself. |
| equilogical | (mathematics) Pertaining to topological spaces that are Cartesian closed categories. |
| well-founded | Based on reasoning, evidence and good judgement. |
| unitary | Having the quality of oneness. |
| cocompletenoun | (mathematics, of a category) In which all small colimits exist. |
| monogenic | (genetics) regulated by a single gene |
| counimodular | (mathematics) Having a dual Hopf algebra that is unimodular. |
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