💡 Words with a Similar Meaning to "Colimiting"
Found via reverse dictionary — words that share a conceptual meaning.
| Word | Definition |
|---|---|
| cocompletenoun | (mathematics, of a category) In which all small colimits exist. |
| complete | With all parts included; with nothing missing; full. |
| cofinitenoun | (mathematics) Having a finite absolute complement. |
| cocontinuous | (organic chemistry) Blending two linear, amorphous polymers such that the phases interpenetrate. |
| semiconvergentnoun | (mathematics) A kind of fraction. If (h_n-1)/(k_n-1), (h_n)/(k_n) are successive convergents, then any fraction of the form (h_n-1+ah_n)/(k_n-1+ak_n), where a is a nonnegative integer and the numerators and denominators are between the n and n+1 terms inclusive, is a semiconvergent. |
| convergent | That converges or focuses; converging |
| limitateverb | Bounded by a distinct line. |
| coatomistic | (mathematics) Of a set: such that every element is the greatest lower bound of a set of coatoms. |
| coclosed | (mathematics) Subject to coclosure |
| conull | (mathematics) Having a null complement |
| precompactnoun | To compact partially in preparation for full compaction or extrusion. |
| ultramatricial | (mathematics) Isomorphic to a countable direct limit of matricial algebras. |
| paracompactifying | (mathematics) That makes something paracompact. |
| pseudocollarable | (mathematics) Such that there exists a neighborhood that is homeomorphic to a product, but this homeomorphism may not preserve all the desired structures or conditions that a true collar neighborhood would. |
| closed | Not available for operation, participation, interaction, etc. |
| semilocal | (mathematics) Describing a ring that has a finite number of maximal ideals |
| semibounded | (mathematics) Having either an upper or a lower bound, but not both |
| pseudoconformal | (mathematics) That appears to conform, but in practice does not. |
| proregular | (mathematics) Having the property that the inverse systems of the Koszul cohomology modules satisfy the Inverse limit#Mittag-Leffler condition.) |
| completablenoun | That can be completed. |
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