💡 Words with a Similar Meaning to "Intraset"
Found via reverse dictionary — words that share a conceptual meaning.
| Word | Definition |
|---|---|
| setwisenoun | (mathematics) In terms of a set or sets. |
| inscriptable | (mathematics) Able to be inscribed. |
| integralnoun | (mathematics) One of the two fundamental operations of calculus (the other being differentiation), whereby a function's displacement, area, volume, or other qualities arising from the study of infinitesimal change are quantified, usually defined as a limiting process on a sequence of partial sums. Denoted using a long s: ∫, or a variant thereof. |
| enclosingverb | That which encloses. |
| coinitial | (mathematics, of a subset) Having an element b for each element a in the superset such that b is less than or equal to a. |
| intersective | (grammar) Of a modifier: which modifies another term by delivering the intersection of their denotations. |
| multicoset | Involving more than one coset; applied to a technique for signal sampling. |
| closed | Not available for operation, participation, interaction, etc. |
| subsetted | (mathematics, computing) Produced or manipulated by subsetting |
| superterzatic | — |
| inner regular | (mathematical analysis, of a Borel set) Whose measure is equal to the supremum of the measures of all compact sets which are contained by it. |
| setlike | (mathematics) Resembling or characteristic of a mathematical set. |
| indefinite | Without limit; forever, or until further notice; not definite. |
| boundingnoun | The act of one who bounds or leaps. |
| entrywise | (mathematics, of an operation on one or more matrices) Performed independently on each matrix entry. |
| dense-in-itself | (mathematics, of a subset of a topological space) Having no isolated points. |
| subrecursive | (mathematics) Able to be expressed in a language or by a set of operations that is a proper subset of the expressiveness of a Turing machine. |
| invariantive | (mathematics) invariant |
| inhabitedverb | Having inhabitants; lived in. |
| preprojective | (mathematics) Exhibiting a generalization of being projective, in which some, but not every surjective homomorphism splits. |
📝 Common Phrases with "Intraset"
Words that come after
- intrasetcorrelations
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