💡 Words with a Similar Meaning to "Completely metrizable"
Found via reverse dictionary — words that share a conceptual meaning.
| Word | Definition |
|---|---|
| metrizablenoun | (topology) Of a topological space: for which a metric exists that will induce the original topology. |
| complete | With all parts included; with nothing missing; full. |
| mathematizablenoun | (chiefly philosophy and sciences) Capable of being analyzed or described using mathematical concepts or notation. |
| separable | Able to be separated. |
| bicomplete | (mathematics, of a category) Both complete and cocomplete. |
| quasi-pseudo-metrizable | Able to be equipped with a quasi-pseudo-metric. |
| comeasurable | (mathematics, of sets) Having the same or comparable measures |
| semifinitenoun | (mathematical analysis) (Of a measure space) in which every nonzero measurable set has a subset with finite nonzero measure |
| countably additive | (mathematical analysis) Of a measure: that satisfies countable additivity. |
| topologizable | (mathematics) Able to be topologized. |
| mathematisable | Alternative spelling of mathematizable. [(chiefly philosophy and sciences) Capable of being analyzed or described using mathematical concepts or notation.] |
| supramenable | (mathematics) Having the property that any nonempty subset has a finitely additive left-invariant measure that maps that subset to 1. |
| boundedverb | (set theory, order theory, of a poset X with partial order ≤) That contains a least element, a, and a greatest element, b, such that for all x ∈ X, a ≤ x ≤ b. |
| computable | Capable of being computed, or enumerated. |
| syntomic | (mathematics) Flat, of finite presentation, and locally a complete intersection. |
| connectedverb | Having relationships; involved with others. |
| closed | Not available for operation, participation, interaction, etc. |
| perfect | Without fault or mistake; without flaw, of supreme quality. |
| absolutely summable | (mathematical analysis) Of an infinite series: such that the sum of the absolute values of its summands converges. |
| completablenoun | That can be completed. |
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