💡 Words with a Similar Meaning to "Bivariant"
Found via reverse dictionary — words that share a conceptual meaning.
| Word | Definition |
|---|---|
| bivariablenoun | (mathematics) A binomial variable |
| bivariate | (mathematics) Having or involving exactly two variables. |
| bivariably | (mathematics) In a bivariable manner |
| multivariant | Characterised by multiple variables |
| bivariational | (mathematics) Pertaining to interactions between functionals. |
| polyvariantnoun | (mathematics) multivariant |
| trivariate | (mathematics) Having or involving exactly three variables. |
| univariated | Alternative form of univariate. [(mathematics) Having or involving a single variable] |
| biternary | (mathematics) Having three variables and their duals |
| bireversible | (mathematics) reversible under the action of two linear involutions |
| biinvariant | (mathematics) Both left-invariant and right-invariant. |
| quadrivariate | (mathematics) Having four variables. |
| univariatenoun | (mathematics) A polynomial or function with only one variable |
| unvariate | Misspelling of univariate. [(mathematics) Having or involving a single variable] |
| multilinearnoun | (mathematics, of a function etc) That is linear in each variable separately. |
| nonlinearnoun | (mathematics, of a function) Having a product of independent variables, or a variable with an exponent not equal to one. |
| bilinear | (linear algebra, of a function in two variables) Linear (preserving linear combinations) in each variable. |
| bimetricnoun | (mathematics, physics) Describing any system that may be described using two metrics. |
| biuniquenoun | (mathematics, of two sets) that have a one-to-one correspondence in each direction |
| bijective | (mathematics, of a function) Associating to each element of the codomain exactly one element of the domain; establishing a perfect (one-to-one) correspondence between the elements of the domain and the codomain; (formally) both injective and surjective. |
🏷️ Nouns for "Bivariant"
Common nouns this word is used to describe.
📝 Common Phrases with "Bivariant"
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