💡 Words with a Similar Meaning to "Linear algebraic"
Found via reverse dictionary — words that share a conceptual meaning.
| Word | Definition |
|---|---|
| linearnoun | (astronomy) A comet, cataloged as “C/1999 S4”, discovered on September 27, 1999, by the Lincoln Near-Earth Asteroid Research program in New Mexico. (See https://web.archive.org/web/20051220100856/http://www.windows.ucar.edu/tour/link=/comets/linear.html) Sometimes spelled LINEAR. |
| analytic | Of, or relating to any form of analysis, or to analytics. |
| algebrogeometric | Relating to algebraic geometry. |
| bilinear | (linear algebra, of a function in two variables) Linear (preserving linear combinations) in each variable. |
| linearizablenoun | (mathematics) Able to be linearized. |
| dual | Characterized by having two (usually equivalent) components. |
| linearoid | (mathematics) (in group theory) quasi-linear |
| log-linear | (mathematics) Being or relating to a mathematical model that takes the form of a function whose logarithm is a linear combination of the parameters of the model, making it possible to apply (possibly multivariate) linear regression. |
| multilinearnoun | (mathematics, of a function etc) That is linear in each variable separately. |
| linearly independent | (linear algebra) (Of a set of vectors or ring elements) whose nontrivial linear combinations are nonzero |
| antilinear | (mathematics) Describing a particular mapping of a complex vector space. |
| linearly dependent | (algebra, of a set of vectors or ring elements) Having a nontrivial linear combination which is zero. |
| logicomathematical | (mathematics) Relating to logic and mathematics (or to mathematical logic) |
| coalgebraicnoun | (mathematics) Of or pertaining to a coalgebra |
| linearisable | Alternative form of linearizable. [(mathematics) Able to be linearized.] |
| operatorial | (mathematics) Of or pertaining to an operator |
| similar | Having traits or characteristics in common; alike, allied, comparable. |
| semilinearnoun | (mathematics) Describing equations involving both linear and nonlinear objects |
| sesquilinearnoun | (mathematics) (of a map of a complex vector space) Linear in one coordinate and conjugate linear in the other |
| quasilinear | Very nearly linear. |
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