💡 Words with a Similar Meaning to "Semipositone"
Found via reverse dictionary — words that share a conceptual meaning.
| Word | Definition |
|---|---|
| positone | (mathematics) of a particular kind of eigenvalue problem involving a nonlinear function on the reals that is continuous, positive, and monotone. |
| semipositive | Partially positive in attitude etc. |
| semidefinitenoun | (mathematics) Describing a bilinear form, over a vector space, that is either always positive or always negative. |
| semi-elliptic | Alternative form of semielliptic. [Synonym of semielliptical.] |
| proper | Suitable. |
| quasipositive | (mathematics) Describing a matrix, all of whose elements are nonnegative except for those on the main diagonal |
| semisimplicial | — |
| positive-definite | (linear algebra) Said of a real, square matrix: that the product of it with a column vector on its right side and the transpose of that column vector on its left side is greater or equal to zero, only equaling zero if the vector itself is zero. |
| nilpotent | (mathematics, algebra, ring theory, of an element x of a ring) Such that, for some positive integer n, xⁿ = 0. |
| degenerate | (of qualities) Having deteriorated, degraded or fallen from normal, coherent, balanced and desirable to undesirable and typically abnormal. |
| nonzero | (mathematics, of a quantity) Not equal to zero. |
| semisimplenoun | (mathematics, algebra, of an algebraic structure) In any of several technical senses, decomposable into sub-objects that have a simple structure. |
| positive definite | Alternative form of positive-definite. [(linear algebra) Said of a real, square matrix: that the product of it with a column vector on its right side and the transpose of that column vector on its left side is greater or equal to zero, only equaling zero if the vector itself is zero.] |
| semiinfinite | Alternative form of semi-infinite. [(mathematics, in optimization programming) Involving a finite number of variables but an infinite number of constraints, or vice versa.] |
| non-negative | Not negative. |
| semidualizing | (mathematics) That converts to a semidual |
| semifinitenoun | (mathematical analysis) (Of a measure space) in which every nonzero measurable set has a subset with finite nonzero measure |
| pseudohermitian | (mathematics) Having the Hermitian properties except that the eigenvalues may be complex and the eigenvectors need not be orthogonal. |
| hyperexpansive | (psychology) Overly expansive and outgoing, tending toward chaos and confusion. |
| semicuspidal | (mathematics) Pertaining to a singularity that is not smooth. |
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