💡 Words with a Similar Meaning to "Right eigenvector"
Found via reverse dictionary — words that share a conceptual meaning.
| Word | Definition |
|---|---|
| left eigenvectornoun | (linear algebra) An eigenvector corresponding to the left transform of a given linear operator; i.e. u such that urm A=uλ. |
| right eigenvaluenoun | (linear algebra) An eigenvalue corresponding to the right transform of a given linear operator; i.e. λ such that rm Au=λu. |
| left eigenvaluenoun | (linear algebra) An eigenvalue corresponding to the left transform of a given linear operator; i.e. λ such that urm A=uλ. |
| eigenvectornoun | (linear algebra) A vector that is only scaled (not rotated out of its span) under a particular linear transformation; a left or right eigenvector depending on context; (more formally) given a linear transformation A, a vector x such that Ax=λx [or xA=λx] for some scalar λ (called the eigenvalue). |
| eigenpairnoun | (linear algebra) The mathematical pair of an eigenvector (ẕ), and its associated eigenvalue (λ). This is written as (λ,ẕ) |
| eigenvaluenoun | (linear algebra) A scalar λ, such that there exists a non-zero vector x (a corresponding eigenvector) for which the image of x under a given linear transformation A is equal to the image of x under multiplication by λ; i.e. Ax=λx. |
| characteristic vectornoun | (linear algebra) an eigenvector |
| eigenprojectionnoun | (linear algebra) The linear operator projecting onto an eigenspace. |
| eigensymbolnoun | (mathematics) The symbol for an eigenvector. |
| eigenspacenoun | (linear algebra) The linear subspace consisting of all eigenvectors associated with a particular eigenvalue, together with the zero vector. |
| unit vectornoun | (linear algebra, mathematical analysis) A vector with the length of 1, defined as mathbf ̂u=(mathbf u)/(‖ mathbf u‖). |
| eigenmatrixnoun | (mathematics, rare) The counterpart of eigenvectors for operators over spaces of matrices. |
| eigenderivativenoun | Any derivative of an eigenvalue. |
| eigendirectionnoun | The space of scalar multiples of an eigenvector. |
| eigenoperatornoun | (mathematics) An operator (endomorphism) involving an eigenvalue. |
| eigencomponentnoun | (mathematics) A component of an eigenvector |
| eigenarraynoun | (genetics) (mathematics) One of a set of left singular vectors of a genes x samples matrix that tabulates, e.g., the mRNA or gene expression of the genes across the samples, where the samples were assayed by using DNA microarrays. The corresponding right singular vector is the corresponding eigengene. |
| eigenversornoun | (mathematics) A versor form of an eigenvector |
| proper valuenoun | (dated, linear algebra) An eigenvalue. |
| eigenfunctionnoun | (mathematics) A function ϕ such that, for a given linear operator D, Dϕ=λϕ for some scalar λ (called an eigenvalue). |
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