💡 Words with a Similar Meaning to "Left eigenvector"
Found via reverse dictionary — words that share a conceptual meaning.
| Word | Definition |
|---|---|
| right eigenvectornoun | (linear algebra) An eigenvector corresponding to the right transform of a given linear operator; i.e. u 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. |
| right eigenvaluenoun | (linear algebra) An eigenvalue corresponding to the right transform of a given linear operator; i.e. λ such that rm Au=λu. |
| 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). |
| 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. |
| eigenpairnoun | (linear algebra) The mathematical pair of an eigenvector (ẕ), and its associated eigenvalue (λ). This is written as (λ,ẕ) |
| eigenprojectionnoun | (linear algebra) The linear operator projecting onto an eigenspace. |
| eigensymbolnoun | (mathematics) The symbol for an eigenvector. |
| characteristic vectornoun | (linear algebra) an eigenvector |
| unit vectornoun | (linear algebra, mathematical analysis) A vector with the length of 1, defined as mathbf ̂u=(mathbf u)/(‖ mathbf u‖). |
| eigenspacenoun | (linear algebra) The linear subspace consisting of all eigenvectors associated with a particular eigenvalue, together with the zero vector. |
| linear operatornoun | (mathematics, functional analysis) An operator L such that for functions f and g and scalar λ, L (f + g) = L f + L g and L λf = λ L f. |
| eigendirectionnoun | The space of scalar multiples of an eigenvector. |
| eigenoperatornoun | (mathematics) An operator (endomorphism) involving an eigenvalue. |
| eigenmatrixnoun | (mathematics, rare) The counterpart of eigenvectors for operators over spaces of matrices. |
| elliptic operatornoun | (mathematical analysis) Any of a particular class of second-order linear differential operators. |
| eigenderivativenoun | Any derivative of an eigenvalue. |
| eigenfunctionnoun | (mathematics) A function ϕ such that, for a given linear operator D, Dϕ=λϕ for some scalar λ (called an eigenvalue). |
| eigenlinenoun | (mathematics) A one-dimensional eigenspace. |
| eigenspectrumnoun | (mathematics) The set of all eigenvalues of a linear operator. |
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