eigenvalue

noun

ei·gen·val·ue | \ ˈī-gən-ˌval-(ˌ)yü

Definition of eigenvalue

: a scalar associated with a given linear transformation of a vector space and having the property that there is some nonzero vector which when multiplied by the scalar is equal to the vector obtained by letting the transformation operate on the vector especially : a root of the characteristic equation of a matrix

Examples of eigenvalue in a Sentence

Recent Examples on the Web

By contrast, the Tracy-Widom curve appears to arise from variables that are strongly correlated, such as interacting species, stock prices and matrix eigenvalues. — Natalie Wolchover, WIRED, "Mysterious Statistical Law May Finally Have an Explanation," 27 Oct. 2014

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