Definición de eigenvalue en inglés:

eigenvalue

Pronunciación: /ˈʌɪɡənˌvaljuː/

sustantivo

Mathematics & Physics
1Each of a set of values of a parameter for which a differential equation has a non-zero solution (an eigenfunction) under given conditions.
Oraciones de ejemplo
• He showed that in this case the integral equation had real eigenvalues, and the solutions corresponding to these eigenvalues he called eigenfunctions.
• It was a matter of estimating eigenvalues of non-self-adjoint differential equations and matrices.
• In a very natural way, concepts of linear algebra, including eigenvalues and eigenvectors, appear.
2Any number such that a given matrix minus that number times the identity matrix has zero determinant.
Oraciones de ejemplo
• In particular he proved results on the existence of matrices with given eigenvalues and given diagonal elements.
• This is where those eigenvalues of random Hermitian matrices enter the picture.
• The eigenvalue effective population size, equal to the leading eigenvalue of this matrix is derived.

Saltos de línea: eigen|value

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