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translations for
eigenvalue
Definition of eigenvalue
A
scalar
,
\lambda
, such that there exists a non-zero
vector
x
for which the
image
of
x
under a given
linear operator
\mathrm{A}
is equal to the
image
of
x
under
multiplication
by
\lambda
; i.e.
\mathrm{A} x = \lambda x
Examples
Related words
eigenvector
eigenvalue of a linear transformation
eigenvalue of a square matrix
eigenvector of a linear transformation
eigenvector of a square matrix
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