Definition
Eigenvalue
Let
be a linear operator on a vector space over a field . A scalar is an eigenvalue of if there exists a non-zero vector such that Equivalently,
is an eigenvalue if has an associated eigenvector .
Eigenvalue
Let
be a linear operator on a vector space over a field . A scalar is an eigenvalue of if there exists a non-zero vector such that Equivalently,
is an eigenvalue if has an associated eigenvector .