Matrix eigenvalue problem

A problem of finding eigenvalues and eigenvectors of a matrix. This vectors and values should satisfy the following equation

$A\lambda _{i}=b_{i}\lambda _{i}$

where

• A - is the given matrix, for which the problem is to be solved
• $\lambda _{i}$ - i-th eigenvector
• $b_{i}$ - i-th eigenvalue