Lanczos algorithm
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(computing theory) An iterative algorithm that is an adaptation of power methods to find the most useful eigenvalues and eigenvectors of an nth-order linear system with a limited number of operations, m, where m is much smaller than n.
Lanczos algorithm
To efficiently compute a few dominant eigenpairs of a large sparse matrix for their simulation, the team implemented the Lanczos algorithm and compared its convergence behavior to that of the standard power method.
To efficiently compute a few dominant eigenpairs of a large sparse matrix for their simulation, the team implemented the Lanczos algorithm and compared its convergence behavior to that of the standard power method.
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