论文信息 - A simultaneous coordinate relaxation algorithm for large, sparse matrix eigenvalue problems - 字舞流文

A simultaneous coordinate relaxation algorithm for large, sparse matrix eigenvalue problems

[1] F. L. Bauer. Das Verfahren der Treppeniteration und verwandte Verfahren zur Lösung algebraischer Eigenwertprobleme , 1957 .

[2] R. Nesbet. Algorithm for Diagonalization of Large Matrices , 1965 .

[3] H. Rutishauser. Computational aspects of F. L. Bauer's simultaneous iteration method , 1969 .

[4] I. Shavitt. Modification of Nesbet's algorithm for the iterative evaluation of eigenvalues and eigenvectors of large matrices , 1970 .

[5] C. Bender,et al. The iterative calculation of several of the lowest or highest eigenvalues and corresponding eigenvectors of very large symmetric matrices , 1973 .

[6] H. Schwarz. The eigenvalue problem (A − λB)x = 0 for symmetric matrices of high order , 1974 .

[7] Axel Ruhe. methods for the eigenvalue problem with large sparse matrices , 1974 .

[8] E. Davidson. The iterative calculation of a few of the lowest eigenvalues and corresponding eigenvectors of large real-symmetric matrices , 1975 .