## Numerical solution of a class of deficient polynomial systems, SZAM I

- T. Y. Li, T. Sauer, J. A. Yorke
- Numer. Anal
- 1987

- Published 1988

Recently the homotopy method has been applied to solve linear algebraic eigenvalue problems. On the basis of theoretical advantages and practical experiments, the method has been suggested as a serious alternative to EISPACK for finding all isolated eigenpairs of large, sparse linear algebraic eigenvalue problems on SIMD machines. This note offers a simpler proof than Li and Sauer’s of the existence of homotopy curves for eigenvalue problems of general matrices.

@inproceedings{Chu1988ANO,
title={A Note on the Homotopy Method for Linear Algebraic Eigenvalue Problems},
author={Moody T. Chu and P. Barker},
year={1988}
}