CALCULATION OF MATRIX EIGENVALUES BY VARIATIONS OF THE JACOBI AND HOUSEHOLDER METHODS.
Interim technical rept.,
TEXAS UNIV AUSTIN COMPUTATION CENTER
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The Jacobi method and the Householder method for finding the eigenvalues of a real symmetric matrix are discussed. Derivations, error analyses, and a brief history are given. Five variations of these two methods have been programmed for a digital computer. The numerical results of these programs have been used as a basis of comparison of these methods. Author
- Theoretical Mathematics