2005•Journal of Yunnan University for NationalitesRequires access

A Problem of Solution for all Characteristic Roots of a Matrix with Iterative Method

Xiong Han

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Abstract

In this paper we investigate the solution for all characteristic roots of a matrix with iterative method.In particular,a complex matrix A can be simplified as a diagonal matrix with this method if A possess pairs of distinct characteristic roots,furthermore,The convergence speed is at square rank.

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What this paper is about

In this paper we investigate the solution for all characteristic roots of a matrix with iterative method.In particular,a complex matrix A can be simplified as a diagonal matrix with this method if A possess pairs of distinct characteristic roots,furthermore,The convergence speed is at square rank.

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Available abstract

In this paper we investigate the solution for all characteristic roots of a matrix with iterative method.In particular,a complex matrix A can be simplified as a diagonal matrix with this method if A possess pairs of distinct characteristic roots,furthermore,The convergence speed is at square rank.

Key concepts: Mathematics, Matrix (chemical analysis), Convergence (economics), Diagonal, Matrix splitting, Iterative method, Diagonal matrix, Square matrix

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