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A SIMPLE ITERATIVE PROCEDURE FOR FINDING ALL ZEROS OF A POLYNOMIAL WITHOUT REPEATED EVALUATION

A SIMPLE ITERATIVE PROCEDURE FOR FINDING ALL ZEROS OF A POLYNOMIAL WITHOUT REPEATED EVALUATION
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摘要 In this note a simple iterative method for simultaneously finding all zeros of a polynomial is established.The method does not require repeated evaluation of the polynomial or its deriva-tives,and is globally convergent for quadratic polynomials. In this note a simple iterative method for simultaneously finding all zeros of a polynomial is established.The method does not require repeated evaluation of the polynomial or its deriva-tives,and is globally convergent for quadratic polynomials.
作者 郑士明
基金 The Project is supported by the National Natural Science Foundation of China and by Natural Science Foundation of Zhejiang Province.
关键词 ITERATIVE method ZEROS of POLYNOMIAL repeated EVALUATION global convergence. Iterative method,zeros of polynomial,repeated evaluation,global convergence.
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