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ON THE INVARIANT FOR A FAMILY OF DEFORMED HALLEY METHODS
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作者 HUANG Zhengda ZHENG Shiming (Department of Mathematics, Xixi Campus, Zhejiang University, Hangzhou 310028, China) 《Journal of Systems Science & Complexity》 SCIE EI CSCD 2003年第1期133-144,共12页
In this paper, an invariant determined by a function used to guarantee the convergence of all members with l ≤ k in the family of deformed Halley iterative methods for solving nonlinear equation in complex field is g... In this paper, an invariant determined by a function used to guarantee the convergence of all members with l ≤ k in the family of deformed Halley iterative methods for solving nonlinear equation in complex field is given. Results include some known ones as this special cases. We get not only the error estimates of the iterative sequences {zn,l} but also those of f(zn,l) for all l ≤ k. 展开更多
关键词 A family of deformed Halley methods INVARIANT convergence of iteration.
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