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Superattracting cycles for some Newton type iterative methods
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作者 AMAT sergio BUSQUIER Sonia +1 位作者 NAVARRO Emilie plaza sergio 《Science China Mathematics》 SCIE 2011年第3期539-544,共6页
The paper is devoted to the analysis of certain dynamical properties of a family of iterative Newton type methods used to find roots of non-linear equations. We present a procedure for constructing polynomials in such... The paper is devoted to the analysis of certain dynamical properties of a family of iterative Newton type methods used to find roots of non-linear equations. We present a procedure for constructing polynomials in such a way that superattracting cycles of any prescribed length occur when these iterative methods are applied. This paper completes the study begun in Amat, Bermúclez, Busquier, et al., (2009). 展开更多
关键词 iterative methods (super)attracting cycles DYNAMICS
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