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학술저널

A SEXTIC-ORDER VARIANT OF DOUBLE-NEWTON METHODS WITH A SIMPLE BIVARIATE WEIGHTING FUNCTION

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Via extension of the classical double-Newton method, we propose high-order family of two-point methods in this paper. Theoretical and computational properties of the proposed meth-are fully investigated along with a main theorem describing methodology and convergence analysis. Typical numerical exam-ples are thoroughly treated to verify the underlying theory.

1. Introduction

2. Methodology and analysis

3. Selection of G(s) and r

4. Numerical experiments and concluding remarks

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