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Title Investigation of Distinct Roots of Nonlinear Equations using Modified Root Finders

Author(s) Aimen Safeer

Abstract In this research, derivative free and with memory iterative methods involving self-accelerating parameters have proposed for the solution of distinct roots of single variable non-linear equations. The technique of obtaining self-accelerating parameters is based on forth order iterative methods developed by Wang and Fan [16]. A very simple strategy has been used to construct two iterative methods using self-accelerating parameters which improve the convergence order from four to six. Numerical test examples show that the newly proposed methods are efficient, more accurate and robust in computation.

Type Thesis/Dissertation

Faculty Engineering and Computer Science

Department Mathematics

Language English

Publication Date 2023-06-26

Subject Mathematics

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