Scholarlink

This paper presents a three-step numerical root-finding algorithm using the exponential method to compute an approximate root of transcendental or nonlinear equations. The main scheme of the proposed algorithm depends on the predictor-corrector method, which was developed by Traub. The proposed algorithm is competent, simple, and convergent faster than the other available methods. A couple of examples are discussed to explain the method. Maple and Microsoft Excel implementations are discussed with sample computations. With the help of this algorithm, one can extend the implementation to MATLAB, Mathematica, NCAlgebra, Scilab, etc.

错误：搜索内容不能为空，请输入英文关键词
错误：关键词超出字数限制，请精简
高级检索

A New Numerical Algorithm to Compute a Root of Non-linear Equations Using Exponential Method

  • 会议论文

  • 发表日期：

    2025年

查看全文
  • Srinivasarao Thota,
  • Abayomi Ayotunde Ayoade

摘要

This paper presents a three-step numerical root-finding algorithm using the exponential method to compute an approximate root of transcendental or nonlinear equations. The main scheme of the proposed algorithm depends on the predictor-corrector method, which was developed by Traub. The proposed algorithm is competent, simple, and convergent faster than the other available methods. A couple of examples are discussed to explain the method. Maple and Microsoft Excel implementations are discussed with sample computations. With the help of this algorithm, one can extend the implementation to MATLAB, Mathematica, NCAlgebra, Scilab, etc.