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A New Method for Solving Nonlinear Equations Based on Euler’s Differential Equation

机译:基于欧拉微分方程的非线性方程求解新方法

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Usually the methods based on Taylor expansion series for have better convergence [1]. But, nearly, all of them contain one or more derivatives of . The purpose of this paper is to introduce a technique to obtain free from derivatives which works better than methods others that been considered in most text book for solving nonlinear equations by providing some numerical examples.
机译:通常基于泰勒展开级数的方法具有较好的收敛性[1]。但是,几乎所有这些元素都包含的一个或多个导数。本文的目的是通过提供一些数值示例,介绍一种从导数中获取自由的技术,该技术比大多数教科书中考虑的其他方法更有效。

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