具有参数和任意初始值的非线性方程的牛顿迭代法

2021 International Conference on Management Science and Software Engineering (ICMSSE) Pub Date : 2021-07-01 DOI:10.1109/ICMSSE53595.2021.00018

Guojie Liu

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引用次数: 0

摘要

基于牛顿迭代的非线性方程组的改进求解方法。如果在方程中加入一些参数，并且每次计算参数都可以改变，这将为实践提供很大的灵活性。为此，需要在计算的所有过程中都存在且在任何过程中都可以赋值的参数。并对计算方法进行了改进。为了使用户可以输入任意初始值，从而得到收敛准确的结果。

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Newton Iteration Method for Nonlinear Equations with Parameters and Arbitrary Original Value

Improved methord for nonlinear equations based on newton iteration. If some parameters is involved in the equations, and parameters can be changed In each calculation, that will get much flexibility for practice. For this purpose, Parameters existing in all the process of caculation and can be assigned value in any process is needed. And calculation methor is also improved in this article. for making the user can input any initial values to get convergent and accurate result.

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2021 International Conference on Management Science and Software Engineering (ICMSSE)

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