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第四章 解非线性方程的迭代法
- 解非线性方程的迭代法-solving nonlinear equations iterative method
非线性方程求根
- 非线性方程求根 包括二分法、牛顿迭代法的matlab程序。-Root including nonlinear equations dichotomy of Newton iteration of Matlab procedures.
实验3--非线性方程求根.doc
- 《计算方法》实验报告，非线性方程求根，文档里有程序
homopack
- 解非线性方程的同伦算法-Solution of nonlinear equations homotopy algorithm
netlim1
- 分步傅利叶方法解非线性方程-Fourier step-by-step method for solving systems of nonlinear equations
NLequationCalculator
- 非线性方程类，封装了有关解非线性方程的算法-nonlinear equations, the solution package, the algorithm of nonlinear equations
第四章 解非线性方程的迭代法
- 解非线性方程的迭代法-solving nonlinear equations iterative method
Newton
- 牛顿迭代法求解非线性方程，已在TC2.0中编译通过-Newton iterative method for solving nonlinear equations, in which compile WITH TC 2.0
用牛顿法解非线性方程组
- 用牛顿法解非线性方程组(包括论文及源程序)-with Newton method for solving systems of nonlinear equations (including papers and source)
非线性方程求根
- 非线性方程求根 包括二分法、牛顿迭代法的matlab程序。-Root including nonlinear equations dichotomy of Newton iteration of Matlab procedures.
C++常用算法之08非线性方程组求解
- 本代码是《计算机常用数值计算算法与程序 C++版》一书的配套非线性方程组求解代码，每个源程序文件的文件扩展名都使用.cpp形式。这些C++程序已经在微软公司Windows 平台下的Virsual C++ 6.0环境下通过 -the code is "commonly used computer numerical algorithms and procedures C version," a book support
非线性方程组的迭代解法
- 非线性方程组的迭代解法，包括：简单迭代法、Newton法、割线法、拟Newton法等.详见程序注释-nonlinear equations of the iterative solution, including : simple iterative method, Newton, secant, to the Newton law. Detailed procedures Notes
线性方程组求解与方程组性态讨论
- 线性方程组求解与方程组性态讨论(实验报告)三次样条插值问题,数值积分,微分方程数值解,线性方程组的迭代解法,非线性方程的迭代解法-solving linear equations and the equations behavior discussion (Experiment), cubic spline interpolation, numerical integration, the numerical solution of d
纯非线性方程
- 求解非线性方程的代码，其中有例子和举例应用。(Solving nonlinear equations of the code, including examples and examples of applications.)
非线性方程组求解
- 利用改进的遗传算法求解非线性方程，遗传算法得到全局最优解作为初值寻找局部最优解(Using the improved genetic algorithm to solve the nonlinear equation, the genetic algorithm gets the global optimal solution as the initial value to find the local optimal solution
非线性方程解法相关程序
- 用二分法以及迭代法求解非线性方程、非线性方程组的例子(An example of solving nonlinear equations and nonlinear equations by the dichotomous method and iterative method)
用最小二乘法解一个或多个非线性方程。
- LMFNLSQ2求解一个或多个超定的非线性方程 在最小二乘意义上，打印雅可比矩阵和经过的时间(LMFNLSQ2 Solve one or more of (over)determined nonlinear equations % in the least squares sense, prints Jacobian matrix and elapsed time)
非线性方程求根方法
- 非线性方程求根方法，包括二分法和牛顿迭代法(Nonlinear equation method, including the dichotomy and the Newton iteration method)
ch05 非线性方程求解
- 非线性方程是指含有指数和余弦函数等非线性函数的方程，例如， 与线性方程相比，无论是解的存在性，还是求解的计算公式，非线性方程问题逗逼线性问题要复杂的多，对于一般线性方程，既无直接法可用，也无一定章程可寻。(Nonlinear equations is refers to the index and cosine function equation of nonlinear functions, such as, for example,
基于MATLAB的非线性薛定谔方程的数值算法研究
- 这是一篇关于非线性方程数值求解的论文，基于分步傅里叶算法，通过Matlab编程，里面详细代码程序。(This is a paper about the numerical solution of non-linear equations.)