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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
Gauss_Seidel迭代法
- 用C语言来实现的一个程序，可以求解线生方程组，比LU分解法求解速度快。- A program ,Using language c to relize ,can solve the line system of equations and rapider than a program with the way of LU Resolution
数值算法程序
- 这是一些数值算法的源程序，包括非线形方程的解法。(二分法，牛顿法)。线性代数方程组数值解法（包括，消去法，迭代法）-This is some numerical algorithm of the source, including non-linear equations method. (Dichotomy, Newton). Linear algebra equations Numerical Solution (including
VB_NUM1
- 用VB实现线性方程组的求解。包括：高斯消元法，LU分解法追赶法，迭代法，奇异值分解，乔累斯基分解法等12种数值方法。-VB of linear equations to solve. Including : Gaussian Elimination Act, the law catch up with the LU decomposition, iterative method, singular value decomposition
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
NumericalAnalysisAlgorithm
- 列主元消元法解线性方程组（已通过验证） LU分解法解线性方程组（已通过验证）： 雅可比迭代法（已通过P54例一和习题一的验证）高斯---赛得尔迭代法 拉哥朗日插值公式（乘幂法 -main-element elimination method for solving linear equations (validated) LU decomposition method for solving linear equati
mumerical_analysis
- 数值分析一部分编程习题，包括： 舍入误差与有效数 Newton迭代法 列主元三角分解法 逐次超松弛迭代法 3次样条插值函数-Part of numerical analysis programming exercises, including: round-off error and effective number of Newton iteration out PCA triangular decompositi
JacobiGaussSeidel
- 雅克比和高斯赛德尔迭代法求解线性方程组 用c++软件开发的程序-And high斯赛德尔Jacobian iteration method for solving linear equations with c++ Software development process
work2
- 在matlab环境下对偏微分方程的Jacobi迭代解法的算法实现-Environment in matlab partial differential equations of the Jacobi iterative solution algorithm
solve_matrix
- 采用三种最常用的快速算法：非线性迭代法，高斯消元法和一中全新的解法解线性方程组！-Using the three most commonly used fast algorithm: nonlinear iterative method, Gauss elimination and a new method of solution of linear equations!
shuzhifenxi
- 数值分析实验报告!包含多个实验！ 实验一 非线性方程求根 实验二 线性代数方程组的解法 --------列主元Gauss消元法 实验三 线性代数方程组的解法 ——Gauss-Seidel迭代法等-Numerical Analysis of the experimental report! Contains more than one experiment! Experiment 1 Experiment 2 ro
shuzhi_c
- 1.求方程组的解算法： Guass迭代法、Doolittle分解法 2.求矩阵特征值算法： 幂法、反幂法、LU分解法
Chapter05-06.LinearEquations
- 清华大学《数值分析A》－第05章.线性方程组－直接解法 Gauss消去法 列主元消去法 Gauss－Jordan LU分解 LL分解 LDL分解 清华大学《数值分析A》－第06章.线性方程组－迭代法 Jacobi Gauss－Seidel SOR-Tsinghua University,
NewtonIterationMethod
- 通过使用Newton迭代法求解方程 并分析它的解法收敛性； 牛顿迭代法是比较适合用计算机来计算。 -Through the use of Newton iteration method for solving equations and analyze the convergence of its solution Newton iteration is more suitable for the computer to
equation
- 分别用高斯消去法，三角分解法，Jacobi迭代法，GS迭代法，SOR迭代法求解Ax=b-Separately using Gaussian elimination, triangular decomposition, Jacobi iterative method, GS iterative method, SOR iterative method for solving Ax = b
方程解法
- 基于matlab的不动点迭代法、二分法以及牛顿法求解方程，进一步优化了计算步骤。(Fixed point iterative method for solving equations based on Matlab)
ill-conditioned system of equations
- 分别用几种经典的数值分析迭代算法求解线性方程组(Solving linear equations by several classical numerical analysis iterative algorithms)
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)
5线性方程组的迭代解法—Jacobi迭代法
- 使用matlab编写了Jacobi迭代法的函数，并通过例子进行了验证。(The function of Jacobi iteration method is written by MATLAB, and is verified by an example.)