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xxfcz.rar
- 线性方程组求解的三个源程序.rar
LinearEquation
- 线性方程组求解模板,包括求解线性方程组的各种算法- System of linear equations solution template, including solution system of linear equations each algorithm
xianxingfangchengzu
- 这是一个线性方程组求解的例子，大家看看，希望对大家学习有帮助-This is a linear equation solving example, we see, and I hope to help you learn
GMRES
- 求解大型线性方程组的GMRES方法，文件显示了详细的算法和原理-For solving large linear equations of the GMRES method, the file shows the detailed algorithm and theory
gs
- 高斯塞德尔迭代法求解线性方程组的MATLAB程序-High Sisaideer iteration for solving linear equations in the MATLAB program
gaosidiedai
- 本程序是数值分析中经典的高斯迭代法求解线性方程组-The numerical analysis procedure is the classical Gauss iterative method for solving linear equations
Gauss_seidel
- 数值分析算法-----功能:gauss-seidel迭代求解线性方程组的根-Numerical analysis algorithms----- functions: gauss-seidel iterative root solving linear equations
EqtsSOR
- SOR迭代法求解线性方程组，输出结果和迭代次数。-SOR iterative method for solving linear equations, the output and the number of iterations.
CG
- 程序可以求解线性方程组，迭代速度相对较快，复杂度O(Nlog(N))(The program can solve the linear equations, the iteration speed is relatively fast, the complexity is O (Nlog (N)))
解线性方程组
- 求解线性方程组的方法：高斯赛德尔迭代法，LU分解法(Solving linear equations by Gauss Seidel iteration)
Iter.zip
- 求解线性方程组的常用算法matlab实现 包括 Jacobi，Gauss_Seid 与 SOR(Common iterative methods function to solve linear symstems of equations. (Jacobi, Gauss_Seid and SOR))
LU_test
- cuda加速，采用LU分解法求解线性方程组(CUDA accelerated, using LU decomposition method to solve linear equations)
GausANDJacobian
- 高斯消元以及Jacobian迭代求解线性方程组，有详细的注释(Gauss elimination and Jacobian iterative solution of linear equations have detailed annotations)
线性方程组计算
- 利用高斯消元法法求解病态矩阵——hilbert 矩阵的线性方程组。通过条件数分析，找出误差较大的原因。再利用 Jacobi 迭代方法、G-S 迭代方法和 SOR 迭代法做了进一步探究。另外，作为要求之外的，还使用共轭梯度法来求解方程以来进行对比，并利用Tikhonov 正则化的方法改善矩阵的条件数，来减小误差。(The Gauss elimination method is used to solve the linear equations of the ill conditioned mat
求解线性方程组的迭代法
- 该matlab程序为求解线性方程组的解的迭代算法合集，也是最基础最简单的求解线性方程组的迭代法，简单易懂。(Methods for solving linear equation.)
预处理共轭梯度求解器
- 采用预处理的共轭梯度线性方程组求解方法，可以输入预处理矩阵。
高斯赛德尔迭代
- 利用VB实现高斯赛德尔迭代求解线性方程组，原系数矩阵用TXT文件输入。可供数学专业的同学使用。(Using VB to achieve Gauss Seidel iteration to solve linear equations, the original coefficient matrix is input with TXT file. It can be used by students in mathematics.)
jiefangcheng
- 使用高斯-赛德尔迭代法和雅克比迭代法求解线性方程组；使用高斯法和列主元法求解线性方程组。(Using the Gauss - Seidel iterative method, Jacobi iterative method for solving linear equations and using Gauss method and column principal component method to solve linear equations.)
Generalized Inverse Matrix
- 使用Hermite标准型、SVD分解和满秩分解求矩阵的广义逆，在此基础上求解线性方程组的解。(Hermite's canonical form, SVD decomposition and full rank decomposition are used to find the generalized inverse of the matrix, and then the solution of the linear equation system is solved.)
常微分方程和线性方程组的求解
- 包含常微分方程初值问题的求解，运用四阶Runge-Kutta方法计算该初值问题。还有对线性方程组的求解问题。是数值分析课程的基本程序。