搜索资源列表
gs
- 高斯消去法求解线性方程组，以在TC2.0中编译通过-Gaussian elimination method for solving linear equations, in which the compiler through WITH TC 2.0
jaccobi&GS
- jaccobi迭代法和GS迭代法求解线性方程组，并有著名病态对称正定矩阵Hilbert矩阵的生成程序和其不同维数下，求解结果的对比作图-jaccobi iteration and GS iterative method for solving linear equations, and a well-known pathological symmetric positive definite matrix Hilbert matrix formation process and the diff
sor
- 利用超松弛迭代法解矩阵的源程序，C语言编写-The use of over-relaxation iteration method solution matrix of the source code, C language
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
gs
- gauss seidel calc numerical method
GS-89
- 介绍了GS-89模块的功能及使用方法，包括线路连接。-Introduces the GS- 89 module function and method of use, including a circuit connection.
Matlab
- Matlab 程序语言，有jacobi GS迭代，弦截法等。-Matlab programming language, there jacobi GS iteration, Secant method.
jacobi
- 用jacobi和GS法解线性方程，只需输入系数矩阵和等号右边的矩阵-Use jacobi and GS method to solve the linear problem
gs
- Load flow Gauss siedel method
gs
- 计算方法实验-高斯列主元消去法源代码。c++编写的-Method- principal component Gaussian line
Gs
- 这个程序是基于matlab解决运用数值分析中高斯法的方法实现方程的求解过程。-This program is based on the use of numerical analysis in matlab to solve the Gauss law equation method of solution process.
GS
- 数值分析-高斯消去法实验详细过程解释-Numerical Analysis- Gauss elimination method experimental
GS
- Gauss-Seidel方法，是Jacobi方法的一种改进，可以认为是一种不动点迭代-Gauss-Seidel method is an improvement of the Jacobi method, that is a fixed point iteration
gs
- 四点高斯积分公式在边界元分析法离散中的计算-Four the Gauss integral formula in boundary element analysis method in the calculation of discrete
GS-SOR
- 有关于数值代数中Guass-Seidal迭代法和SOR迭代法的完整源码。-The complete source about the numerical algebra Guass-Seidal iterative method and SOR iterative method.
GS
- Gauss seidal method to solve the system of equations
GS
- Gauss-Seidel方法解决线性方程组问题-Gauss-Seidel method to solve linear equations
GS
- 利用VC++6.0进行高斯-赛德尔（Gauss-Siedel）迭代法进行齐次非线性方程组的计算，对于初学C++的人来说，本程序十分有用。方程的系数在程序中定义。-To use VC++6.0 Gauss- Seidel iterative method (Gauss-Siedel) homogeneous nonlinear equations calculated, the program is useful for beginners C++ people. The coefficients
gs
- 高斯约当法求解线性方程的C++源代码，属于数值分析课程-Gauss Jordan method for solving linear equations C++ source code, belong to numerical analysis courses
gs
- 高斯-塞德尔迭代方法，于雅可比迭代不同之处是将每次迭代的最新结果，用在当前迭代过程中。-Gauss- Seidel iteration method, the Jacobi iteration is different from the latest results of each iteration, the process used in the current iteration.