搜索资源列表
Algorithm
- c# 数值计算源代码 复数运算 矩阵运算 线性代数方程组的求解 非线性方程与方程组的求解 -c# numerical source code plural computing matrix calculation of linear algebraic equations for solving nonlinear equations with the equations
linearequation
- 线性方程组的求解，阶数不定，需要文件输入系数矩阵和右端向量-linear equation solution
guass
- 列主元高斯消去法对于某电路的分析，归结为求解线性方程组RI=V。其中 （1）编制解n阶线性方程组 列主元高斯消去法的通用程序； （2）用所编制程序解线性方程组 ，并打印出解向量，保留5位有效数； -Out the main element Gaussian elimination of a certain circuit analysis, reduced to solving linear equations RI = V. Where (a) the prepar
cSharp-linear-equation
- 用c#实现各类线性方程组的求解的源代码，配套书籍为《C#数值计算算法编程》-C# implementation with all kinds of linear equations to solve the source code, supporting the book as " C# numerical algorithm programming"
Solving-linear-equations
- 求解线性方程组，首先要确定方程式的个数，以及每个方程的系数，要求程序与用户交互， 在程序运行过程中，要求用户输入方程个数和方程中的系数，程序把系数存入系数矩阵中 运用消元法（高斯消元法）：1.将系数矩阵消为上三角2.回代求得方程组的解-Solving linear equations, we must first determine the number of equations, and the coefficients of each equation required proc
Examine
- 对求解线性方程组的算法进行测试，包括矩阵LU分解算法-Begin the test of the Algorithms used in solving the liner equation, including the LU decomposition
gss_spd_2.2
- 线性方程组求解,提出了一种快速求解线性方程组的方法-the solving of linear equetions
gss_spd_2.1
- 线性方程组求解，提出了一种快速求解方程组的方法-the solving of linear equation
GaussXiaoqufa
- 高斯消去法，求解线性方程组的解。本方法有利计算机求解。-Gaussian elimination method for solving linear equations solution.
xianxingfangcheng
- 线性方程组求解的C程序源码，可以为C程序变成提供参考-Linear Equations C program source code, you can provide a reference for the C program to become
Gauss-seidel-solutions
- 运用高斯-赛德尔迭代公式求解线性方程组，自己定义方程组-Using Gauss- Seidel iteration formula for solving linear equations, their definition equations
Catch-method
- 该程序是在C语言的编译环境下来探索追赶法求解线性方程组。-The program is to explore the pursuit method for solving linear equations in C language compiler environment down.
Jacobi-iterative-method
- 该程序是在C语言的编译环境下探索利用Jacobi迭代方法求解线性方程组。-The program is to explore the environment in the C language compiler using Jacobi iterative method for solving linear equations.
cSharpmatlabtaskcal
- 使用了编程语言：C#，编程工具：Visual Studio 2010实现了对数值计算中Steffensen，Muller（抛物线）非线性方程数值求解；Gauss线性方程组求解；Lagrange，Newton，三次样条插值法数值逼近的winform 软件开发，取代了Matlab方法，便于方法的应用和推广。-Use a programming language: C#, programming tools: Visual Studio 2010 realization of the numerica
LU.tar
- 基于CUDA的LU分解，可作为求解线性方程组的程序-CUDA based LU decomposition, can be used as the procedure for solving linear equations
CSharpmatrix
- C#处理矩阵函数包，包括矩阵求逆，稀疏线性方程组求解等-C# processing matrix function package, including matrix inversion, sparse linear equation solving, etc.