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雅可比迭代计算方程组
- 用雅可比迭代计算一个线性方程组。用户只需要输入系数矩阵和常数矩阵就可以，精确度为-8-using Jacobian an iterative calculation of linear equations. Users only need to input matrix and constant coefficient matrix can, the precision of -8
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
数值计算_病态线性方程组的求解
- 这是数值分析的一些作业实验，文件中有详细的文档对理论，实验和算法的说明，用于病态方程组求解的源代码-This is the numerical analysis of the experimental operation, the paper detailed documentation of theory, experiment and the algorithm shows that morbid equation for solving the source code
高斯列主元消去法解线性方程组
- 高斯消去法是一个古老的求解线性方程组的方法，但它的改进、变形得到的主元素消去法仍然是计算机上常用的计算方法。-Gaussian Elimination is an ancient solving linear equations method, but it's improving, the deformation of the main elements elimination method is commonly used by computer calculation.
Gauss_Seidel法解方程组
- Gauss_Seidel法解方程组,对同一系数矩阵的方程组，只须变换一次系数矩阵，即可求不同常数向量的不同方程组，大大提高计算效率，且可求解任意元线形方程组-Gauss_Seidel Solving equations, the same coefficient matrix equations, only a transformation coefficient matrix can be different for the different constant vector equation
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)
线性代数方程组
- 求线性代数方程组,计算方法-linear algebraic equations, the calculation method
高斯法解线性方程组
- 高斯法解线性方程组-Gaussian method for solving linear equations
求解线性代数方程组
- 线性代数方程组的求解全选主元高斯消去法全选主元高斯约当消去法复系数方程组的全选主元高斯消去法-linear algebraic equations to solve all the main election yuan Gaussian Elimination entire election PCA about when Gaussian Elimination of complex equations of the entire election PCA Gaussian Eliminatio
高斯消元法解n阶线性方程组
- 高斯消元法解n阶线性方程组 这里是数学方法中常用的计算程序-Gauss elimination method for n-linear equations here is the mathematical methods used in calculation procedures
雅可比迭代解线性方程组
- 雅可比迭代解线性方程组 这个也是计算方法中另一种 求解线性方程组的计算程序-Jacobi iterative solution of linear equations This is a separate calculation method for solving linear equations of computational procedures
线性方程组的迭代法和牛顿数值积分
- 线性方程组的迭代法：Jacobi， Gauss-Seidel，SOR，SOR for Poisson。 牛顿数值积分方法及其Steffensen加速法。
LU分解法求解线性方程组.zip
- LU分解法求解线性方程组的VB.NET源码.里面有详细的使用说明.,LU decomposition method for solving linear equations of VB.NET source. There are detailed instructions.
科学计算中的共轭梯度法解对称正定线性方程组
- 科学计算中的共轭梯度法解对称正定线性方程组.,Scientific Computing in the conjugate gradient method symmetric positive definite solution of linear equations.
PSO算法求解非线性方程组
- 使用pso粒子群算法求解非线性方程组，用c语言实现(PSO Particle Swarm Optimization (PSO) is used to solve nonlinear equations and is implemented in C language)
解方线性方程组
- 通过高斯消元法求解解线性方程组，使用动态内存分配(system of linear equations)
LU分解法求解线性方程组
- 用LU分解法，求解已知线性方程组的解，最多100阶(The solution of the known linear equations is solved by the LU decomposition method, with a maximum of 100 orders.)
MATLAB牛顿法求解非线性方程组
- MATLAB牛顿法求解非线性方程组，运用牛顿法对非线性方程组进行求解可得到数值解(MATLAB Newton method for solving nonlinear equations, using Newton method to solve nonlinear equations to obtain numerical solution.)
MATLAB求解非线性方程组 fsolve
- MATLAB求解非线性方程组 fsolve源程序代码(MATLAB to solve the nonlinear system fsolve source code.)
用matlab求解非线性方程组的几种方法之程序
- matlab编程 求解非线性方程和方程组的多种方法(Matlab programming for solving nonlinear equations and equations)