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解方程组
- 本代码实现的是计算方法课程实验--用平方根法求解方程组用C语言实现-source implementation of the calculation method is experimental courses -- with square root method equations using C language
线性方程组雅可比迭代法
- 数值计算方法实验 实验2 用雅克比迭代法解方程组 一、 实验目的 1、 学习使用雅克比迭代法求解方程组，加深对雅克比迭代法的认识。 2、 在误差允许的范围内，在循环次数较少的情况下，求解方程组的稳定解。 3、 进一步加深对Matlab的学习。
高斯约当消元法解线性方程组
- 高斯约当消元法解线性方程组,附源代码.
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.
code.rar
- （1）用Doolittle三角分解（LU）法解方程组。 （2）分别用Jacobi迭代, Gauss-Seidel迭代法解方程组。 ,(1) Triangle Doolittle decomposition (LU) Solving equations. (2), respectively, with Jacobi iteration, Gauss-Seidel iteration method for solution of equations.
sy3
- Jacobi迭代法、Gauss-Seidel迭代法、超松弛迭代法（SOR方法）分别求解线性方程组的近似解-Jacobi iteration, Gauss-Seidel iteration, SOR (SOR method) for solving linear equations are approximate solutions
linear
- 数值线性代数运算，分别用列选主元的高斯消去法，矩阵的LU分解并求解方程组和迭代法解方程组，并比较计算结果和时间。-Numerical linear algebra, respectively out how principal component of the Gaussian elimination method, LU decomposition of the matrix, and solving equations and iterative solution of equations,
VisualBasicsuanfa
- 含有解方程组，数据拟合，插值等常用数值分析的分析和参考源码-Containing the solution of equations, data fitting, interpolation, numerical analysis commonly used in the analysis and reference source
MATLAB使用欧拉Euler法求解微分方程组 源程序代码
- Matlab欧拉法解微分方程的程序源代码，供matlab学习使用(Matlab Euler solution of differential equations of the program source code, for learning to use matlab)
计算方程组-1
- 该程序可用来求解计算复杂的非线性方程组的解析解，对初学者有一定参考价值(The program can be used to solve the analytic solution of complex nonlinear equations, and has some reference value for beginners)
高斯-赛德尔迭代法求线性方程组Ax=b的解
- 该程序主要是利用高斯-赛德尔迭代法求线性方程组Ax=b的解(The program mainly uses the Gauss-Seidel iteration to solve the solution of the linear system Ax = b)
Matlab
- 能够计算非齐次方程组的解，程序清晰的解释了高斯消去法的过程和原理，有助于读者理解高斯消去法，从而更好的进行其他相关的复杂编程(It is possible to compute the solution of the homogeneous equations, and the program clearly explains the process and principle of the Gauss elimination method, which helps the reader to
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.)
matrix
- matlab列主元消元法解方程组，可以解任意阶矩阵方程组(Matlab solution of a set of arbitrary order matrix equations)
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.)
解线性方程组的迭解法
- 解线性方程组的迭解法，包括高斯-赛德尔迭代法和雅克比迭代法(Solution of iterative solution of linear equations, including Gauss - Seidel iterative method, Jacobi method)
解线性方程组的迭代法
- 可在matlab中打开，是用来解线性方程组的迭代法(It can be opened in MATLAB, and is an iterative method for solving linear equations.)
利用Gauss消去法对线性方程组进行求解
- 用消去法解方程组的基本思想是用逐次消去未知数的方法把原来方程组Ax=b化为与其等价的三角方程组，而求解三角方程组就容易了。换句话说，上述过程就是用行的初等变换将原方程组系数矩阵化为简单形式，从而将求解原方程组的问题转化为求解简单方程组的问题。