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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.
mMath
- 用于矩阵加减乘除运算、高斯消元法解方程等
gaosixiaoyuan
- 自己编的高斯消元法求线性方程组的根 可以供数值算法的朋友参考
solve_matrix
- 采用三种最常用的快速算法：非线性迭代法，高斯消元法和一中全新的解法解线性方程组！
fangcheng
- 通过开发C++程序实现高斯消元法解线性方程组．
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
高斯列主元消去法（fortran）
- 利用fortran编写的高斯列主元消去法程序
Gauss
- 不使用matlab内部调用程序的按照高斯消元法本身原理来编写。-Do not use matlab within the procedure call in accordance with the Gauss elimination principle to the preparation of their own.
NumericalAlgorithm
- 常用数值算法的C++源码，包括三次样条插值、二重积分计算、常微分初值问题数值解、Newton迭代法、列主元高斯消去法、逐次超松弛迭代法。-Numerical algorithm used in C++ source code, including the cubic spline interpolation, double integral, the ordinary differential initial value problem numerical solution, Newton it
gaosi
- 高斯消元法解方程组 简单的 但很实际 放在这里大家共享-Gauss elimination solution of equations is easy, but here the actual U.S. share
Function
- 用于解齐次线性方程组和非齐次线性方程组 用高斯消元法做的，用一个类完成-homogeneous linear equations and system of non-homogeneous linear equations
gaosixiaoyuanfa
- 高斯消元法课件，将的很详细，对求解最小二乘法等算法有较大的帮助。-Gauss elimination method courseware will be very detailed and algorithms for solving the least square method and so on greater help.
gauss
- 列主元高斯消元法，可以求解线性方程组，比较好用-Gauss elimination pivot column element method that can solve linear equations, compare easy to use
Gaussian
- 高斯消元法求解线性方程组的并行程序。该程序已经测试通过，运行非常稳定，计算量控制的也很好。-Gauss elimination method for solving linear equations of parallel programs.The program has been tested, very stable operation, the control computation is also very good.
Numerical-Analysis-5
- 这里面是数值分析作业的ＶＢ程序数值分析程序 线性方程 雅可比 高斯 迭代 二次及高次 线性微分方程 列主元及行主元高斯消元法 LU分解 插值法-This operation which is the numerical analysis numerical analysis program VB program Gaussian iterative linear Fangcheng Ya secondary and higher than linear differential column a
Gauss
- 高斯消元法求解线性方程组，简单易行，速度快，精确-Gauss elimination method for solving linear equations
the-solution-to-AX=B
- 对任意线性方程组AX=B，利用矩阵等价变换形成上三角矩阵，在利用高斯消元法中的回代过程简便的求解方程组AX=B的解。本程序是用MATLAB编写的，运行时只要输入矩阵A和B，即可得到方程的解。程序中有详细的注释，很好理解。本程序具有通用性。-For any system of linear equations AX = B, the use of equivalent transformation matrix to form the upper triangular matrix using G
include
- 使用高斯消元法反复迭代得到高斯有限差分形式下的C语言程序(Gauss iteration method is used to obtain the C language program in the form of Gauss finite difference)
GS
- C语言编写，列主元高斯法求解线性方程组代码，方程组系数以文本形式导入程序，可计算多阶方程，识别运算时间，算法时间复杂度较低。(C language, column principal component Gauss method for solving linear equations, code equations, coefficients in text form into the program, can calculate multiple equations, identify th
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