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lufjf
- 解线性方程组的一种行主元分解法-solution of linear equations of a main line yuan Decomposition
示列
- 解线性方程组的好程序。特别是数值分析,更具有优势-solution of linear equations of the program. In particular, numerical analysis, but also has advantages
高斯列主无消去法解线性方程组
- 用标C编写的算法一列,可以在UNIX下编译通过-prepared using standard C algorithms one can compile under UNIX
Cprograms
- 中南大学C语言程序设计实习 1 实验一:C语言图形模式的设置 2 实习二:一元函数的图形绘制 3 实习三:二维图形的几何变换 4 实习四:非线性方程求根的二分法 5 实习五:非线性方程求根的牛顿法 6 实习六:数值积分的矩形法和梯形法 7 实习八:级数求和问题 8 实习九:曲线拟合 9 实习十一:解线性方程组的Gauss消元法 10 实习十四:解线性方程组的J
kismessss
- 用GAUSS列主元消去法解线性方程组的计算机程序-CLASS out with the main yuan elimination method for solving linear equations of the computer program
yacobi
- 利用雅可比(Jocabi)迭代法解线性方程组-using Jacobian (dissipative) iterative method for solving linear equations
xiaotian
- 利用雅可比(Jocabi)迭代法解线性方程组,请各位大哥指教.-using Jacobian (dissipative) iterative method for solving linear equations, please enlighten you brother.
matlab-code
- matlab解线性方程组的源代码 function x=nagauss2(a,b,flag) % 用途:选列主元Gauss消去法解线性方程组ax=b % 格式:x=nagauss2(a,b,flag) a为系数矩阵,b为右端列向量,flag若为0,则显示中间过程 -Matlab solution of linear equations source code function nagauss2 x = (a , b, f
tina
- C++解线性方程组 复系数方程组的全选主元高斯消去法-C + + solution of linear equations of complex equations of the entire election PCA Gaussian Elimination
gaussjor
- 全主元高斯-约当消去法,解线性方程组,内含函数以及调用例子-all PCA Gauss-Jordan elimination method, the solution of linear equations, functions and includes examples Call
LUDCMP
- LU分解法解线性方程组,内含LU分解函数以及调用的例子-LU decomposition method for solving linear equations, containing LU decomposition and the calling function examples
TriDag
- 追赶法解线性方程组,内含追赶函数以及调用的例子-chasing method for solving linear equations, containing catch up with the calling function and examples
spgs
- 用途:用向量(稀疏存储)形式的Gauss-Seidel迭代解线性方程组Ax=b % 格式: x=spgs(A,b,x0,e,N),A为系数矩阵,b为右端向量,x返回解向量。 % x0为初值向量(默认原点),e为精度(默认1e-4),设置迭代次数上限以防发散(默 % 认500)。 -purposes : with Vector (sparse storage) form of Gauss - Seidel iterative
xianxingfangchengzudejie
- 解线性方程组的软件源代码。用于求解线性方程组-solving linear equations software source code. For solving linear equations
lzy
- 本实验主要涉及解线性方程组的列主元消去法.通过编辑程序,能更深入地了解到列主元消去法的内涵.并且通过计算比较,也可以了解到数据的精度及舍入误差等一系列有关因素.-this study involved solving linear equations of main-element elimination. Through the editorial process, to better understand out to the ma
解线性方程组
- gauss 列主元消去法 全主元消去法 LU(Doolittle Crout) 平方根法 追赶法(Gauss column principal elimination method, all principal component elimination method LU (Doolittle, Crout) square root method)
求解线性方程组的迭代法
- 该matlab程序为求解线性方程组的解的迭代算法合集,也是最基础最简单的求解线性方程组的迭代法,简单易懂。(Methods for solving linear equation.)
numerical-algorithms
- matlab 实现几个常用的解线性方程组的数值算法。包括共轭梯度法、预处理共轭梯度法、SOR、Lanczos.(matlab implementation of several commonly used numerical algorithm for solving linear equations. Including the conjugate gradient method, preconditioned conjugate g
线性方程组求解
- 利用hermite标准形和满秩分解求矩阵广义逆,并且利用广义逆求解线性方程组,可以判断解的形式(Using Hermite canonical form and full rank decomposition to find the generalized inverse of a matrix, and using the generalized inverse to solve a system of linear equation
Generalized Inverse Matrix
- 使用Hermite标准型、SVD分解和满秩分解求矩阵的广义逆,在此基础上求解线性方程组的解。(Hermite's canonical form, SVD decomposition and full rank decomposition are used to find the generalized inverse of the matrix, and then the solution of the linear equation