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gaosi
- 高斯列主元消去法,用c#编写的高斯消去法。-Gaussian elimination pivot column, using c# written in Gaussian elimination.
P248-1
- 二次曲线拟合,应用了高斯列主元消去法,并且应用了矩阵的转置-Quadratic curve fitting, application of Gaussian elimination pivot column
jisuanfangfa
- 计算方法中列主元消去法解线性方程和牛顿,-Newton。。
liezhuyuan
- 计算方法高斯列主元消去法C程序 保证好用-Method of calculating Gaussian elimination pivot column C program to ensure easy to use
xiaoyuan
- 高斯列主元消去法,可以用于就算规模较大的矩阵-Gaussian line principal component elimination method can be used to even larger matrix
111
- Gauss顺序消去法与Gauss列主元消去法是计算机上常用来求解线性方程组的一种直接的方法。就是在不考虑舍入误差的情况下,经过有限步的四则运算可以得到线性方程组的准确解的一类方法。--suanfa
liezhuyuan
- 列主元消去法——Gauss主元消去法求解线性方程组-Out the main element elimination method- Gauss principal component elimination method for solving linear equations
2
- 高斯列主元消去法的程序,如果有什么不对的地方烦请指教-Gaussian elimination pivot column
Gauss1
- 此为MATLAB语言变得列主元高斯消去法-This is the MATLAB language has become the main element out Gaussian elimination
NumericalAnalysis
- 数值分析—Gauss列主元消去法和龙格积分法-Numerical Analysis
lux
- 用GAUSS列主元消去法解线性方程组,文件为matlab GAUSS列主元消去法源代码。-GAUSS out with principal component elimination method for solving linear equations, the document matlab GAUSS out principal component elimination method source code.
Level_A
- 编制n元一次方程组求解程序。其中n用全局变量定义,方程中的增广矩阵从文本文件中读入,求解方法用列主元消去法。-The preparation of n-linear equation group solver. Where n using the global variable definition, equation Augmented Matrix read from a text file, solving method prin
gaosi
- 共两个程序,分别为:高斯顺序消去法,高斯列主元消去法 -Gaussian elimination, elimination method out PCA, PCA-wide elimination method solution of linear equations and Gauss-Jordan elimination method of inverse matrix. Procedures for the use of MA
gsxyf
- 高斯列主元消去法求解线性方程组,在方程组的求解中应用较广。-Main-element Gauss elimination for solving linear equations, the equations of wider application.
jiefangcheng
- 采用Gauss列主元消去法解线性方程组,输入所有系数后即可解得所有未知数的值-with this programme,you dcan work out any functions quickly,all you need to do is type in the seriels numbers
liezhuyuanxiaoqufachengxu
- 列主元素消去是由高斯消去法改进得到的求解线性方程组的方法,它是目前计算机上常用的解低阶稠密矩阵方程组的有效方法。列主元消去法就是在每次选主元时,仅依次按列选取绝对值最大的元素作为主元,且只交换两行,再进行消元计算。程序通过将矩阵元素赋给数组,再操作数组从而达到处理矩阵的目的。这样便可以将矩阵化为上三角形式,轻松地解出方程组的最后一组解。在计算出方程组最后一个解后,应用回代的方法,计算出方程组所有的解。-Out the main elem
liezhuyuanxiaoqufa
- 列主元消去法,可以计算出LU矩阵和方程组的解,已经验证可以运行。-Main-element elimination method, LU matrix can be calculated and the equations, has been demonstrated to run.
Gausse
- 数值分析中Gausse列主元消去法,主要通过矩阵运算实现-Numerical Analysis Gausse main-element elimination, mainly achieved through the matrix operation
gaosi
- 高斯列主元消去法 #include<stdio.h> #include<conio.h> #include<math.h> #define N 100 float a[N][N+1] void main( ) { int i,j,k,n float t,s=0, clrscr( )
Gauss
- 本程序是应用数值分析对线性多元方程组的一种解法……高斯列主元消去法-This procedure is the application of numerical analysis of linear multivariate equations out of a solution ... ... the main element of Gaussian elimination