搜索资源列表
Gauss-zhuyuan
- 采用高斯主元消去法求解线性方程组的数值解-Gaussian elimination method for solving the main element numerical solution of linear equations
shunxugaosixiaoqufa
- 实现数值分析中的顺序高斯消去法，用于解线性代数方程组-Numerical analysis in order Gaussian elimination for the solution of linear algebraic equations
liezhuyuangaosixiaoqufa
- 实现数值分析中的列主元高斯消去法，用于解线性代数方程组-Column in the numerical analysis principal component Gaussian elimination method for solving linear algebraic equations
qzygsxqf
- 全主元高斯消去法解n阶线性方程组,c++语言，供初学者学习。-Full main Gaussian elimination method for solving linear equations of order n c++ language for beginners to learn.
Gauss
- 高斯消去法解线性方程组（数值分析课后题的部分答案，可以进行探讨）-Gaussian elimination method for solving linear equations
solution-of-linear-equations
- 有7种解线性方程组的算法，高斯算法，高斯列主元，高斯完全主元，LU分解法，LU列主元分解法，追赶法，高斯约旦消去法-There are seven kinds algorithm of solution of linear equations, Gaussian algorithm, out PCA Gaussian, Gaussian completely principal component, LU decomposition, LU column principal component
GauseJordan
- 用高斯--约当列主元消去法求线性方程组的解-Gauss- Jordan elimination method for main-element solution of linear equations
Gauss_Elim
- 高斯消去法解方程组，数据从文件中读入，结果从屏幕上输出。-Gaussian elimination method for solving equations, data is read from the file, the output from the screen.
Gauss-elimination-pivot-column
- 这个程序提供一个类，用高斯列主元消去法解线性方程组,能解出存在唯一解的线性方程组。-This program provide user a class,solve the linear equation by using Gauss elimination pivot column
123
- 用LU分解及列主元高斯消去法解线性方程组（非图形界面）。-Decomposition and out PCA Gaussian elimination method for solving linear equations with LU.
GaussianTwo
- 高斯算法2，高斯列主元消去法解线代数方程组。-Gauss Algorithm 2, out PCA Gaussian elimination method for solving algebraic equations line.
Gaussian-Elimination
- 列主元高斯消去法求解线性方程组的解C++程序-Out PCA Gaussian elimination method for solving linear equations solution C++ program
CH1
- 运用全选主元高斯消去法解线性方程组（Fortran语言编写）(The solution of linear equations with full pivoting Gauss elimination method)
解线性方程组的高斯列主元消元法vb程序
- 解线性方程组的高斯主列消去法vb程序。pfg(Gauss iterative method for solving linear equations)
高斯消元法用矩阵解n元一次方程组.js
- 可以求线性方程组，学习算法时，突发奇想就用js做了一个(You can solve linear equations. When learning algorithms, you can use js to create a whimsy.)