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矩阵求逆new
- 一个相当有用的矩阵求逆算法程序，非常好用-a useful matrix inversion algorithm, very handy
复数矩阵求逆
- 求复数矩阵的逆矩阵-for the complex matrix inverse matrix
矩阵求逆
- 求一般矩阵（实数）的逆矩阵-for general matrix (actual) of the inverse matrix
复数矩阵求逆
- 求复数矩阵的逆矩阵！
InvMatrix
- 自写矩阵求逆代码，已测试绝对正确，对于初学c或图像处理的学者有用-Since writing the code matrix inversion has been tested absolutely right, image processing for the beginner c or useful to scholars
Gauss-Jordan
- Gauss-Jordan消去法求矩阵的逆-Gauss-Jordan elimination method of the inverse matrix
nijuzhen
- 求矩阵的逆 可以求任意阶矩阵的逆 但是前期是这个矩阵有存在可逆阵-The inverse matrix can be arbitrary order for the inverse matrix is the matrix but the pre-existence of reversible array
juzhengjiuni
- 矩阵求逆，经典算法，全主元高斯约当法，使用VC++开发-Matrix inversion, the classic algorithm, the entire principal Gauss Jordan method, using VC++ development
invert
- 矩阵求逆程序，基于mpich平台的并行计算程序，用于多台计算机同时计算以提高效率。-Matrix inversion procedure, based on parallel computing platforms mpich program for calculation of multiple computers at the same time to improve efficiency.
Gauss-Jordan
- Gauss-Jordan消去法 实现矩阵求逆 有详细算法解释-Gauss-Jordan elimination method to achieve matrix inverse Algorithm is explained in detail
inverse
- 主要内容：在visual studio上实现矩阵求逆的过程 矩阵求逆：用全选主元高斯约当消去法求n阶是矩阵A的逆矩阵A-1。其中包括矩阵求逆算法描述 -Main elements: the visual studio to achieve the process of matrix inversion matrix inversion: The Select pivot Gauss Jordan elimination order to n-order matrix A is the i
Matrix
- 矩阵各种运算，包括矩阵求逆，矩阵相乘，矩阵转置-Matrix
inv
- 这是一个关于实现矩阵求逆的代码，比较有用的-This is a matrix inversion on the realization of the code, more useful
juzhenqiuni
- 运用vb编写矩阵求逆的算法，可以实现矩阵的求逆-Vb prepared using matrix inversion algorithm, the matrix inversion can be achieved
HHBG
- 采用QR方法求解矩阵特征值，同时实现矩阵求逆-Using QR method for solving matrix eigenvalue, while achieving the inverse matrix
Matrix_written_In_CSharp
- 自己使用的一个C#编写的，矩阵类，使用这个类可以方便的实现矩阵的运算，行列式求值、矩阵求逆、矩阵分解等功能。-A C# Class can be used as a tool to perform Martrix arithmetic. This Class can be easily added into your own application.
求逆矩阵的C代码
- 该函数代码实现求一个N阶方阵的逆矩阵的功能(The function code to achieve a N order inverse function of the square matrix)
两种方法矩阵求逆
- 采用矩阵逆定义法求矩阵逆，采用高斯消去法求矩阵逆。(The matrix inverse is used to find the matrix inverse, and the Gaussian elimination method is used to find the matrix inverse.)
fortran求逆子程序
- fortran 求逆矩阵子程序，包含求行列式子程序(FORTRAN inverse matrix subroutine, including determinant subroutine)