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MatrixCalculator
- 2．1 矩阵类设计 2．2 矩阵基础运算 2．3 实矩阵求逆的全选主元高斯-约当法 2．4 复矩阵求逆的全选主元高斯-约当法 2．5 对称正定矩阵的求逆 2．6 托伯利兹矩阵求逆的特兰持方法 2．7 求行列式值的全选主元高斯消去法 2．8 求矩阵秩的全选主元高斯消去法 2．9 对称正定矩阵的乔里斯基分解与行列式的求值 2．10 矩阵的三角分解 2．11 一般实矩阵的QR分解 2．12 一般实矩阵的奇异值分解 2．13 求广义
011
- 矩阵求逆，先求行列式的值再求逆矩阵，挺好用-Matrix inversion, first seeking the value of the determinant of the inverse matrix, very easy to use
reverse
- 矩阵求逆功能的实现，适用于不可逆的矩阵，算法很快-Matrix inverse function of the realization, applicable to irreversible matrix, the algorithm quickly
Matrix-transformations
- 矩阵变换，矩阵相加，矩阵相减,数乘矩阵,矩阵转置，矩阵求逆功能。-Matrix transformations
GAUSS
- 用vc++矩阵求逆源代码，用gauss方法求矩阵的逆-Vc++ matrix inversion source code gauss method and the inverse of the matrix
aprecon
- 超强的矩阵计算程序 矩阵求逆 相乘 相加 相减-Super matrix inverse matrix calculation procedures multiplying the sum of subtraction
93a3ded5a1f9
- 初等变换法,矩阵求逆用的是笔算时惯用的方法，需要高斯消去法的朋友请参看有关资料。-Elementary transformation method, the matrix inversion with a written calculation usual method Gaussian elimination friends see information. Special note: the program can not compile tc2.0 used! For details, s
e6f73da1f734
- 矩阵运算实矩阵相乘复矩阵相乘实矩阵求逆的全选主元高斯约当法-Matrix operations real matrix multiplication complex matrix multiplication Select real matrix inverse PCA Gaussian about when the law
the-complex-matrix-inverse-
- 分析了两种求逆的方法介绍了实部矩阵、 虚部矩阵均可逆和实部矩阵可逆、虚部矩阵可分解成2个向量乘积的两种复数矩阵的求逆方法 ,给出了这两种复数矩阵求逆矩阵的计算公式 ,并通过具体的实例来验证方法的可行。-Two inverse real part of the matrix, the imaginary part of the matrix are invertible reversible and the real part of the matrix, the imaginary part o
Source1
- 用于求解矩阵的LU分解，可以用于矩阵求逆。-LU decomposition is used to solve the matrix can be used for matrix inversion.
cProgram
- 用c语言实现的位图的读取写入，彩色图像转为灰度图像，用数组实现矩阵求逆-The read bitmap using the c language is written, color images to grayscale images with an array of matrix inversion
matrix11
- 用高斯法求矩阵行列式，若行列式不为零，则并对矩阵求逆-Gaussian method of matrix determinant, and matrix inversion
ginv
- 矩阵求逆，转置矩阵，行列式求解，C++实现-Matrix inversion, transpose matrix, determinant solving, C++ implementation
matrix-cPP
- 矩阵求逆的c++实现,矩阵转置，矩阵求逆-c++, matrix
invmax
- 矩阵求逆，任意矩阵求逆，具有一般性，对于特殊矩阵如三对角等不太实用-Matrix inverse any matrix inversion general, is not very practical for special matrices such as tridiagonal
Inverse-matrix-
- 矩阵求逆,该Ｃ＋＋程序实现功能，是对一个矩阵求逆-Inverse matrix this is imporatant Inverse matrix is very important, and, in the mathematical aspects
Inverse-matrix-transformation
- 矩阵求逆变化，C语言编写，已在C-Free中编译通过，ACM中的训练试题-Matrix inversion changes in the C language, has been compiled by C-Free ACM training questions
matrix-inverse-matlab
- 高斯消元法矩阵求逆，程序详细，仅供学习使用-Gaussian elimination of matrix inversion and detailed procedures, only to learn to use
matrix-inversion
- 矩阵求逆 可以实现矩阵的求逆功能的一段程序-matrix inversion
fortranadverse
- 用于一般矩阵求逆的fortran语言程序，对于64x 程序不能调用一些求逆库函数时，可以应用-Plural inverse matrix, complex matrix inversion matrix, fortran subroutine solving high accuracy and stability, suitable for large matrix calculation