搜索资源列表
qr
- 矩阵QR分解.数字分析的比较难的程序,值得一看 -matrix QR decomposition. Digital analysis of the more difficult procedures, eye-catcher
Vblast_QR.rar
- MIMO系统中基于QR分解的VBlast接收，包含多个.m程序，有助于您对于VBlast的理解,MIMO systems based on the QR decomposition VBLAST receiving, contains more than one. M procedures, will help you for understanding VBLAST
qr
- 矩阵QR分解的算法，使用openMP实现， 请在支持并行计算的机器上编译运行-Matrix QR decomposition algorithm, the use of openMP implementation, to support parallel computing in the compile and run on the machine
SPQR-1.1.2.tar
- 基于C++编程的多线程的多波前稀疏矩阵的QR分解，Timothy A. Davis编写-SuiteSparseQR is an implementation of the multifrontal sparse QR factorization method. Parallelism is exploited both in the BLAS and across different frontal matrices using Intel s Threading Building Blocks
QR
- QR分解计算方程组，程序简单便于理解，容易学习-QR decomposition calculation equations, the program simple and easy to understand, easy to learn
Eigenvalue
- 用QR分解来求矩阵的全部特征值 包括：QR分解，矩阵转置，；矩阵求逆，矩阵相乘，最后迭代得出特征值-With QR decomposition to the full matrix eigenvalue include: QR decomposition, matrix transpose, matrix inversion, matrix multiplication, and finally reached eigenvalue iteration
double_QR
- 运用双线性QR分解法求矩阵特征值及特征向量，并含有QR分解法子程序-Use of bilinear matrix QR decomposition method for eigenvalue and eigenvector and contains procedures for QR decomposition method
QR
- 北航数值分析大作业 对矩阵进行QR分解 word文档 内附算法说明以及相关程序-Northern analysis of large numerical matrix operations on the QR decomposition algorithm for word document containing a descr iption, and related procedures
xxfc
- 全主元高斯约当消去法 2.LU分解法 3.追赶法 4.五对角线性方程组解法 5.线性方程组解的迭代改善 6.范德蒙方程组解法 7.托伯利兹方程组解法 8.奇异值分解 9.线性方程组的共轭梯度法 10.对称方程组的乔列斯基分解法 11.矩阵的QR分解 12.松弛迭代法-PCA-wide Gauss Jordan elimination method 2.LU decomposition method 3. To catch up with law 4.
rsvd
- 基于GM算法和QR分解实现的稳健奇异值分解算法，通过该算法可以获取一个数居阵的稳健方差－协方差阵。在该稳健方差－协方差阵上可以进行诸如，稳健主成份分解、稳健聚类、稳健因子分析等操作。-GM based on QR decomposition algorithm and the realization of the stability of singular value decomposition algorithm, the algorithm can be accessed through a
qr
- 这是用MPI做的关于矩阵的qr分解的程序，程序中很好的实现了分解过程的并行性-This is done using MPI on the matrix qr decomposition procedures, procedures to achieve a good decomposition process parallelism
jacobiQR
- jacobi迭代法程序和矩阵的QR分解算法，jacobi用来解线性方程组，比直接求解速度快-jacobi
Pro
- vblastpic1:tx=2,rx=2时ZF,ZF-SIC,MMSE -SICvblastpic2:tx=4,rx=4时ZF,ZF-SIC,MMSE -SIC vblastpic3 vblastpic4:MIMO vblastpic6:tx=4,rx=4, vblastpic7ZF-SIC(unordered) vblastpic8: vblastpic9: vblastpic10: vblastpic11:能 vblastpic12:tx=2,rx=2,M
QR
- 对满秩矩阵进行QR分解实现过程，-Full rank matrix of the QR decomposition of the implementation process
18-6
- 该代码为矩阵qr分解的并行算法，采用的是MPI编程方法-The code for the matrix qr decomposition parallel algorithms, using the MPI programming
bmaqr
- 利用C语言，本程序实现了对实矩阵的QR分解-Using C language, the program achieved the QR decomposition of real matrices
SVD_C++
- C++实现矩阵的SVD分解，矩阵基本运算“+，-，*，/”，三角分解，QR分解，矩阵显示，矩阵转置，矩阵特征值与特征向量运算. 并在 Source.cpp中附有使用例子代码，方便读者快速上手。 经本人测试，完全可以运行，放心使用。 对于SVD分解，经过与matlab中结果对比，发现，当矩阵的列数>=行数时，基本没问题。(Using C++ language realizes the SVD decomposition of matrix,as well as the basic o
Desktop
- 计算矩阵QR分解，A=Q[R;O] 可用于求解线性方程组 并附带利用QR分解解决LSE和LS的程序(To work out the QR decompose of a matrix)
QRdecomposition
- QR 分解，包括householder 变换，用于矩阵分解，最小二乘法(QR decomosition including householder transform, you can use it to solve least square problem.)
QR-RLS systolic array
- 基于QR分解的RLS算法,脉动结构，附带数据例子。基于C++语言。