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qr
- 程序中给出了用变形QR方法计算实对称三角阵的全部特征值与相应的向量
QRTT.rar
- QR方法求赫申伯格矩阵的全部特征值,有例子,检验过,很顺利的,QR method for Joseph Berger Shanghai eigenvalue matrix of all, there are examples of tests, it is smooth
QR-method
- 本程序是在数值分析中求特征值和特征向量的一种高效算法,叫带双步位移的QR方法,本程序使用C++编写。-This program is used in numerical analysis to get the eigenvalues and eigenvector. This is an efficient algorithm, called a two-step displacement QR method, the program uses C++ to prepare.
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
1
- 使用带双步位移QR法求解矩阵的特征值和特征向量-Use with dual-step method displacement QR matrix eigenvalues and eigenvectors
QR
- 在对矩阵进行拟上三角化的基础上利用带双步位移的QR分解法求解矩阵的特征值-To be in the upper triangular matrix based on the use of dual-band step-by-step displacement of QR decomposition method for solving matrix eigenvalue
MetrixVector
- vc++实现矩阵特征值与特征向量的计算
QR
- 矩阵全部特征值的QR方法,包括化一般矩阵为上Hessenberg阵,平面旋转阵(Givens变换阵),用 Givens变换对上Hessenberg阵作QR分解,原点平移加速的QR方法等-Eigenvalue matrix of all the QR methods, including the general of the Hessenberg matrix array, planar array rotation (Givens transformation matrix), with the
LinearAlgebra
- 线性代数基本实现,各种基础的线性代数计算接口(加减乘除、求逆、求秩、最大线性无关组)以及矩阵的特征值特征向量的计算(QR方法)。含有设计文档。-The basic realization of linear algebra, and linear algebra calculation based interface (addition and subtraction multiplication and division, inverse, and rank, the largest grou
matrix
- 第6章: 矩阵特征值计算 Chapoly 通过求矩阵特征多项式的根来求其特征值 pmethod 幂法求矩阵的主特征值及主特征向量 rpmethod 瑞利商加速幂法求对称矩阵的主特征值及主特征向量 spmethod 收缩法求矩阵全部特征值 ipmethod 收缩法求矩阵全部特征值 dimethod 位移逆幂法求矩阵离某个常数最近的特征值及其对应的特征向量 qrtz QR基本算法求矩阵全部特征值 hessqrtz 海森伯格QR算法求矩阵全部特征值 rqrtz 瑞
QR
- 数值分析中,用QR方法去计算矩阵的特征值,从而求的线性方程组的解-Numerical analysis, with the QR method to calculate the eigenvalue, and thus seek the solution of linear equations
QR
- 求矩阵特征值,变一般矩阵为赫申伯格矩阵的算法以及实赫申伯格矩阵的QR算法的c++代码-Matrix eigenvalue, change the general matrix of He Shen Berg matrix algorithm and implementation of He Shen QR algorithm Berg matrix c++ code
geteig
- 利用现将矩阵变为上贺申伯矩阵,在利用QR分解的方法求任意矩阵的特征值-Hesien by now on the matrix into matrix, QR decomposition in the use of any method for solving matrix eigenvalue
Decomposition_QR
- QR分解法是三种将矩阵分解的方式之一。这种方式,把矩阵分解成一个正交矩阵与一个上三角矩阵的积。QR 分解经常用来解线性最小二乘法问题。QR 分解也是特定特征值算法即QR算法的基础。-QR decomposition are the three ways of decomposition of the matrix. In this way, the matrix decomposition into an orthogonal matrix and an upper triangular mat
QR-algorithm-for-matrix-value
- 带双步位移的QR分解求特征值算法(C语言版)。-the QR decomposition algorithm for the characteristic value
QR-algorithm
- 求解矩阵特征值的QR算法详细解释外加例子分析-QR algorithm for solving matrix eigenvalue explained in detail plus examples
QR
- 一种可靠的数值分析程序,OR法解特征值程序-A reliable numerical analysis program OR method for solving eigenvalue program
QR
- 求解对称三角阵的全部特征值与特征向量的QR方法-QR method of solving all eigenvalues and eigenvectors of a symmetric triangular matrix
QR-decomposition
- QR分解法是目前求一般矩阵全部特征值的最有效并广泛应用的方法,一般矩阵先经过正交相似变化成为Hessenberg矩阵,然后再应用QR方法求特征值和特征向量。它是将矩阵分解成一个正规正交矩阵Q与上三角形矩阵R,所以称为QR分解法,-QR decomposition