Source signals are replaced by moving average of estimate signals. The function of covariance matrixes of the source signals and noises is expressed by the generalized Eigenvalue ( GE) problem, and unmixing matrix is achieved by solving the generalized Eigenvalue problem without any iterative. 源信号用估计信号的滑动平均代替,把源信号和噪声信号协方差矩阵的函数表示成广义特征值问题,通过广义特征值问题求解分离矩阵不需要任何迭代运算。
Generalized Eigenvalue Problem of Discrete System 离散振动系统中的广义特征值问题
On computing symmetric generalized eigenvalue problem 关于对称广义特征值问题的计算
Some progress of the parallel processing for nonsymmetric generalized eigenvalue problem 非对称广义特征值问题并行处理的一些进展
Perturbational iteration method of linear generalized eigenvalue problem 线性广义特征值问题的摄动迭代法
The generalized eigenvalue problem is a crucial problem for structural dynamic calculations. 广义特征值问题是结构动力分析计算的关键之一。
Analysis of Neural Network Method for Solving the Generalized Eigenvalue Problem 广义特征根问题求解的神经网络方法分析
Simplified method for generalized eigenvalue problem with additional mass matrix 具有附加质量矩阵的广义特征值问题的近似解法
The Combination QZ Algorithm for the Nonsymmetric Generalized Eigenvalue Problem 计算非对称矩阵广义特征值问题的组合QZ法
An Extended Divide and Conquer Algorithm for Solving Real Symmetric Band Generalized Eigenvalue Problem 求解对称带状广义特征值问题的扩展分治算法
Recursive algorithm ror computation elements of matrices A and B in generalized eigenvalue problem for the numerical model-matching method 数值模式匹配法中广义特征值问题A、B阵元素的递推算法用新型模式匹配法计算地球物理中的电磁场
This paper presents a kind of inverse generalized eigenvalue problem for real symmetric band matrix, and gives a proof to the existence of the solution to the problem for Jacobi and ordinary symmetric matrices. 本文提出了一个实对称带状矩阵的广义特征值反问题,并且证明了对于Jacobi矩阵和一般对称矩阵,问题的存在性。
In this paper we introduce mainly our work on parallel processing for nonsymmetric matrix generalized eigenvalue problem. 介绍作者等人近几年来在非对称广义特征值问题并行处理方面的一些工作。
This paper studies inverse design problem of generalized eigenvalue problem of linear parameter discrete vibration system. 本文研究了具有线性参数的离散振动系统广义特征值逆设计问题。
Generally, the continuous structure is lumped as a discrete system with multi-degree-of-freedom and analysed by means of matrix method. The stiffness matrix and mass matrix are established according to the Lagrange equation for conservative systems and the generalized eigenvalue problem is solved. 一般用结构矩阵分析理论将连续弹性体系作为多自由度的体系,根据保守系统的拉格朗日方程,建立结构刚度矩阵和质量矩阵,求解广义特征值问题。
Some solutions of parallel processing for generalized eigenvalue problem are present in the paper. 本文介绍了解决非对称广义特征值问题并行处理方面的解决方法&并行同伦算法。
A generalized Jacobi method for complex symmetric generalized eigenvalue problem 复对称广义特征值问题的广义Jacobi算法
The boundary element method is applied to solve the three dimensional boundary value problem. The differential equations are transformed to a generalized eigenvalue problem to be solved. 运用边界元方法求解了重力场中部分充液偏置贮箱内液体晃动的三维边值问题,并将系统运动的联立微分方程组交换后化为广义特征值问题来求解。
Region-Preserving Determinant Search Method for Solving the Generalized Eigenvalue Problem of Band Symmetric Matrices 求解对称带状矩阵广义特征值问题的保域行列式查找法
Finally, the numerical analysis was completed after the solution of generalized eigenvalue problem. 最后通过求解广义特征值问题完成了平面二维区域的数值分析。
Massively Parallel Processing system ( MPP) and PC cluster provide distributed-memory environments for parallel solving the generalized eigenvalue problem. 大规模并行处理系统(MPP)和PC机群为并行求解矩阵广义特征值问题提供了分布式存储环境。
Matrix Perturbation Method in Modal Coordinate System for Linearly Generalized Eigenvalue Problem 线性特征值问题在模态坐标系中的矩阵摄动法
Some experience in using lanczos 'method to solve the high order sparse matrix generalized eigenvalue problem 用Lanczos方法解高阶稀疏矩阵广义特征值问题的某些经验
Inverse generalized eigenvalue problem in dynamic design of symmetric structures 对称结构动力学设计中的广义逆特征值问题
Further, we propose a cost function that is a logarithm of a ratio of the covariance of a part sum of recovered signals and the covariance of recovered signals so that optimizing this function transform to solve a generalized eigenvalue problem. 然后,通过把恢复信号的部分和的协方差与恢复信号的协方差之比的对数作为代价函数,使优化代价函数转化为求解一个广义特征值问题。
Parallel computation for the nonsymmetric generalized eigenvalue problem is one of the fundamental problems in large scale engineering computation. 非对称矩阵广义特征值问题的并行计算是大规模工程计算中的基础问题之一。
Generalized eigenvalue problem of matrix pair is an active research task. 矩阵广义特征值问题是当前迅速发展的计算机科学和数值代数中的一个非常活跃的研究课题。
LDI algorithm finds the optimal linear subspace through solving a generalized eigenvalue problem, which can enhance the compactness of within class manifold and at the same time reduce overlaps between different classes. LDI算法通过求解广义特征值问题得到一个在增强类内流形结构紧致性的同时减少不同类流形间交叠的最优线性子空间。
For the former, generalized eigenvalue problem and standard eigenvalue problem are studied according to the parameter dependence of stiffness and mass matrices. 对于前者,根据结构整体刚度矩阵和质量矩阵的参数相关特性分别提出了基于标准特征值问题和基于广义特征值问题的快速求解方法。
We develop an effective algorithm to solve the pseudo-inverse generalized eigenvalue problem via using a matrix diagonalization technique, which can diagonalize three matrices simultaneously. 通过利用同时对角化三个矩阵的技术,我们得到了一种求解包含伪逆的广义特征值问题的有效算法。