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1)  interval matrix multisplitting
区间矩阵多分裂
1.
This paper proposes a class of parallel interval matrix multisplitting AOR methods for solving systems of interval linear equations and discusses their convergence properties under the conditions that the coefficient matrices are interval H _matrices.
本文提出了一类求解大型区间线性方程组的并行区间矩阵多分裂松弛算法,并在系数矩阵是区间H_矩阵的条件下,建立了这类算法的收敛理论
2)  matrix multisplitting
矩阵多分裂
1.
Variants of the synchronous and asynchronous matrix multisplitting unsymmetric AOR methods;
同步与异步矩阵多分裂不对称AOR算法的有效变形
2.
New variants of the existing synchronous and asynchronous parallel matrix multisplitting forward and backward relaxation methods for parallely solving the large sparse system of linear equations on the SIMD and MIMD multiprocessor systems are proposed, and their convergence theories are established under the ordinary conditions.
对于并行求解大型稀疏线性代数方程组的同步与异步并行矩阵多分裂向前向后松弛算法,提出了分别适用于SIMD和MIMD多处理机系统的有效变型;并在通常条件下,建立了它们的收敛理论。
3)  interval matrix polynomial
区间矩阵多项式
1.
Since the parameter space of interval matrix polynomials with N order and K×K dimension is of 2NK 2\ dimension at most, it is difficult to determine their Hurwitz and Schur stability by finite test algorithms.
由于N阶区间矩阵多项式的参数空间的维数最大可达 2NK2 维 ,采用有限检验算法确定其Hurwitz与Schur稳定性是很困难的 。
4)  matrix splitting
矩阵分裂
1.
This paper describes a novel power flow solution algorithm for solving distribution systems,using the relaxation method for Jacobian matrix inversion,as well as the matrix splitting method for distribution network with loops.
将矩阵求逆运算的松弛方法应用于配电网的潮流计算,并利用矩阵分裂法,导出了一种新的配电网潮流计算算法。
2.
In order to solve the QP problem, we apply the combination of the gradient projection and successive overrelaxation (SOR) based on the matrix splitting.
将这种用于回归估计的最小二乘广义支持向量机表示成标准的二次规划(QP)问题,采用基于矩阵分裂的超松弛法同投影梯度法相结合的算法来解这一QP问题。
3.
Using matrix splitting and relaxation method of matrix inversion,two new sparse approximate inverse preconditioners or preconditioning methods are proposed.
利用矩阵分裂以及矩阵求逆运算的松弛方法,提出了两种新的稀疏近似逆预条件子或预处理方法,这两种预处理方法与牛顿-广义极小残余算法相结合,可以改进潮流计算的收敛性。
5)  interval matrix
区间矩阵
1.
Robust lower guaranteed cost fault tolerant control for interval matrix systems;
区间矩阵系统的保低成本鲁棒容错控制
2.
The planar magnetic levitation system was a nonlinear uncertain system,the interval matrix minimum upper bound methods was proposed to design robust control.
利用平面磁悬浮实现精密加工用工作台的定位子系统,建立的平面磁悬浮系统数学模型具有非线性和结构不确定性,提出区间矩阵最小上界方法设计鲁棒控制器。
3.
Designed state feedback controller with gain is also interval matrix.
设计的状态反馈控制器,其增益也是区间矩阵。
6)  interval matrices
区间矩阵
1.
Further,by using the technique of matrix eigenvalues boundary,some simple and applicable algebraic criteria of the stability,the instability and the mixed stability for the interval matrices and discrete dynamic systems have been gained.
进一步利用矩阵特征值界的估计,获得了区间矩阵及离散动态系统稳定、不稳定和混合稳定的一些简单实用的判据,并通过实例说明结果的有效性。
2.
Considering that the network-induced delay is a constant,which is less than one sampling period,Lyapunov Function,linear matrix inequality(LMI) and interval matrices technique are used to design the local optimal controller gain for state feedback network control systems.
假定延时恒定且小于1个采样周期,采用Lyapunov函数、线性矩阵不等式(LMI)以及区间矩阵的概念,对状态反馈回路网络化的控制系统控制器增益进行设计,以寻求某个局部最优控制器增益,使网络化控制系统渐近稳定并同时使该控制器增益可变区间达到最大。
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