The state feedback law stabilizing non-causal discrete singular system is given.
首先给出了镇定非因果广义系统的状态反馈律。
The optimization method of fixed-order L_1-controller is extended to singular system.
将正常系统固定阶L_1控制器的优化设计方法推广到连续线性广义系统中。
Using the group inverse, an explicit solution to a symmetric singular system is described.
利用群逆可以求得离散型对称奇异系统的显解。
In this paper, the problem of state observer for a class of nonlinear singular system is studied.
本文研究了一类非线性广义系统的状态观测器问题。
The stabilization problem of singular systems is one of the fundamental problems in singular system theory.
广义系统的镇定问题是广义系统理论的基本问题之一。
For a single-input bilinear singular system, a stable region of closed loop system around the origin is approached.
对单输入的双线性广义系统，探讨出闭环系统在原点附近的一个稳定域。
Conclusion Optimal recursive estimation for predicting and filtering of state for this singular system are obtained.
结论得到了该系统状态的最优预测和滤波递推方程。
For many years, numerous scholars have proposed many kinds of generalized Lyapunuv equation to study stability of singular system.
多年来众多的学者提出多种不同的广义李亚普诺夫方程，用来研究奇异系统的稳定性。
This paper puts forward a kind of new generalized Lyapunuv equation, which is used to study the stability of discrete singular system.
本文提出一种新的广义李亚普诺夫方程，用于判定离散时间奇异系统的稳定性。
This paper studies the synthesis and design problem of variable structure control for a linear discrete uncertain singular system with time-delays.
研究了一类线性离散时滞广义不确定系统的变结构控制的综合与设计问题。
This paper consider the problem of designing a robust stabilizing and output feedback controller for uncertain time-delay discrete-time singular system.
本文研究一类参数不确定的离散广义时不变时滞系统的鲁棒镇定和输出反馈控制器的设计问题。
Singular system has been developed sufficiently from 1970s, and many classical concepts and results in the normal state space theory have been extended to singular systems.
从70年代以来，关于广义系统理论的研究取得了长足的进展，许多正常系统的结论也相继地被推广到广义系统中。
The problem of designing robust passive controllers is addressed for a singular system in which all coefficient matrices except E contain norm_bounded time_varying uncertainties.
研究了除E外其余系数矩阵均含有范数有界时变不确定性的广义系统的鲁棒无源控制器设计问题。
Sufficient and necessary conditions for existence and uniqueness of solutions for initial value problems of singular system are studied in this paper, and the formula of solution is given.
研究了奇异线性系统初值问题解存在唯一的充要条件，并给出了其求解公式。
To discuss the strictly positive realness judgment criteria of singularly perturbed systems, a singular system model is employed, and the existing positive real lemma of singular systems is improved.
利用广义系统模型，通过改进已有的广义系统正实引理，讨论了奇异摄动系统的正实性判断问题。
Singular system is a kind of dynamic system of more general form and abroad applied background.
广义系统是一类形式更一般化，并有着广泛应用背景的动力系统。
The state space reconstruction of chaotic signals having low S/N ratio was investigated by means of Singular System Analysis (SSA).
利用奇异系统分析方法研究了低信噪比混沌信号的相空间重构。
The state space reconstruction of chaotic signals having low S/N ratio was investigated by means of Singular System Analysis (SSA).
利用奇异系统分析方法研究了低信噪比混沌信号的相空间重构。
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