The problem of input decoupled observer design for singular discrete-time systems with unknown inputs was considered.
研究了含未知输入的广义离散系统的输入解耦观测器设计问题。
First, an observer of discrete-time standard state system was designed using well-known techniques, then the inputdecoupled observer of the singular discrete-time systems was obtained.
用大家熟知的方法设计正常状态离散系统的观测器，从而得到广义离散系统的输入解耦观测器。
State estimation of singular discrete-time linear systems is discussed.
讨论了线性离散奇异系统的状态估计问题。
The related proof of such a kind of discrete-time singular bilinear systems may be regarded as the extension of the normal discrete-time bilinear system.
对于这一类离散广义双线性系统有关理论的证明，可以看作是正常离散广义双线性系统的拓广。
The robust admissibility analysis of a class of uncertain discrete-time switched linear singular(SLS)systems for arbitrary switching laws is addressed.
研究了一类不确定离散切换线性奇异（SLS）系统任意切换律下的鲁棒容许性问题。
The definition of passive is proposed for discrete singular systems with time-delay and the passive control problem is discussed under bounded energy exogenous inputs for such systems.
将无源的概念引入到滞后离散广义系统中，进而研究具滞后的离散广义系统在有界能量外部输入作用下的无源控制问题。
The existing conditions of stabilizing control for discrete-time singular bilinear systems are studied and the corresponding control scheme is given.
针对离散广义双线性系统，研究了稳定控制存在的条件，给出了相应的控制方案。
The exact linearization of a class of implicit discrete-time nonlinear singular systems is studied.
讨论隐含离散时间奇异非线性系统的精确线性化问题。
The optimal control problem for the discrete time stochastic singular systems with linear quadratic cost functional is discussed.
讨论广义离散随机线性系统在二次型性能指标下的最优控制问题。
The robust stabilization via state feedback for time-varying delays discrete-time singular systems with parameter uncertainties is discussed.
讨论含参数不确定的离散时变时滞奇异系统的时滞相关的鲁棒状态反馈稳定化问题。
Equivalence between dissipativeness and positive realness is established, and the necessary and sufficient conditions are derived for discrete-time singular systems to be strict dissipative.
建立了耗散性与正实性之间的等价关系，由此得到离散广义系统严格耗散的充要条件。
Equivalence between dissipativeness and positive realness is established, and the necessary and sufficient conditions are derived for discrete-time singular systems to be strict dissipative.
建立了耗散性与正实性之间的等价关系，由此得到离散广义系统严格耗散的充要条件。
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