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。
The problem of input decoupled observer design for singular discrete-time systems with unknown inputs was considered.
首次对广义离散系统的周期解的存在性进行研究，给出了广义离散系统周期解存在的判据。
The existence of periodic solution of singular discrete system is firstly stud - ied and theorem which periodic solutions of singular discrete system exist is given.
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。
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.
可以期望，广义谱概念的建立，将十分有助于对排队系统输出序列、排队仿真序列以及所有离散系统随机仿真序列特征与规律的揭示。
We can believe in that the new concept will be beneficial for the study on the output sequence of queuing system, and queuing simulation sequence as well.
利用广义李雅普·诺夫方法，研究了广义非线性离散系统，给出了广义非线性离散系统稳定性定理和不稳定性定理。
The method of singular Lyapunov's function is employed to study the singular nonlinear discrete systems, the theorem of stability and the theorem of no stability on it are given.
利用广义李雅普·诺夫方法，研究了广义非线性离散系统，给出了广义非线性离散系统稳定性定理和不稳定性定理。
The method of singular Lyapunov's function is employed to study the singular nonlinear discrete systems, the theorem of stability and the theorem of no stability on it are given.
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