The unknown input observers are very important for singular systems.
未知输入观测器问题对广义系统具有特别重要的意义。
The admissible switched control problem of singular systems is investigated.
本文研究了奇异系统的容许切换控制问题。
The feedback stabilization problem of affine nonlinear singular systems is studied.
研究非线性奇异系统的反馈稳定化问题。
In this paper, the robust stable boundary of uncertain singular systems is discussed.
讨论了不确定广义系统的鲁棒稳定界问题。
The application of inversion theory to nonlinear singular systems is an important problem.
稳定逆定理在非线性奇异系统中有着非常重要的应用。
In the first part, we focused on the tractability and stability of singular systems with delay.
在第一部分，我们主要研究广义系统的可处理性与稳定性。
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 robust fault detection filter design for singular systems with uncertain disturbance is studied.
研究了受不确定性扰动影响下奇异系统的鲁棒故障诊断滤波器设计问题。
The steady-state optimal estimation of singular systems is studied by applying ARMA innovation model.
基于多项式ARMA新息模型方法提出了随机奇异线性离散时间系统的稳态最优估计。
The feedback realization problem of non-interacting control is studied for nonlinear singular systems.
研究非线性奇异系统的非交互控制的反馈实现问题。
This paper considers the exponential admissibility and stabilization of switched linear singular systems.
研究了切换线性广义系统的指数容许性与镇定性问题。
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。
The concept of asymptotic stabilization via state feedback is proposed for affine nonlinear singular systems.
首先给出仿射非线性奇异系统反馈稳定化的概念；
Moreover we use the conclusions solving the R-controllability of interval singular systems with control delay.
并利用所得结果，解决了控制时滞线性时不变区间奇异系统的R -能控问题。
At last, the guaranteed cost control for uncertain continuous singular systems with state delay is considered.
论文最后一部分研究奇异不确定时滞系统的保性能控制问题。
Then, the paper considers positive control problem for uncertain continuous singular systems with state delays.
接下来又得到了带有状态滞后及不确定性的连续广义系统正实控制器的设计方法。
In this paper, the problem of designing a kind of regular observers for 2-d singular systems has been discussed.
本文讨论了一类2 - D奇异系统正则观测器的设计问题。
The robust state observer design problem for uncertain singular systems with D_stability constraints is discussed.
研究了具有D稳定约束的不确定广义系统鲁棒状态观测器问题。
The passive control problem is explored for singular systems with time -delay under bounded energy exogenous inputs.
研究滞后广义系统在有界能量外部输入作用下的无源控制问题。
In this paper, a sufficient condition of robust D-stability for discrete-delay uncertain singular systems is presented.
给出了一类离散滞后不确定奇异系统的鲁棒d -稳定性条件，发现渐近稳定的条件与时滞无关。
The problem of robust positive realness for continuous singular systems with linear fractional uncertainties is studied.
研究了具有线性分式形不确定性连续广义系统的鲁棒正实性问题。
Global existence and uniqueness of solutions is discussed for a class of linear time-varying singular systems with delay.
讨论一类带滞后的线性时变广义系统解的整体存在唯一性问题。
In this paper, the stability of linear singular systems with time delay is discussed, some algebraic criteria are proposed.
本文讨论了具时滞的线性奇异系统的稳定性，建立了几个稳定性的代数判据。
Then the sufficient conditions for uniformly stability of a class of special nonlinear singular systems with delay is given.
在此基础上给出了一类特殊形式的非线性滞后广义系统一致稳定的充分条件。
By using Z transform of a function, the general response formula for the general model of discrete singular systems is derived.
利用函数的Z -变换，获得了离散广义系统模型的一般响应公式，由此得到该模型的局部可达性与局部能控性的充分必要条。
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。
This paper mainly deals with the problem of designing observer-based strictly dissipative controllers for linear singular systems.
研究线性广义系统基于观测器的严格耗散控制器的设计问题。
In this paper, the problems of stability for linear singular systems and nonlinear singular systems with time-varying are studied.
研究了时变广义线性系统和时变广义非线性系统的稳定性问题。
For LTI singular systems, we give a kind of dynamic system which differ from classical observers in that it contains dynamics in its state.
对于线性时不变的奇异系统，本文提出了一种动态观测器，即在观测器的状态变量中含有动态变量，这就区别于传统的静态观测器。
First, the general notion of solvability and generalized state solutions for linear discrete coefficient_vary singular systems are analyzed.
首先分析总结了线性离散变系数奇异系统可解性及其广义状态解的一般概念。
应用推荐