The properties of positively invariant sets are involved in many different problems in control
theory, such as constrained control, robustness analysis, synthesis and optimization. In this …

In this paper, both the asymptotic stability and l∞ persistent disturbance attenuation issues
are investigated for a class of networked control systems (NCSs) under bounded uncertain …

We study discrete time linear constrained switching systems with additive disturbances, in
the general setting where the switching acts on the system matrices, the disturbance sets …

In this paper, both the asymptotic stability and l/sup/spl infin//persistent disturbance
attenuation issues are investigated for a class of networked control systems (NCSs) under …

This paper addresses the problem of determining the response peak of dynamical systems,
a classical problem in control systems. The paper starts by considering the impulse …

This paper considers uncertain constrained systems, and develops two algorithms for
computing a probabilistic output admissible (POA) set which is a set of initial states …

The objective of this paper is to develop numerically simple and effective methods for system
analysis using truncated ellipsoids. The paper studies linear time-invariant systems subject …

We study discrete time linear switching systems subject to additive disturbances. We
consider two types of constraints, namely on the states and on the switching signal. A …

In this paper, the disturbance attenuation properties in the sense of uniformly ultimate
boundedness are investigated for a class of switched linear systems with parametric …

In this paper, we study a class of discrete-time switched linear systems affected by both
parameter variations and additive l/sup/spl infin//bounded disturbances. The problem of …