Stabilization of switched systems composed fully of unstable subsystems is one of the most
challenging problems in the field of switched systems. In this brief paper, a sufficient …

We introduce a novel framework for the stability analysis of discrete-time linear switching
systems with switching sequences constrained by an automaton. The key element of the …

In this technical note, a necessary and sufficient stability criterion for switched linear systems
under dwell-time constraint is proposed by employing a class of time-scheduled …

In this paper we deal with the stabilizability property for discrete-time switched linear
systems. A recent necessary and sufficient characterization of stabilizability, based on set …

In this paper, the stabilizability of discrete-time linear switched systems is considered.
Several sufficient conditions for stabilizability are proposed in the literature, but no …

In this paper, an elementary time unit (ETU) method is proposed to study the problem of
estimating the admissible delay in the identification of the active mode in the analysis and …

Using ergodic theory, in this paper we present a Gel'fand-type spectral radius formula which
states that the joint spectral radius is equal to the generalized spectral radius for a matrix …

In this paper, the stabilizability of discrete-time switched linear systems subject to constraints
on the switching law is considered. The admissible switching sequences are given by the …

In this work, we study the stability of an autonomous discrete-time linear switched system
whose switching sequences are generated by a Muller automaton. This system arises in …

In this paper, we develop tools to analyze stability properties of discrete-time switched linear
systems driven by switching signals belonging to a given ω-regular language. More …