ISS and integral-ISS of switched systems with nonlinear supply functions

We formally define a Stochastic Switched System as a hybrid system whose model is given by the equations 2-5. The first one defines the continuous dynamics and 3,4,5 the

Similar Lyapunov-Razumikhin conditions for exponential stability of nonlinear time-delay systems (Myshkis, 1995) and stochastic nonlinear time- delay systems (Mao, 1996)

The fact that the dissipation rate is not necessarily unbounded, and may even vanish for large values of the state norm, explains why iISS does not guarantee the BIBS property; in

Abstract— Stability properties for continuous-time linear switched systems are determined by the Lyapunov exponent associated with the system, which is the analogous of the

The paper introduced OMSδ, an optimistic minimax search algorithm for a dual switched problem where max- imizer and minimizer switching signals must obey dwell- time conditions..

In this paper, a linear switched time-delay system with delayed switching signals is considered, where the uncertain time-varying delay switches between the known two

This paper deals with two types of issues: (a) properties of Barabanov norms such as uniqueness up to homogeneity and strict convexity; (b) asymptotic behaviour of the

− nous avons propos´e un algorithme exponentiel permettant de d´ecider s’il existe un couplage exemplaire entre deux g´enomes tel que le nombre de points de cassure est nul, dans