Delay dependent stability analysis of interval time-delay systems

This paper provides a novel approach for stability of time- delay system (1) using the coupled ODE-PDE model (5) and exploiting the stability result obtained in Safi et al. In

Linear discrete-time systems with Markovian jumps and mode dependent time-delay: Stability and

The stability of a reset control system composed by a time- delay process and a proportional and integrative plus Clegg integrator (PI+CI) compensator is tackled by using the

In this work, our goal is to increase the maximum delay allowed in time-delay linear systems for a given H ∞ level γ through output-feedback control design.. Furthermore, if the

Some additional tools for stability analysis of time-delay systems using homogeneity are also presented: in particular, it is shown that if a time-delay system is homogeneous

The stability theorems presented in the paper introduce the ILKF method for Lyapunov, asymptotic, (hyper) exponential and non-asymptotic (finite-time and fixed- time) stability

Index Terms — Discrete-time switched time-delay systems, Global asymptotic stability, M-matrix, Kotelyanski lemma, Arrow matrix, Arbitrary switching..

This paper, tented to established new stability conditions for a class of discrete-time switched time-delay, by transforming the representation of the system to be studying