We prove stability of time-varying systems with delays, using linear Lyapunov functionals and positive systems, and we provide robustness of the stability with respect to multiplicative uncertainty in the vector fields. We allow cases where the delay may be unknown, and where the vector fields defining the systems are not necessarily bounded. We illustrate our work using a chain of integrators and other examples
This paper is concerned with the delay-dependent stability analysis of linear systems with a time-va...
This paper investigates the stability of linear uncertain systems with time-varying delay. Stability...
Practical stability guarantees trajectories of a dynamical system being bounded within a prespecifie...
International audienceWe prove stability of time-varying systems with delays, using linear Lyapunov ...
We present new methods for proving stability of time-varying linear systems with delays. Our main to...
We propose a new stability analysis technique for a family of time-varying systems with delay. Under...
International audienceWe consider time-varying systems with delay of neutral type. We propose a new ...
International audienceWe propose a new stability analysis technique for a family of time-varying sys...
International audienceRecent work by Mazenc and Malisoff provided a trajectory-based approach to pro...
A recent work by Mazenc and Malisoff provides a trajectory-based approach for proving stability of t...
Recent work by Mazenc and Malisoff provided a trajectory-based approach to proving stability of time...
International audienceThis paper addresses the problem of stability analysis of a class of linear sy...
This paper is concerned with the delay-dependent stability analysis of linear systems with a time-va...
This paper investigates the stability of linear uncertain systems with time-varying delay. Stability...
Practical stability guarantees trajectories of a dynamical system being bounded within a prespecifie...
International audienceWe prove stability of time-varying systems with delays, using linear Lyapunov ...
We present new methods for proving stability of time-varying linear systems with delays. Our main to...
We propose a new stability analysis technique for a family of time-varying systems with delay. Under...
International audienceWe consider time-varying systems with delay of neutral type. We propose a new ...
International audienceWe propose a new stability analysis technique for a family of time-varying sys...
International audienceRecent work by Mazenc and Malisoff provided a trajectory-based approach to pro...
A recent work by Mazenc and Malisoff provides a trajectory-based approach for proving stability of t...
Recent work by Mazenc and Malisoff provided a trajectory-based approach to proving stability of time...
International audienceThis paper addresses the problem of stability analysis of a class of linear sy...
This paper is concerned with the delay-dependent stability analysis of linear systems with a time-va...
This paper investigates the stability of linear uncertain systems with time-varying delay. Stability...
Practical stability guarantees trajectories of a dynamical system being bounded within a prespecifie...