Add to ORKGWe show by a counterexample that the asymptotic stability of a system with a pointwise periodic time-varying delay cannot be deduced from the average value of the delay. We use this counterexample to motivate our new representation of systems with time-varying delays, which we use to develop a new state feedback stabilization method
A new technique is proposed to ensure global asymptotic stability for nonlinear switched time-varyin...
International audienceWe provide a new sequential predictors approach for the exponential stabilizat...
International audienceA new technique is proposed to ensure global asymptotic stability for nonlinea...
International audienceWe show by a counterexample that the asymptotic stability of a system with a p...
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 audienceRecent work by Mazenc and Malisoff provided a trajectory-based approach to pro...
summary:In this paper we give an example of Markus–Yamabe instability in a constant coefficient dela...
We propose a new stability analysis technique for a family of time-varying systems with delay. Under...
International audienceWe study the stability of a linear system with a pointwise, time-varying delay...
We provide a reduction model approach for achieving global exponential stabilization of linear syste...
International audienceWe provide a reduction model approach for achieving global exponential stabili...
International audienceWe propose a new stability analysis technique for a family of time-varying sys...
International audienceWe provide a new sequential predictors approach for the exponential stabilizat...
We provide a new sequential predictors approach for the exponential stabilization of linear time-var...
A new technique is proposed to ensure global asymptotic stability for nonlinear switched time-varyin...
International audienceWe provide a new sequential predictors approach for the exponential stabilizat...
International audienceA new technique is proposed to ensure global asymptotic stability for nonlinea...
International audienceWe show by a counterexample that the asymptotic stability of a system with a p...
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 audienceRecent work by Mazenc and Malisoff provided a trajectory-based approach to pro...
summary:In this paper we give an example of Markus–Yamabe instability in a constant coefficient dela...
We propose a new stability analysis technique for a family of time-varying systems with delay. Under...
International audienceWe study the stability of a linear system with a pointwise, time-varying delay...
We provide a reduction model approach for achieving global exponential stabilization of linear syste...
International audienceWe provide a reduction model approach for achieving global exponential stabili...
International audienceWe propose a new stability analysis technique for a family of time-varying sys...
International audienceWe provide a new sequential predictors approach for the exponential stabilizat...
We provide a new sequential predictors approach for the exponential stabilization of linear time-var...
A new technique is proposed to ensure global asymptotic stability for nonlinear switched time-varyin...
International audienceWe provide a new sequential predictors approach for the exponential stabilizat...
International audienceA new technique is proposed to ensure global asymptotic stability for nonlinea...