International audienceThe paper presents control algorithms for systems with input delay. There are two main results based on using Implicit Lyapunov Function (ILF) technique: 1) an LMI-based approach is presented to evaluate the domain of attraction of a finite-time stable control in the case of the arbitrary bounded delayed control input; 2) a uniting control is designed with commutation between two laws providing a global boundedness of all trajectories of systems with any input delay, and convergence to the origin for a sufficiently small one. The results are also preserved for the time-varying delay case. The theoretical results are supported by numerical examples
International audienceTheorems on Implicit Lyapunov Functions (ILF) for finite-time and fixed-time s...
This paper is concerned with the stabilization for systems with two additive time-varying input dela...
International audienceThe objective of this paper is to build feedback control solutions for LTI sys...
International audienceThe paper presents control algorithms for systems with input delay. There are ...
International audienceThe method of Implicit Lyapunov-Krasovski Functional (ILKF) for stability anal...
International audienceNonlinear implicit Lyapunov function based control algorithms with delay in co...
In this paper, a Lyapunov function candidate is introduced for multivariable systems with inner dela...
Motivated by the fact that delay difference inclusions (DDIs) form a rich modeling class that includ...
This paper deals with stabilization of continuous-time linear systems affected by uncertain time-var...
This manuscript presents a recent overview of time-delay systems as described in the proposal of the...
In Chapter 7, complex control systems with time delay are considered. It is not required that the ti...
International audienceRazumikhin-like theorems on hyperexponential and fixed-time stability of time-...
International audienceRecent work by Mazenc and Malisoff provided a trajectory-based approach to pro...
International audienceWe solve a family of uniform global asymptotic stabilization problems for time...
We solve a family of uniform global asymptotic stabilization problems for time varying feedforward s...
International audienceTheorems on Implicit Lyapunov Functions (ILF) for finite-time and fixed-time s...
This paper is concerned with the stabilization for systems with two additive time-varying input dela...
International audienceThe objective of this paper is to build feedback control solutions for LTI sys...
International audienceThe paper presents control algorithms for systems with input delay. There are ...
International audienceThe method of Implicit Lyapunov-Krasovski Functional (ILKF) for stability anal...
International audienceNonlinear implicit Lyapunov function based control algorithms with delay in co...
In this paper, a Lyapunov function candidate is introduced for multivariable systems with inner dela...
Motivated by the fact that delay difference inclusions (DDIs) form a rich modeling class that includ...
This paper deals with stabilization of continuous-time linear systems affected by uncertain time-var...
This manuscript presents a recent overview of time-delay systems as described in the proposal of the...
In Chapter 7, complex control systems with time delay are considered. It is not required that the ti...
International audienceRazumikhin-like theorems on hyperexponential and fixed-time stability of time-...
International audienceRecent work by Mazenc and Malisoff provided a trajectory-based approach to pro...
International audienceWe solve a family of uniform global asymptotic stabilization problems for time...
We solve a family of uniform global asymptotic stabilization problems for time varying feedforward s...
International audienceTheorems on Implicit Lyapunov Functions (ILF) for finite-time and fixed-time s...
This paper is concerned with the stabilization for systems with two additive time-varying input dela...
International audienceThe objective of this paper is to build feedback control solutions for LTI sys...