International audienceRobust stability analysis is investigated for discrete-time linear systems with rational dependency with respect to polytopic type uncertainties. Two type of uncertainties are considered: constant parametric uncertainties and time-varying switching uncertainties. Results are in LMI formalism and proofs involve parameter-dependent, quadratic in the state, Lyapunov functions. The new proposed conditions are shown to extend and merge two important existing results. Conservatism reduction is tackled via a model augmentation technique. Numerical complexity is contained by exploiting the structure of the models with respect to the uncertainties
Abstract: The problem of robust stability in the state space model of linear time-varying systems wi...
Abstract — This paper investigates the robust stability of continuous-time, time-invariant linear un...
This paper extends to the discrete-time case some robust stability conditions, recently obtained for...
International audienceRobust stability analysis is investigated for discrete-time linear systems wit...
A new robust stability condition for uncertain discrete-time systems with convex polytopic uncertain...
This paper presents an improved robust stability condition for uncertain discrete-time systems with ...
Abstract: This paper is dedicated to the study of robust stability analysis and control synthesis fo...
This paper is dedicated to the study of robust stability analysis and control synthesis for discret...
A new robust stability condition for uncertain discrete-time systems with convex polytopic uncertain...
In this paper, a less conservative condition for the robust stability of uncertain discrete-time lin...
This paper presents several new robust stability conditions for linear discrete-time systems with po...
This paper presents several new robust stability conditions for linear discrete-time systems with po...
This PhD thesis is dedicated to the study of robust stability analysis and control synthesis for dis...
Robust stability conditions are derived for uncertain 2D linear discrete-time systems, described by ...
In this paper we analyse the stability robustness of linear discrete-time systems which are describe...
Abstract: The problem of robust stability in the state space model of linear time-varying systems wi...
Abstract — This paper investigates the robust stability of continuous-time, time-invariant linear un...
This paper extends to the discrete-time case some robust stability conditions, recently obtained for...
International audienceRobust stability analysis is investigated for discrete-time linear systems wit...
A new robust stability condition for uncertain discrete-time systems with convex polytopic uncertain...
This paper presents an improved robust stability condition for uncertain discrete-time systems with ...
Abstract: This paper is dedicated to the study of robust stability analysis and control synthesis fo...
This paper is dedicated to the study of robust stability analysis and control synthesis for discret...
A new robust stability condition for uncertain discrete-time systems with convex polytopic uncertain...
In this paper, a less conservative condition for the robust stability of uncertain discrete-time lin...
This paper presents several new robust stability conditions for linear discrete-time systems with po...
This paper presents several new robust stability conditions for linear discrete-time systems with po...
This PhD thesis is dedicated to the study of robust stability analysis and control synthesis for dis...
Robust stability conditions are derived for uncertain 2D linear discrete-time systems, described by ...
In this paper we analyse the stability robustness of linear discrete-time systems which are describe...
Abstract: The problem of robust stability in the state space model of linear time-varying systems wi...
Abstract — This paper investigates the robust stability of continuous-time, time-invariant linear un...
This paper extends to the discrete-time case some robust stability conditions, recently obtained for...