International audienceThis paper pursues a framework of set characterization of dynamical systems with state-dependent disturbances. It aims to propose a new approach to analysis and design of nonlinear systems involving non-differentiability and asymme-tric components which hamper application and effectiveness of local linearization methods. Several characterizations of ultimate bounds are developed.The utility of shifting the fix point is formulated as a parametrization of the ultimate bounds
We study properties of dynamic discrete-time linear systems with the input or the state constrained ...
Research Doctorate - Doctor of Philosophy (PhD)This thesis studies steady state behaviour of control...
We study discrete time linear constrained switching systems with additive disturbances, in the gener...
International audienceThis paper pursues a framework of set characterization of dynamical systems wi...
International audienceThe objective of this chapter is to present a methodology for computing robust...
[EN] This paper addresses the problem of bounding the trajectories of nonlinear systems (transient a...
This paper deals with robust invariant sets construction for discrete-time linear time-invariant dyn...
In this article the problem of characterizing sets, described by vector nonlinear inequalities of th...
In the presence of nonvanishing perturbations, it is often the case that asymptotic stability is not...
This paper describes an approach to the control of non-zero set points of a class of uncertain linea...
We present a novel method to compute componentwise ultimate bounds and invariant regions for a class...
Invariance properties and convergence of solutions of set dynamical systems are studied. Using a fra...
We present a novel method to compute componentwise transient bounds, componentwise ultimate bounds, ...
For a class of perturbed feedback linearizable nonlinear systems, we consider the computation and as...
Real world dynamic systems are frequently subjected to unknown disturbance inputs or perturbations. ...
We study properties of dynamic discrete-time linear systems with the input or the state constrained ...
Research Doctorate - Doctor of Philosophy (PhD)This thesis studies steady state behaviour of control...
We study discrete time linear constrained switching systems with additive disturbances, in the gener...
International audienceThis paper pursues a framework of set characterization of dynamical systems wi...
International audienceThe objective of this chapter is to present a methodology for computing robust...
[EN] This paper addresses the problem of bounding the trajectories of nonlinear systems (transient a...
This paper deals with robust invariant sets construction for discrete-time linear time-invariant dyn...
In this article the problem of characterizing sets, described by vector nonlinear inequalities of th...
In the presence of nonvanishing perturbations, it is often the case that asymptotic stability is not...
This paper describes an approach to the control of non-zero set points of a class of uncertain linea...
We present a novel method to compute componentwise ultimate bounds and invariant regions for a class...
Invariance properties and convergence of solutions of set dynamical systems are studied. Using a fra...
We present a novel method to compute componentwise transient bounds, componentwise ultimate bounds, ...
For a class of perturbed feedback linearizable nonlinear systems, we consider the computation and as...
Real world dynamic systems are frequently subjected to unknown disturbance inputs or perturbations. ...
We study properties of dynamic discrete-time linear systems with the input or the state constrained ...
Research Doctorate - Doctor of Philosophy (PhD)This thesis studies steady state behaviour of control...
We study discrete time linear constrained switching systems with additive disturbances, in the gener...