International audienceThis paper aims to assess the stability of a polytope of linear systems by their vertices. These results are based on the Hermite‐Biehler and Edge theorems. A sufficient condition satisfying a constraint on the even (or odd) part of the closed‐loop characteristic polynomials associated with the stabilization of its vertices is proved. Finally, a constructive method to stabilize a polytope of plants with simultaneous and robust linear time‐invariant controllers is established
The stability robustness of both continuous and discrete-time dynamical systems is tantamount to the...
This dissertation addresses the problem of analyzing both continuous and discrete-time, linear time-...
Necessary and sufficient linear matrix inequality (LMI) conditions are provided to compute parameter...
In this manuscript, a new approach is proposed for the stabilization of polytopes of SISO LTI system...
International audienceThis paper deals with the computation of polytopic invariant sets for polynomi...
Abstract. This paper deals with the computation of polytopic invariant sets for polynomial dynam-ica...
AbstractSeveral applications of methods from nonlinear algebra to the stable set problem in graphs a...
International audienceIn this paper, we consider a control synthesis problem for a class of polynomi...
This investigation is concerned with robust analysis and control of uncertain nonlinear systems with...
Abstract: In this paper, we study the stability of interval dynamical systems. A sufficient conditio...
This paper gives a necessary and sufficient condition for robust D-stability of Polytopic Polynomial...
Sufficient conditions for checking the robust stability of a polytope of polynomial matrices are pro...
We consider the stability analysis and the stabilization of uncertain linear systems with constraine...
We consider the stability analysis and the stabilization of uncertain linear systems with constraine...
We consider the stability analysis and the stabilization of uncertain linear systems with constraine...
The stability robustness of both continuous and discrete-time dynamical systems is tantamount to the...
This dissertation addresses the problem of analyzing both continuous and discrete-time, linear time-...
Necessary and sufficient linear matrix inequality (LMI) conditions are provided to compute parameter...
In this manuscript, a new approach is proposed for the stabilization of polytopes of SISO LTI system...
International audienceThis paper deals with the computation of polytopic invariant sets for polynomi...
Abstract. This paper deals with the computation of polytopic invariant sets for polynomial dynam-ica...
AbstractSeveral applications of methods from nonlinear algebra to the stable set problem in graphs a...
International audienceIn this paper, we consider a control synthesis problem for a class of polynomi...
This investigation is concerned with robust analysis and control of uncertain nonlinear systems with...
Abstract: In this paper, we study the stability of interval dynamical systems. A sufficient conditio...
This paper gives a necessary and sufficient condition for robust D-stability of Polytopic Polynomial...
Sufficient conditions for checking the robust stability of a polytope of polynomial matrices are pro...
We consider the stability analysis and the stabilization of uncertain linear systems with constraine...
We consider the stability analysis and the stabilization of uncertain linear systems with constraine...
We consider the stability analysis and the stabilization of uncertain linear systems with constraine...
The stability robustness of both continuous and discrete-time dynamical systems is tantamount to the...
This dissertation addresses the problem of analyzing both continuous and discrete-time, linear time-...
Necessary and sufficient linear matrix inequality (LMI) conditions are provided to compute parameter...