Improved linear matrix inequality conditions are given to test if the zeros of all polynomial matrices belonging to a polytope lie inside a specific convex region D in the complex plane. These conditions, formulated at the vertices of the polytopic uncertainty domain, generalize and encompass recently appeared results. Examples and numerical experiments from both continuous-time (left half-plane) and discrete-time (unit disk) systems are presented in order to compare this formulation with previous results from the literature.1863868Gohberg, I., Lancaster, P., Rodman, L., (1982) Matrix Polynomials, , New York, NY, USA: Academic PressKailath, T., (1980) Linear System, , Englewood Cliffs, NJ, USA: Prentice-HallKučera, V., (1979) Discrete Linea...
This paper addresses the problem of establishing robust asymptotical stability of discrete-time line...
In this paper, a convergent numerical procedure to compute H-2 and H-infinity norms of uncertain tim...
In this note, robust stability of state–space models with respect to real parametric uncertainty is ...
Sufficient conditions for checking the robust stability of a polytope of polynomial matrices are pro...
This paper provides robust stability conditions for continuous and discrete time polytopic systems. ...
The robust stability of uncertain linear systems in polytopic domains is investigated in this paper....
This paper gives a necessary and sufficient condition for robust D-stability of Polytopic Polynomial...
In this paper, several numerical experiments are performed in order to compare three linear matrix i...
Necessary and sufficient conditions are formulated for the zeros of an arbitrary polynomial matrix t...
summary:Necessary and sufficient conditions are formulated for checking robust stability of an uncer...
Abstract — This paper investigates the robust stability of continuous-time, time-invariant linear un...
A new robust stability condition for uncertain discrete-time systems with convex polytopic uncertain...
In this paper robust stability of state space models with respect to real parametric uncertainty is ...
In this note, robust stability of state-space models with respect to real parametric uncertainty is ...
This paper presents an improved robust stability condition for uncertain discrete-time systems with ...
This paper addresses the problem of establishing robust asymptotical stability of discrete-time line...
In this paper, a convergent numerical procedure to compute H-2 and H-infinity norms of uncertain tim...
In this note, robust stability of state–space models with respect to real parametric uncertainty is ...
Sufficient conditions for checking the robust stability of a polytope of polynomial matrices are pro...
This paper provides robust stability conditions for continuous and discrete time polytopic systems. ...
The robust stability of uncertain linear systems in polytopic domains is investigated in this paper....
This paper gives a necessary and sufficient condition for robust D-stability of Polytopic Polynomial...
In this paper, several numerical experiments are performed in order to compare three linear matrix i...
Necessary and sufficient conditions are formulated for the zeros of an arbitrary polynomial matrix t...
summary:Necessary and sufficient conditions are formulated for checking robust stability of an uncer...
Abstract — This paper investigates the robust stability of continuous-time, time-invariant linear un...
A new robust stability condition for uncertain discrete-time systems with convex polytopic uncertain...
In this paper robust stability of state space models with respect to real parametric uncertainty is ...
In this note, robust stability of state-space models with respect to real parametric uncertainty is ...
This paper presents an improved robust stability condition for uncertain discrete-time systems with ...
This paper addresses the problem of establishing robust asymptotical stability of discrete-time line...
In this paper, a convergent numerical procedure to compute H-2 and H-infinity norms of uncertain tim...
In this note, robust stability of state–space models with respect to real parametric uncertainty is ...