Add to ORKGThe uniform stabilization of discrete-time switched linear systems subject to a strongly connected switching constraint is exactly solved for finite-path-dependent controllers with finite horizon knowledge of future switching modes. Conditions for the existence of both a full-information state-feedback controller and a dynamic output feedback controller are given in the form of finite-dimensional systems of linear matrix inequalities. Controller synthesis is accomplished with no unnecessary assumptions by solving any feasible system of linear matrix inequalities from an increasing sequence of such families
This paper deals with the finite-time output feedback control problem for continuous-time, time-vary...
By exploring the geometry of the underlying constrained optimization, a finitely parameterized solut...
In this paper, the problem of designing H∞ state-feedback controllers for switched linear discrete-t...
The uniform stabilization of discrete-time switched linear systems subject to a strongly connected s...
This dissertation presents a framework for analysis and controller synthesis problems for switched l...
We consider the problem of synthesizing optimal linear feedback policies subject to arbitrary convex...
Finite-horizon optimal control problems for discrete-time switched linear control systems are invest...
Abstract This paper is concerned with the stability of a class of receding horizon control laws for ...
A switched linear system is said to be controllable, if for any given initial state and terminal sta...
A switched linear system is said to be controllable, if for any given initial state and terminal sta...
Abstract: Recent results on receding horizon control of linear systems with state and input constrai...
This paper is devoted to stability analysis and control design of switched linear systems in both co...
International audienceIn this work we deal with the stabilizability property for discrete-time switc...
Switched linear systems exhibit a continuous state evolving along the continuous flow of time accord...
This paper introduces a method for controller design of uncertain and parameter-variant piecewise li...
This paper deals with the finite-time output feedback control problem for continuous-time, time-vary...
By exploring the geometry of the underlying constrained optimization, a finitely parameterized solut...
In this paper, the problem of designing H∞ state-feedback controllers for switched linear discrete-t...
The uniform stabilization of discrete-time switched linear systems subject to a strongly connected s...
This dissertation presents a framework for analysis and controller synthesis problems for switched l...
We consider the problem of synthesizing optimal linear feedback policies subject to arbitrary convex...
Finite-horizon optimal control problems for discrete-time switched linear control systems are invest...
Abstract This paper is concerned with the stability of a class of receding horizon control laws for ...
A switched linear system is said to be controllable, if for any given initial state and terminal sta...
A switched linear system is said to be controllable, if for any given initial state and terminal sta...
Abstract: Recent results on receding horizon control of linear systems with state and input constrai...
This paper is devoted to stability analysis and control design of switched linear systems in both co...
International audienceIn this work we deal with the stabilizability property for discrete-time switc...
Switched linear systems exhibit a continuous state evolving along the continuous flow of time accord...
This paper introduces a method for controller design of uncertain and parameter-variant piecewise li...
This paper deals with the finite-time output feedback control problem for continuous-time, time-vary...
By exploring the geometry of the underlying constrained optimization, a finitely parameterized solut...
In this paper, the problem of designing H∞ state-feedback controllers for switched linear discrete-t...