This work encompasses the problem of the exact elimination of regulation transients for linear parameter varying systems in a straight geometric framework. Discrete-time, stabilizable systems are specifically addressed. Conditions for problem solvability are proved and the synthesis of the control scheme is illustrated in detail
Switching, or multimodal, dynamical systems are defined by a finite family of dynamics, namely the m...
This work deals with the optimization, expressed as the minimization of the l2 norm of the tracking ...
This article deals with the optimization, expressed as the minimization of the l2 norm of the tracki...
This work encompasses the problem of the exact elimination of regulation transients for linear param...
transients in discrete-time linear parameter varying systems: a geometric approach to perfect elimin...
This note introduces a geometric solution to the problem of perfect elimination of regulation transi...
none1noThis contribution is focused on a geometric methodology devised to achieve optimization, expr...
none1noThis work introduces a geometric solution to the problem of perfect elimination of regulation...
This work introduces a methodology for the minimization, in terms of the l2 norm of the tracking err...
This paper considers the problem of asymptotic output regulation by dynamic feedback for discrete-ti...
This paper deals with the problem of perfect elimination of the transients of the regulated output c...
In this paper the output regulation problem for discrete-time linear systems with time-varying delay...
none1noThis work introduces an l2-optimal approach for minimizing the regulation transients in discr...
Switching, or multimodal, dynamical systems are defined by a finite family of dynamics, namely the m...
This work deals with the optimization, expressed as the minimization of the l2 norm of the tracking ...
This article deals with the optimization, expressed as the minimization of the l2 norm of the tracki...
This work encompasses the problem of the exact elimination of regulation transients for linear param...
transients in discrete-time linear parameter varying systems: a geometric approach to perfect elimin...
This note introduces a geometric solution to the problem of perfect elimination of regulation transi...
none1noThis contribution is focused on a geometric methodology devised to achieve optimization, expr...
none1noThis work introduces a geometric solution to the problem of perfect elimination of regulation...
This work introduces a methodology for the minimization, in terms of the l2 norm of the tracking err...
This paper considers the problem of asymptotic output regulation by dynamic feedback for discrete-ti...
This paper deals with the problem of perfect elimination of the transients of the regulated output c...
In this paper the output regulation problem for discrete-time linear systems with time-varying delay...
none1noThis work introduces an l2-optimal approach for minimizing the regulation transients in discr...
Switching, or multimodal, dynamical systems are defined by a finite family of dynamics, namely the m...
This work deals with the optimization, expressed as the minimization of the l2 norm of the tracking ...
This article deals with the optimization, expressed as the minimization of the l2 norm of the tracki...