AbstractThis work is concerned with the internal stabilization of the steady-state solutions to semilinear parabolic systems via finite-dimensional feedback controllers. The internal controller is active on a nonempty open subset and in one equation only
We consider a 1-D linear transport equation on the interval (0, L), with an internal scalar control....
We study the feedback stabilization around periodic solutions of parabolic control systems with unbo...
A parabolic equation defined on a bounded domain is considered, with input acting in the Neumann (or...
An explicit feedback controller is proposed for stabilization of linear parabolic equations, with a ...
This work concerns the internal stabilization of underactuated linear systems of $m$ heat equations ...
This paper is concerned with the problem of stabilizing one-dimensional parabolic systems related to...
This monograph presents a technique, developed by the author, to design asymptotically exponentially...
A parabolic equation defined on a bounded domain is considered, with input acting on the boundary th...
Abstract. This paper considers feedback stabilization for the semilinear control system ~(t)=Au(t)+v...
In this paper we continue our discussion, begun in [ 5] , of feedback stabilization of distributed ...
We study robust output regulation for parabolic partial differential equations and other infinite-di...
International audienceThis paper addresses the topic of global output feedback stabilization of semi...
The parabolic equations driven by linearly multiplicative Gaussian noise are stabilizable in probabi...
We study the feedback stabilization around periodic solutions of parabolic control systems with unbo...
International audienceIn this paper we investigate the exact controllability of n × n first order qu...
We consider a 1-D linear transport equation on the interval (0, L), with an internal scalar control....
We study the feedback stabilization around periodic solutions of parabolic control systems with unbo...
A parabolic equation defined on a bounded domain is considered, with input acting in the Neumann (or...
An explicit feedback controller is proposed for stabilization of linear parabolic equations, with a ...
This work concerns the internal stabilization of underactuated linear systems of $m$ heat equations ...
This paper is concerned with the problem of stabilizing one-dimensional parabolic systems related to...
This monograph presents a technique, developed by the author, to design asymptotically exponentially...
A parabolic equation defined on a bounded domain is considered, with input acting on the boundary th...
Abstract. This paper considers feedback stabilization for the semilinear control system ~(t)=Au(t)+v...
In this paper we continue our discussion, begun in [ 5] , of feedback stabilization of distributed ...
We study robust output regulation for parabolic partial differential equations and other infinite-di...
International audienceThis paper addresses the topic of global output feedback stabilization of semi...
The parabolic equations driven by linearly multiplicative Gaussian noise are stabilizable in probabi...
We study the feedback stabilization around periodic solutions of parabolic control systems with unbo...
International audienceIn this paper we investigate the exact controllability of n × n first order qu...
We consider a 1-D linear transport equation on the interval (0, L), with an internal scalar control....
We study the feedback stabilization around periodic solutions of parabolic control systems with unbo...
A parabolic equation defined on a bounded domain is considered, with input acting in the Neumann (or...
DOI
Add to ORKG