Receding horizon optimal control for infinite dimensional systems

In this article we focus, as a first step opening further re- search, on the stabilizability problem for the linear Korteweg- de Vries equation with a control acting on the

Receding horizon control, model predictive control, value function, optimality systems, Riccati equation, turnpike property.. AMS

In a nutshell, receding horizon control (also called model predictive control) consists in replacing the infinite- horizon control problem (1) by a sequence of finite-horizon

Abstract: In this paper, we propose a generalized stabilizing receding horizon control (RHC) scheme for input/state constrained linear discrete time-varying systems that

We show hereafter that the dynamic programming approach, already implemented by Fabbri and Gozzi (2008) in the delayed case, provides a much finer characterization of the

The data conflict with the standard model where most of the gas in a low-mass dark matter halo is assumed to settle into a disc of cold gas that is depleted by star formation

Specimens (swab samples [swab], punch biopsy tissue specimens [tissue-punch], and surgically excised tissue specimens [tissue-surgery]) obtained from 384 patients with suspected

Here, as well as in the case of waves equation, our generalized Rellich relations obtained in [6] leads us to consider a particular feedback law, inspired by the case of scalar