Time domain decomposition in final value optimal control of the Maxwell system

The class of discrete event dynamic systems involving only synchronization phenomena can be seen as linear time-invariant systems in a particular algebraic structure called ( min , +

In this paper we develop a non-overlapping domain decomposition method that combines the Optimized Schwarz Waveform Relaxation method with Robin trans- mission conditions and

In regard to time-op- timal control, we address the issue of existence and uniqueness of optimal trajectories, and explicitly compute the optimal control and the corresponding

- pour la génération de l’information adjacente on utilise la technique montrée dans le chapitre précédent, on prend une seule période de chaque séquence, on la code

Patients - Les patients admissibles à l’étude HOPE devaient être âgés de 55 ans et plus, avoir des antécédents de maladie cardiovasculaire (coronaropathie, accident

A standard algorithm designs a control field of fixed duration which both brings the system close to the target state and minimizes the laser fluence, whereas here we include

In particular, we propose an extension to the method in [19], which leads to a general design framework based on sums-of-squares LMI techniques and we show indeed that the

Yinoussa Adagolodjo, Hadrien Courtecuisse, Raffaella Trivisonne, Laurent Goffin, Stephane Pierre-Alain Bordas, Michel de Mathelin.. To cite