Direct and indirect methods in optimal control with state constraints and the climbing trajectory of an aircraft

In this paper, we have presented the minimum time control problem of an electric vehicle which have been modeled as a Mayer problem in optimal control, with affine dynamics with

Abstract Using the definition of a Finsler–Laplacian given by the first author, we show that two bi-Lipschitz Finsler metrics have a controlled spectrum. We deduce from that

Solid, dashed and dot-dashed curves correspond to evolution of the total angular momentum, the angular momentum of gravitationally bound debris calculated in our model and the

HLA typing of patients and their family members is carried out in patients who are candidates for allogeneic bone marrow or stem-cell transplantation [A]..

We give in this section some preliminary results on the structures of the trajectories for two different problems: α = 1 (minimum time problem) and α = 0.6 , for a medium-haul

troversy has been resolved by a more recent measurement at LHCb [ 5 ], the latter observation has still not received experimental verification to date, and is only marginally

Nous avons ainsi mis en évidence l'existence d'une structure cellulaire sous la forme de rouleaux trans­ versaux, mobiles dans la direction de l'écoulement d'ensemble.. Une

Index Terms— Hyperspectral images, Markov random field (MRF), morphological filter, segmentation, spectral unmixing..