Optimal control of a quasi-variational obstacle problem
Résumé
We consider an optimal control where the state-control relation is given by a quasi-variational inequality, namely a generalized obstacle problem. We give an existence result for solutions to such a problem. The main tool is a stability result, based on the Mosco-convergence theory, that gives the weak closeness of the control-to-state operator. We end the paper with some examples.
Origine : Fichiers produits par l'(les) auteur(s)
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