Abstract: | Summary Nonconvex control problems of Bolza and Lagrange with state constraints are considered, in which the state is V-valued, with derivative V -valued, where V H V V is a Banach space and H is a Hilbert space. For these problems some existence theorems for the minimum are proved.
Lavoro eseguito nell'ambito del Laboratorio per la Matematica Applicata del C.N.R. presso l'Università di Genova. |