Abstract: | Summary We prove a compactness theorem for a sequence of functions which take values in an infinite dimensional Hilbert space and
which satisfy a differential inclusion, related to a map Q. Then we give sufficient conditions for the existence of an optimal
solution of a free Lagrange problem, always in the infinite dimensional case, applying the theorem previously proved to a
minimizing sequence.
Entrata in Redazione il 19 maggio 1978. |