Random multifunctions as set minimizers of infinitely many differentiable random functions (Q6108974)

Under strong hypotheses, the authors establish representations for some random multifunctions as countable minimizers by the differentiable random functions. Reviewer's remark: In our opinion, the hypotheses of separabiliy for the Hilbert space $H$, for $X$ to be a separable Banach space and for the punctual pseudo-norm-weak upper semicontinuity can be enlarged.