A<i>*</i>-mixing convergence theorem for convex set valued processes
A<i>*</i>-mixing convergence theorem for convex set valued processes
In this paper the concept of a *‐mixing process is extended to multivalued maps from a probability space into closed, bounded convex sets of a Banach space. The main result, which requires that the Banach space be separable and reflexive, is a convergence theorem for *‐mixing sequences which is analogous …