Abstract
Abstract
We establish the existence and approximation of solutions to the operator inclusion
y
∈
Ty
for deterministic and random cases for a nonexpansive and *-nonexpansive multivalued mapping
T
defined on a closed bounded (not necessarily convex) subset
C
of a Banach space. We also prover random fixed points and approximation results for*-nonexpansive random operators defined on an unbounded subject
C
of a uniformly convex Banach space.