Random approximations and random fixed point theorems for non-self-maps
Random approximations and random fixed point theorems for non-self-maps
Recently, Sehgal and Singh [<bold>18</bold>] and Papageorgiou [<bold>16</bold>] considered different random versions of a very interesting theorem of Fan [<bold>4</bold>]. Instead of compact convex domain, here we consider a continuous condensing or non-expansive random map defined on a closed ball (or closed convex set with bounded range). We prove it …