COMMON FIXED POINTS OF NONSELF COINCIDENTALLY COMMUTING MAPPINGS IN METRICALLY CONVEX METRIC SPACES

Abstract

In the present paper, we combine the two approaches given in [3] and [4] and prove some common fixed point theorems for the coincidentally commuting pairs of a nonself point-valued map and a nonself set-valued map on a closed subset of a metrically convex metric space under a weaker boundary condition of the type that given in Dhage [3].