SOME COMMON FIXED POINT THEOREM IN METRIC SPACES OF FISHER AND SESSA KRISHNADHAN SARKAR
Electronic Journal of Mathematical Analysis and Applications · 2020
In this paper we have proved for two mappings that they have a unique common fixed point on a compact subset of a metric space.Where one of the mapping is non-expansive and the pair of mappings is weakly commuting.Fisher and Sessa [5] proved the same problem with a closed subset.We replaces the main results by change the closed subsets to compact subsets.Baboli and Ghaemi [1] proved the same type of theorem.We have extended the results of Baboli and Ghaemi [1]