Strict Coincidence and Common Strict Fixed Point of Hybrid Pairs of Self-mappings with Application

Abstract

In this paper, we discuss strict coincidence and common strict fixed point of strongly tangential hybrid pairs of self-mappings satisfying Kannan type contraction via δ− distance, which is not even a metric. Also coincidence and common fixed point is established using Hausdorff metric. Consequently, several known results are extended, generalized and improved. Examples are given to illustrate our results and an application is also furnished to demonstrate the applicability of results obtained.