Proximity Coincidence Points for a Pair of Maps with Three Auxiliary Functions in Partially Ordered Metric Spaces

Abstract

In this paper, we establish proximity coincidence point results using three auxiliary functions,which need not be continuous, in partially ordered metric spaces for a pair of maps. We alsodiscuss several corollaries and give illustrative examples in support of our results. The resultspresented in this paper generalize the results of Wangkeeree and Sisarat [17].