COUPLED FIXED POINT THEOREMS FOR CONTRACTIVE TYPE CONDITION IN PARTIAL METRIC SPACES WITH APPLICATIONS

This paper deals with a coupled fixed point theorem for a mapping satisfying contractive type condition in the setting of partial metric spaces. Furthermore, we give some consequences of the established result. Also, we give an example to validate the result and state some applications to the main result of a self mapping which is involved in an integral type contraction. Our results extend and generalize several previously published results from the existing literature. Specially, our results generalize the results of Aydi [5].