Some covariant and contravariant xed point theorems over bipolar p-metric spaces and applications

Abstract

In this article, the concept of bipolar p-metric spaces has been
introduced as a generalization of usual metric spaces, b-metric spaces
and also p-metric spaces. In view of this notion we prove Banach, Reich,
Bianchini and Jaggi type fixed point theorems over such spaces. Supporting examples have been given in order to examine the validity of
the underlying space and in support of our fixed point theorems.