Fixed point theory for cyclic generalized weak φ-contraction on partial metric spaces

Abstract

A new fixed point theorem is obtained for the class of cyclic weak -contractions on partially metric spaces. It is proved that a self-mapping T on a complete partial metric space X has a fixed point if it satisfies the cyclic weak -contraction principle. Copyright © 2012 Erdal Karapinar and I. Savas Yuce.