Berinde-Type Generalized \(\alpha\) - \(\beta\) - \(\psi\) Contractive Mappings in Partial Metric Spaces and Some Related Fixed Points

Abstract

Aims/ Objectives: The objective of this paper is to introduce the notion of generalized \(\alpha\) - \(\beta\) - \(\psi\) contractive mappings involving rational expressions and establish existence and uniqueness of fixed points of Berinde type generalized \(\alpha\) - \(\beta\) - \(\psi\) contractive mappings in the context of partial metric spaces. Additionally, we provide an example in support of our results.