Common Fixed Point and Coincidence Point for three Singled-Valued Mappings in Metric Spaces using Rational Expressions

This paper aims to prove some coincidence point results for three single-valued mappings in the setting of metric spaces and partially ordered metrics spaces satisfying a generalized contraction condition of rational type. These contributions extend the existing literature on three single-valued mappings and fixed point theory. We showcase the practical applicability of our proposed notions

Keywords: Common Fixed Point, Rational Contractions, Metric Space, Partially Ordered Metric Space.