Coincidence Point Theorems on $b$-Metric Spaces via $C_{F}$-Simulation Functions

Abstract

In this paper, we investigate the existence and uniqueness of the coincidence points with the $C_{F}$-simulation function for two nonlinear operators on the $b$-metric space. Our results improve and generalize some of the results available in the literature.

Keywords

• b-metric space
• fixed point
• simulation function