Fixed point results employing simulation functions in JS-metric spaces

Abstract

Abstract This paper introduces a new class of contractions in JS-metric spaces and utilizes it to obtain fixed point results, which generalize several well-known results. Moreover, an example is given to illustrate the utility of the obtained results.

Keywords

• Fixed point
• JS-metric space
• β-admissibility
• Simulation function
• L $\mathscr{L}$ -contraction