Suzuki-berinde type fixed-point and fixed-circle results on s-metric spaces

Abstract

In this paper, the notions of a Suzuki-Berinde type FS-contraction and a SuzukiBerinde type F S C -contraction are introduced on a S-metric space. Using these new notions, a fixed-point theorem is proved on a complete S-metric space and a fixed-circle theorem is established on a S-metric space. Some examples are given to support the obtained results.