A geometric interpretation to fixed-point theory on sb-metric spaces

Abstract

In this paper we present some fixed-figure theorems as a geometric approach to the fixed-point theory when the number of fixed points of a self-mapping is more than one. To do this, we modify the Jleli-Samet type contraction and define new contractions on Sb-metric spaces. Also, we give some necessary examples to show the validity of our theoretical results.