We introduce an $\mathcal {M-} $ class function in an $\mathcal {S-} $ metric space which is
a viable, productive, and powerful technique for finding the existence of a fixed point and …

In this paper, our aim is to obtain new fixed-disc results on metric spaces. To do this, we
present a new approach using the set of simulation functions and some known fixed-point …

In this paper, we prove new fixed-circle (resp. fixed-disc) results using the bilateral type
contractions on a metric space. To do this, we modify some known contractive conditions …

On the Fixed-Circle Problem and Khan Type Contractions Next Article in Journal The Generalized
Schur Algorithm and Some Applications Next Article in Special Issue Extended Partial S b …

The main motivation of this paper is to investigate the geometric properties of non unique
fixed points of self-map**s via simulation functions. Geometric properties of the fixed point …

In this manuscript, we present some results related to fixed-discs of self-map**s in
rectangular metric spaces. To do this, we give new techniques modifying some classical …

In this paper, our main aim is to present innovative fixed-point theorems that provide
solutions to the fixed-circle problem with symmetric contractions. We accomplish this by …

In this article, we present some fixed disc results for improving contractions in the frame work
of F-metric space and to support the new results with examples. There are motivations for …

In this paper, we focus on the geometric properties of fixed-points of a self-map** and
obtain new solutions to a recent problem called" fixed-circle problem" in the setting of an S …