New Fixed Point Results in F-Quasi-Metric Spaces and an Application

الملخص EN

The main goal of the present paper is to obtain several fixed point theorems in the framework of F-quasi-metric spaces, which is an extension of F-metric spaces.

Also, a Hausdorff δ-distance in these spaces is introduced, and a coincidence point theorem regarding this distance is proved.

We also present some examples for the validity of the given results and consider an application to the Volterra-type integral equation.