On Banach Common Fixed Point Results in Symmetric Gd-Metric Spaces

Abstract

In this paper, common fixed-point problems for locally contractive mappings in symmetric Gd-metric like spaces are proved and error bounds are disscussed in detail. Besides, we gave examples to validate main results. In our research, we have proved that a pair of self-mappings satisfies Banach contraction, in local domain instead of global domain. Also, application of Gd-metric like spaces for solving Urysohn integral equations is given.