Best Proximity Coincidence Point Results for α , D -Proximal Generalized Geraghty Mappings in J S -Metric Spaces

We introduce a type of Geraghty contractions in a - metric space called - proximal generalized Geraghty mappings. By using the triangular- - proximal admissible property, we obtain the existence and uniqueness theorem of best proximity coincidence points for these mappings together with some corollaries and illustrative examples. As an application, we give a best proximity coincidence point result in endowed with a binary relation.