Best proximity point for generalized cyclic enriched contractions

In this article, we establish the existence and uniqueness of the best proximity point for several classes of generalized cyclic enriched contractions furnishing those inherent interrelationships for some reasons. We also provide conditions under which the best proximity point can be obtained through iterative procedures. Moreover, we give a numerical experiment to demonstrate the efficiency of the Krasnoselskii approach for the generalized cyclic enriched contractions.