Shrinking Projection Methods for a Split Equilibrium Problem and a Hybrid Multivalued Mapping

Watcharaporn Cholamjiak, Tatsapol Ratrisane, Pailin Seubruang

Abstract

In this paper, we introduce two different hybrid methods by using the Shrinking projection method for a split equilibrium problem and a hybrid multivalued mapping in Hilbert space. We obtain strong convergence theorems under the same conditions. Furthermore, we give examples and numerical results for supporting our main results and compare the rate of convergence of two iteration methods.