New Splitting Algorithm for Mixed Equilibrium Problems on Hilbert Spaces

Urairat Deepan, Poom Kumam, Jong Kyu Kim

Abstract

In this paper, we introduce a self-adaptive splitting algorithm for solving mixed equilibrium problems on Hilbert Spaces. Prove the convergence of the sequences generated by our algorithm with conditions and used assuming H\"{o}lder continuity. We propose some examples for supporting our algorithm. In the last chapter, give the application from signal processing.