$\epsilon-$Mixed equilibrium problems and fixed points in hilbert spaces
S. A. M. Mohsenalhosseini, Hamid Mazaheri · Journal of Nonlinear Analysis and Application · 2014
We define $\\epsilon-$mixed equilibrium point in Hilbert spaces. We find a common element of the set of fixed points of finitely many non expansive mappings and the set of solutions of an $\\epsilon-$mixed equilibrium problem (AMEP) in Hilbert spaces. Also we obtain some theorems about mixed equilibrium problems and fixed points.