Iterative methods for common solutions of fixed point problems and equilibrium problems

This thesis consists of five parts. Literature is given in the introduction and the basic definitions and theorems are given in the second part. In the third part, there exist basic iterations used in fixed point theory, minimization and variational inequality problems associated with fixed point theory, and some basic lemmas. In the fourth part, some studies about convex feasibility problems, split equality, equilibrium and fixed point problems have been compiled. In the last section, the results obtained from these studies are expressed.