Iterative methods of solutions for certain classes of equilibrium problems variational inequality and fixed point problems

Abstract

The present thesis entitled Iterative methods of solutions for certain classes of equilibrium problems variational inequality and xed point problems is an outcome of the studies made by the author at Department of Mathematics Aligarh Muslim University Aligarh India In the last decades the theory of optimization techniques has been developed very significantly for its wide range of applications in many research areas It is known that the optimization problems and many others important mathematical problems are closely related to variational inequality problems and equilibrium problems Hence the theory of variational inequality and equilibrium problems are also been developed and are very interesting topics of current studies Variational inequality and equilibrium problems unify numerous familiar problems of applied and pure mathematics Therefore instead of studying varieties types of problems di erently sometimes it is convenient to study a single problem like equilibrium problem or variational inequality problem which covers a newlinevast range of problems newline