Three step iterative algorithms for solving a class of quasi variational inequalities

摘要

In this paper, we discuss the existence of a solution of extended general quasi variational inequalities using projection technique. Using the technique of Noor, we suggest and analyze a new class of three-step iterative schemes for solving extended general quasi variational inequalities. Under some certain conditions on operators, we also discuss the convergence of the proposed iterative scheme. Results proved in this paper continue to hold for previously known and new classes of quasi variational inequalities. Ideas and techniques of this papermay stimulate further research in this field. The implementation and comparison of the proposed new algorithms is an interesting problem for further research.