THREE STEP ALGORITHMS FOR SOLVING EXTENDED GENERAL VARIATIONAL INEQUALITIES

In this paper, we consider extended general variational inequalities involving nonlinear operators. Using projection operator technique, we show that extended general variational inequality is equivalent to a fixed point problem. Using this alternative equivalent formulation, we propose and analyze some new algorithms for solving extended general variational inequalities and its variant forms. The convergence of new methods are discussed under some suitable conditions. Several special cases are discussed. Results obtained in this paper continue to hold for these problems.