TWOSTEP APPROXIMATION SCHEMES FOR MULTIVALUED QUASI VARIATIONAL INCLUSIONS

Abstract

It is well known that the multivalued quasi variational inclusions are equivalent to the implicit resolvent equations. In this paper, we use the resolvent equations technique to suggest and analyze a class of twostep itera tive methods for solving the multivalued quasi variational inclusions. We also discuss some special cases which can be obtained from our results. The results obtained in this paper represent an improvement and a signicant renement of previously known results