GENERALIZED MIXED VARIATIONAL INCLUSIONS WITH FUZZY MAPPINGS

Abstract

In this paper, we consider and study a class of generalized mixed variational inclusions with fuzzy mappings involving H-monotone operator in real Hilbert spaces. By using the resolvent operator technique, we construct the iterative algorithm for finding approximate solutions of generalized mixed variational inclusions with fuzzy mappings. Further, we prove the existence of solutions for this class of problems and discuss the convergence of iterative sequences generated by iterative algorithm.