An Iterative Method for Quasi-Variational-Like Inclusions with Fuzzy Mappings.

This paper presents an iterative method for solving a class of generalized quasi-variational-like inclusions with fuzzy mappings. The method employs step size controls that enable applications to problems where certain set-valued mappings do not always map to empty set. The algorithm also adopts the recently introduced (H,η)-monotone concept which unifies many known monotonicities. Thus generalized many existing results. Keywords: Generalized quasi-variational-like inclusion, iterative algorithm, fuzzy mapping, resolvent operator. [ABSTRACT FROM AUTHOR]