... method for the variational inequality problem of the intersection of fixed point sets of nonexpansive mappings,” in Inherently Parallel Algorithm for Feasibility and Optimization, D Butnariu, Y ... 2.4 for every a a1 , a2 , ∈ l∞ Sometimes, we use μn an instead of μ a A mean μ on N is μn an We know that if μ is a Banach limit, then called a Banach limit if μn an lim inf an ≤ μ a ≤ ... methods and their variant forms can be implemented for solving variational inequalities In order to reduce the complexity probably caused by the projection PC , Yamada see also introduced a hybrid...