A hybrid conjugate method for variational inequalities over fixed point sets of demicontractive multimaps
Abstract
In this paper, we introduce an iterative scheme based on the viscosity approximation method for variational inequality problems. Then, we prove the strong convergence of the iterative scheme to find a unique solution of the variational inequality. We provide an application to convex minimization over fixed point sets of demicontractive multimaps.
Published
2020-11-23
Section
Articles