A combined method for smooth equilibrium problems with nonlinear constraints is based on
combining and extending ideas contained in feasible direction
methods and relaxation
methods A class of combined relaxation methods for decomposable variational inequalitiesCombined relaxation
methods are convergent to a solution of variational inequality problems under
A combined relaxation method for variational inequalities with nonlinear constraints is based on
combining and extending ideas contained in various relaxation
methods of nonsmooth optimization
Combined relaxation method for mixed equilibrium problems nonsmooth bifunction. Such mixed equilibrium problems are solved with a
combined relaxation
method using
A combined relaxation method for nonlinear variational inequalitiesWhen applied to variational inequalities,
combined relaxation (CR)
methods are convergent under
On the convergence of combined relaxation methods for variational inequalities assumptions is proposed. It is based on
combining and modifying ideas contained in various relaxation
methods A combined relaxation method for a class of nonlinear variational inequalitiesIn this paper, we describe a class of
combined relaxation
methods for the non strictly monotone
Combined relaxation methods for generalized monotone variational inequalitiesThe paper is devoted to the
combined relaxation approach to constructing solution
methods Combined relaxation method for monotone equilibrium problems enables us to construct a new
combined relaxation
method and essentially simplify its line search