We make use of the auxiliary problem principle to develop iterative algorithms for solving
equilibrium problems. The first one is an extension of the extragradient algorithm to …

In this article, we present a new hybrid extragradient iteration method for finding a common
element of the set of fixed points of a nonexpansive map** and the set of solutions of …

We present an extragradient-type algorithm for solving bilevel pseudomonone variational
inequalities. The proposed algorithm uses simple projection sequences. Under mild …

In this paper, we introduce a modified adaptive step-size algorithm by basing a generalized
Popov's method to solve variational inequality problems in a real Hilbert space. The …

A globally convergent algorithm for equilibrium problems with pseudomonotone bifunctions
is proposed. The algorithm is based on the idea of the subgradient extragradient method for …

Abstract We consider Nash–Cournot oligopolistic market equilibrium models with concave
cost functions. Concavity implies, in general, that a local equilibrium point is not necessarily …

In this paper, we introduce a new hybrid extragradient iteration method for finding a common
element of the set of fixed points of a nonexpansive map** and the set of solutions of …

We present a new algorithm for solving equilibrium problems, where the underlying
bifunctions are pseudomonotone and not necessarily Lipschitz-type continuous. The …

In the literature, the most authors modify the viscosity methods or hybrid projection methods
to construct the strong convergence algorithms for solving the pseudomonotone equilibrium …

In this paper, we introduced a new extended extragradient iteration algorithm for finding a
common element of the set of fixed points of a nonexpansive map** and the set of …