Add to ORKGIn this paper, we consider equilibrium problems with differentiable bifunctions in a Banach space setting and investigate properties of gap functions for such problems. We suggest a derivative-free descent method and give conditions which provide strong convergence of the method. © 2004 Elsevier Ltd. AU rights reserved
Let B be a real Banach space with the dual space B*. Let ϕ:B→R∪{+∞} ...
We introduce and study a new class of auxiliary problems for solving the equilibrium problem in Bana...
We suggest and study the convergence of some new iterative schemes for solving nonconvex equilibrium...
In this paper, we consider equilibrium problems with differentiable bifunctions in a Banach space se...
AbstractIn this paper, we consider equilibrium problems with differentiable bifunctions in aBanach s...
In this paper, we consider equilibrium problems with nonstrictly monotone and differentiable bifunct...
We consider a general class of monotone equilibrium problems, which involve nonsmooth convex functio...
AbstractIn this paper, we consider equilibrium problems with nonstrictly monotone and differentiable...
A new algorithm for solving equilibrium problems with differentiable bifunctions is provided. The al...
Abstract. The theory of gap functions, developed in the literature for variational inequalities, is ...
The paper deals with the gap function approach for equilibrium problems with locally Lipschitz data....
The paper deals with the gap function approach for equilibrium problems with locally Lipschitz data....
A new algorithm for solving equilibrium problems with differentiable bifunctions is provided. The al...
© 2014, Springer Science+Business Media New York. We consider the regularized version of the penalty...
We consider equilibrium problems with differentiable bifunctions. We adopt the well-known approach b...
Let B be a real Banach space with the dual space B*. Let ϕ:B→R∪{+∞} ...
We introduce and study a new class of auxiliary problems for solving the equilibrium problem in Bana...
We suggest and study the convergence of some new iterative schemes for solving nonconvex equilibrium...
In this paper, we consider equilibrium problems with differentiable bifunctions in a Banach space se...
AbstractIn this paper, we consider equilibrium problems with differentiable bifunctions in aBanach s...
In this paper, we consider equilibrium problems with nonstrictly monotone and differentiable bifunct...
We consider a general class of monotone equilibrium problems, which involve nonsmooth convex functio...
AbstractIn this paper, we consider equilibrium problems with nonstrictly monotone and differentiable...
A new algorithm for solving equilibrium problems with differentiable bifunctions is provided. The al...
Abstract. The theory of gap functions, developed in the literature for variational inequalities, is ...
The paper deals with the gap function approach for equilibrium problems with locally Lipschitz data....
The paper deals with the gap function approach for equilibrium problems with locally Lipschitz data....
A new algorithm for solving equilibrium problems with differentiable bifunctions is provided. The al...
© 2014, Springer Science+Business Media New York. We consider the regularized version of the penalty...
We consider equilibrium problems with differentiable bifunctions. We adopt the well-known approach b...
Let B be a real Banach space with the dual space B*. Let ϕ:B→R∪{+∞} ...
We introduce and study a new class of auxiliary problems for solving the equilibrium problem in Bana...
We suggest and study the convergence of some new iterative schemes for solving nonconvex equilibrium...