Add to ORKGA scalar equilibrium problem which involves a monotone differentiable cost bifunction is considered. For such bifunction, a skewsymmetric type property with respect to the partial gradients is established. This property enables us to construct a new combined relaxation method and essentially simplify its line search procedure. An application to an inverse equilibrium problem is also presented
When applied to variational inequalities, combined relaxation (CR) methods are convergent under mild...
In this paper, we introduce and study an extended mixed equilibrium problem by using auxiliary princ...
An iterative method for finding equilibrium points in the case of a smooth convex-concave function a...
A scalar equilibrium problem which involves a monotone differentiable cost bifunction is considered....
We extend the concept of relaxed α -monotonicity to mixed relaxed α - β -monotonicity. The concept o...
We consider a general class of equilibrium problems which involve a single-valued mapping and a nons...
The paper is devoted to the combined relaxation approach to constructing solution methods for variat...
AbstractIn this paper, we consider equilibrium problems with nonstrictly monotone and differentiable...
In this paper, we consider equilibrium problems with nonstrictly monotone and differentiable bifunct...
In this paper, a general class of mixed equilibrium problems involving non - differentiable function...
Combined relaxation methods are convergent to a solution of variational inequality problems under ra...
Duality is studied for an abstract equilibrium problem which includes, among others, optimization pr...
In this paper, we describe a class of combined relaxation methods for the non strictly monotone nonl...
© 2013, © 2013 Taylor & Francis. We consider a class of non-linear problems which is intermediate be...
In the last years many solution methods for equilibrium problems (EPs) have been developed. Several ...
When applied to variational inequalities, combined relaxation (CR) methods are convergent under mild...
In this paper, we introduce and study an extended mixed equilibrium problem by using auxiliary princ...
An iterative method for finding equilibrium points in the case of a smooth convex-concave function a...
A scalar equilibrium problem which involves a monotone differentiable cost bifunction is considered....
We extend the concept of relaxed α -monotonicity to mixed relaxed α - β -monotonicity. The concept o...
We consider a general class of equilibrium problems which involve a single-valued mapping and a nons...
The paper is devoted to the combined relaxation approach to constructing solution methods for variat...
AbstractIn this paper, we consider equilibrium problems with nonstrictly monotone and differentiable...
In this paper, we consider equilibrium problems with nonstrictly monotone and differentiable bifunct...
In this paper, a general class of mixed equilibrium problems involving non - differentiable function...
Combined relaxation methods are convergent to a solution of variational inequality problems under ra...
Duality is studied for an abstract equilibrium problem which includes, among others, optimization pr...
In this paper, we describe a class of combined relaxation methods for the non strictly monotone nonl...
© 2013, © 2013 Taylor & Francis. We consider a class of non-linear problems which is intermediate be...
In the last years many solution methods for equilibrium problems (EPs) have been developed. Several ...
When applied to variational inequalities, combined relaxation (CR) methods are convergent under mild...
In this paper, we introduce and study an extended mixed equilibrium problem by using auxiliary princ...
An iterative method for finding equilibrium points in the case of a smooth convex-concave function a...