AbstractFan’s minimax inequality is extended to the context of metric spaces with global nonpositive curvature. As a consequence, a much more general result on the existence of a Nash equilibrium is obtained
AbstractThe existence of nonzero solutions for a class of variational inequalities is studied by fix...
summary:In this paper fixed point theorems for maps with nonempty convex values and having the local...
Integral functionals based on convex normal integrands are minimized over convex constraint sets. Ge...
Abstract. Fans minimax inequality is extended to the context of metric spaces with global nonpositiv...
AbstractFan’s minimax inequality is extended to the context of metric spaces with global nonpositive...
AbstractWe prove an extension of Choquet's theorem to the framework of compact metric spaces with a ...
In this paper we establish different refinements and applications of the Hermite-Hadamard inequality...
We obtain some Hermite-Hadamard type inequalities for convex functions in a global non-positive cur...
In this paper, we propose a resolvent of an equilibrium problem in a geodesic space with negative cu...
AbstractIn this work we obtain two minimax inequalities in G-convex spaces which extend and improve ...
In this paper, we give new sufficient conditions for the existence of a solution of theg-maximum equ...
This paper provides necessary and sufficient conditions for fixed-point theorems, minimax inequalit...
A nonlinear Korn inequality on a surface estimates a distance between a surface $\theta (\omega )$ a...
International audienceWe consider the optimal Hardy-Sobolev inequality on a smooth bounded domain of...
AbstractThis paper is a comprehensive study of the results about the consistency of inequality syste...
AbstractThe existence of nonzero solutions for a class of variational inequalities is studied by fix...
summary:In this paper fixed point theorems for maps with nonempty convex values and having the local...
Integral functionals based on convex normal integrands are minimized over convex constraint sets. Ge...
Abstract. Fans minimax inequality is extended to the context of metric spaces with global nonpositiv...
AbstractFan’s minimax inequality is extended to the context of metric spaces with global nonpositive...
AbstractWe prove an extension of Choquet's theorem to the framework of compact metric spaces with a ...
In this paper we establish different refinements and applications of the Hermite-Hadamard inequality...
We obtain some Hermite-Hadamard type inequalities for convex functions in a global non-positive cur...
In this paper, we propose a resolvent of an equilibrium problem in a geodesic space with negative cu...
AbstractIn this work we obtain two minimax inequalities in G-convex spaces which extend and improve ...
In this paper, we give new sufficient conditions for the existence of a solution of theg-maximum equ...
This paper provides necessary and sufficient conditions for fixed-point theorems, minimax inequalit...
A nonlinear Korn inequality on a surface estimates a distance between a surface $\theta (\omega )$ a...
International audienceWe consider the optimal Hardy-Sobolev inequality on a smooth bounded domain of...
AbstractThis paper is a comprehensive study of the results about the consistency of inequality syste...
AbstractThe existence of nonzero solutions for a class of variational inequalities is studied by fix...
summary:In this paper fixed point theorems for maps with nonempty convex values and having the local...
Integral functionals based on convex normal integrands are minimized over convex constraint sets. Ge...
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