Add to ORKGWe provide definition of such a Fenchel-Young type duality for a convexifiable function f that its second dual is a given function f. Examples and possible applications are given
In this manuscript we consider the conjugate notion focused from consumer theory as an interesting t...
AbstractIn this manuscript we consider the conjugate notion focused from consumer theory as an inter...
AbstractSuppose (i) X is a separable Banach space, (ii) C is a convex subset of X that is a Baire sp...
AbstractWe introduce and study a new notion of conjugacy, similar to Fenchel conjugacy, in a non-con...
Abstract. By considering the epigraphs of conjugate functions, we extend the Fenchel duality, applic...
International audienceWe introduce and study a new notion of conjugacy, similar to Fenchel conjugacy...
textabstractWe consider the classical duality operators for convex objects such as the polar of a co...
Problems of minimizing a convex function or maximizing a concave function over a convex set are call...
A method of solving problems involving invex functions via certain convex problems is presented. Non...
In this paper, we present a generalization of Fenchel's conjugation and derive infimal convolution f...
Via perturbational approach, we give an alternative dual problem for a general infinite dimensional ...
With this thesis we bring some new results and improve some existing ones in conjugate duality and s...
preprint version The conjugate duality, which states that infx∈X φ(x, 0) = maxv∈Y ′ −φ∗(0, v), when...
textabstractThe aim of this paper is to make a contribution to the investigation of the roots and es...
AbstractIn this paper, we characterize a convex set function by its epigraph. The w∗-semicontinuitie...
In this manuscript we consider the conjugate notion focused from consumer theory as an interesting t...
AbstractIn this manuscript we consider the conjugate notion focused from consumer theory as an inter...
AbstractSuppose (i) X is a separable Banach space, (ii) C is a convex subset of X that is a Baire sp...
AbstractWe introduce and study a new notion of conjugacy, similar to Fenchel conjugacy, in a non-con...
Abstract. By considering the epigraphs of conjugate functions, we extend the Fenchel duality, applic...
International audienceWe introduce and study a new notion of conjugacy, similar to Fenchel conjugacy...
textabstractWe consider the classical duality operators for convex objects such as the polar of a co...
Problems of minimizing a convex function or maximizing a concave function over a convex set are call...
A method of solving problems involving invex functions via certain convex problems is presented. Non...
In this paper, we present a generalization of Fenchel's conjugation and derive infimal convolution f...
Via perturbational approach, we give an alternative dual problem for a general infinite dimensional ...
With this thesis we bring some new results and improve some existing ones in conjugate duality and s...
preprint version The conjugate duality, which states that infx∈X φ(x, 0) = maxv∈Y ′ −φ∗(0, v), when...
textabstractThe aim of this paper is to make a contribution to the investigation of the roots and es...
AbstractIn this paper, we characterize a convex set function by its epigraph. The w∗-semicontinuitie...
In this manuscript we consider the conjugate notion focused from consumer theory as an interesting t...
AbstractIn this manuscript we consider the conjugate notion focused from consumer theory as an inter...
AbstractSuppose (i) X is a separable Banach space, (ii) C is a convex subset of X that is a Baire sp...