Add to ORKGA generalisation of strong subdifferentiability and its characterisations are given along with implications for a Banach space to be Asplund or reflexive
Abstract. We introduce some new concepts of locally Lipschitz mappings, Clarke subdifferential, appr...
Abstract It is shown that a locally Lipschitz function is approximately convex if, and only if, its ...
In this paper we establish new rules for the calculus of the subdifferential mapping of the sum of t...
Each lower semi-continuous proper convex function / on a Banach space E defines a certain multivalue...
International audienceWe establish subdifferential calculus rules for the sum of convex functions de...
AbstractThe continuity of the approximate subdifferential of a closed proper convex function on a Ba...
Artículo de publicación ISISin acceso a texto completoWe establish subdifferential calculus rules fo...
In [2] we characterized in terms of a quadratic growth condition various metric regularity propertie...
We study regularity properties of the subdifferential of proper lower semicontinuous convex function...
We introduce a stronger version of the strong globalization property of Rolewicz and examine the cor...
summary:A class of convex functions where the sets of subdifferentials behave like the unit ball of ...
The relationships between the semismoothness of a function and the submonotonicity of its subdiffere...
The improved and expanded second edition contains expositions of some major results which have been ...
We show, largely convex examples, that most of the core results for subdifferential calculus fail wi...
We present a review of some ad hoc subdifferentials which have been devised for the needs of general...
Abstract. We introduce some new concepts of locally Lipschitz mappings, Clarke subdifferential, appr...
Abstract It is shown that a locally Lipschitz function is approximately convex if, and only if, its ...
In this paper we establish new rules for the calculus of the subdifferential mapping of the sum of t...
Each lower semi-continuous proper convex function / on a Banach space E defines a certain multivalue...
International audienceWe establish subdifferential calculus rules for the sum of convex functions de...
AbstractThe continuity of the approximate subdifferential of a closed proper convex function on a Ba...
Artículo de publicación ISISin acceso a texto completoWe establish subdifferential calculus rules fo...
In [2] we characterized in terms of a quadratic growth condition various metric regularity propertie...
We study regularity properties of the subdifferential of proper lower semicontinuous convex function...
We introduce a stronger version of the strong globalization property of Rolewicz and examine the cor...
summary:A class of convex functions where the sets of subdifferentials behave like the unit ball of ...
The relationships between the semismoothness of a function and the submonotonicity of its subdiffere...
The improved and expanded second edition contains expositions of some major results which have been ...
We show, largely convex examples, that most of the core results for subdifferential calculus fail wi...
We present a review of some ad hoc subdifferentials which have been devised for the needs of general...
Abstract. We introduce some new concepts of locally Lipschitz mappings, Clarke subdifferential, appr...
Abstract It is shown that a locally Lipschitz function is approximately convex if, and only if, its ...
In this paper we establish new rules for the calculus of the subdifferential mapping of the sum of t...