We prove a parametric version of a smooth convex variational principle with constraints using a Baire category approach. We examine in depth the necessity of the assumptions of our variational principle by providing counterexamples
The primary goal of this paper is to study relationships between certain basic principles of variati...
A variational principle is introduced to provide a new formulation and resolution for several bounda...
In this thesis we provide regularity results for convex and semiconvex variational problems which ar...
AbstractWe prove a parametric version of a smooth convex variational principle with constraints usin...
We show a modified version of Georgiev's parametric smooth variational principle, and we use it to d...
We show that, typically, lower semicontinuous functions on a Banach space densely inherit lower subd...
$0 $. INTRODUCTION. We present parametric variational principles of Ekeland’s and Borwein-Preiss ’ t...
This paper investigates a well-posedness property of parametric constraint systems which we call Rob...
Abstract. We discuss a general technique that forms a differentiable bound on non-differentiable obj...
summary:The paper presents a qualitative analysis of basic notions in parametric convex programming ...
In optimization theory the tangent cone and the contingent cone are used to classify the regularity ...
We first study the minimizers, in the class of convex functions, of an elliptic functional with nonh...
AbstractThe primary goal of this paper is to study relationships between certain basic principles of...
AbstractNon-convex variational problems in many situations lack a classical solution. Still they can...
The author emphasizes a non-uniform ellipticity condition as the main approach to regularity theory ...
The primary goal of this paper is to study relationships between certain basic principles of variati...
A variational principle is introduced to provide a new formulation and resolution for several bounda...
In this thesis we provide regularity results for convex and semiconvex variational problems which ar...
AbstractWe prove a parametric version of a smooth convex variational principle with constraints usin...
We show a modified version of Georgiev's parametric smooth variational principle, and we use it to d...
We show that, typically, lower semicontinuous functions on a Banach space densely inherit lower subd...
$0 $. INTRODUCTION. We present parametric variational principles of Ekeland’s and Borwein-Preiss ’ t...
This paper investigates a well-posedness property of parametric constraint systems which we call Rob...
Abstract. We discuss a general technique that forms a differentiable bound on non-differentiable obj...
summary:The paper presents a qualitative analysis of basic notions in parametric convex programming ...
In optimization theory the tangent cone and the contingent cone are used to classify the regularity ...
We first study the minimizers, in the class of convex functions, of an elliptic functional with nonh...
AbstractThe primary goal of this paper is to study relationships between certain basic principles of...
AbstractNon-convex variational problems in many situations lack a classical solution. Still they can...
The author emphasizes a non-uniform ellipticity condition as the main approach to regularity theory ...
The primary goal of this paper is to study relationships between certain basic principles of variati...
A variational principle is introduced to provide a new formulation and resolution for several bounda...
In this thesis we provide regularity results for convex and semiconvex variational problems which ar...
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