AbstractWe apply the Mazur–Orlicz theorem for the reconstruction of linear liftings from the classes of subadditive resp. superadditive liftings. We check the maximal and minimal elements of these classes and relate them to (linear) liftings
Based on a careful analysis of functional models for contractive multi-analytic operators we establi...
In this paper we exhibit new classes of Banach spaces for which strong notions of optimization can b...
Let 1 < p < ∞, and let w, v be two non–negative functions. We give a sufficient condition on w, v f...
AbstractWe apply the Mazur–Orlicz theorem for the reconstruction of linear liftings from the classes...
AbstractWe establish the existence of linear liftings which respect coordinates for completed produc...
AbstractFor a probability measure R on a product of two probability spaces that is absolutely contin...
We study the permanence of strong liftings for products of topological probability spaces. We get re...
AbstractThis paper deals with a problem of lifting of operators in Krein spaces, with minimal signat...
We prove that the symbol of the characteristic function of a minimal contractive lifting is an injec...
Lifted cover inequalities are well-known cutting planes for 0-1 linear programs. We show how one of ...
Abstract. We study the uniqueness of minimal liftings of cut gener-ating functions obtained from max...
This paper contributes to the theory of cutting planes for mixed integer linear pro-grams (MILPs). M...
An elementary proof is given of the lifting theorem for a complete totally finite measure space, whi...
We introduce a subfamily of additive enlargements of a maximally monotone operator. Our definition i...
International audienceIn this paper, we present a new lifting algorithm for triangular sets over pow...
Based on a careful analysis of functional models for contractive multi-analytic operators we establi...
In this paper we exhibit new classes of Banach spaces for which strong notions of optimization can b...
Let 1 < p < ∞, and let w, v be two non–negative functions. We give a sufficient condition on w, v f...
AbstractWe apply the Mazur–Orlicz theorem for the reconstruction of linear liftings from the classes...
AbstractWe establish the existence of linear liftings which respect coordinates for completed produc...
AbstractFor a probability measure R on a product of two probability spaces that is absolutely contin...
We study the permanence of strong liftings for products of topological probability spaces. We get re...
AbstractThis paper deals with a problem of lifting of operators in Krein spaces, with minimal signat...
We prove that the symbol of the characteristic function of a minimal contractive lifting is an injec...
Lifted cover inequalities are well-known cutting planes for 0-1 linear programs. We show how one of ...
Abstract. We study the uniqueness of minimal liftings of cut gener-ating functions obtained from max...
This paper contributes to the theory of cutting planes for mixed integer linear pro-grams (MILPs). M...
An elementary proof is given of the lifting theorem for a complete totally finite measure space, whi...
We introduce a subfamily of additive enlargements of a maximally monotone operator. Our definition i...
International audienceIn this paper, we present a new lifting algorithm for triangular sets over pow...
Based on a careful analysis of functional models for contractive multi-analytic operators we establi...
In this paper we exhibit new classes of Banach spaces for which strong notions of optimization can b...
Let 1 < p < ∞, and let w, v be two non–negative functions. We give a sufficient condition on w, v f...
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