Add to ORKGThe purpose of this paper is to generalize the classical Mazur’s lemma from the classical convex analysis to the framework of locally L0-convex modules. In this version an extra condition of countable concatenation is included. We provide a counterexample showing that this condition cannot be removed
The so-called l0 pseudonorm counts the number of nonzero components of a vector of a Euclidian space...
summary:Suppose that $X$ is a Fréchet space, $\langle a_{ij}\rangle$ is a regular method of summabil...
Abstract. In this note I will present a proof that, assuming PFA, if R is a measure algebra then aft...
AbstractMotivated by financial applications, we study convex analysis for modules over the ordered r...
Recently, Brandt, Maus and Uitto [PODC'19] showed that, in a restricted setting, the dependency of t...
International audienceThe so-called l0 pseudonorm, or cardinality function, counts the number of non...
A recent theorem of Bissacot, et al. proved using results about the clus-ter expansion in statistica...
| openaire: EC/H2020/755839/EU//BANDWIDTHWe present a poly log log n time randomized CONGEST algorit...
The so-called l0 pseudonorm on R d counts the number of nonzero components of a vector. It is well-k...
We consider the recent formulation of the algorithmic Lov ́asz Local Lemma [N. Har-vey and J. Vondr...
We consider the recent formulation of the algorithmic Lov ́asz Local Lemma [N. Har-vey and J. Vondr...
Locally L0-convex modules were introduced in [D. Filipovic, M. Kupper, N. Vogelpoth. Separation and ...
The Lovász Local Lemma [EL75] is a powerful tool to non-constructively prove the existence of combi...
The so-called l0 pseudonorm on R d counts the number of nonzero components of a vector. It is well-k...
The Local Lemma has been a powerful tool in probabilistic combinatorics. Recent advances by Moser an...
The so-called l0 pseudonorm counts the number of nonzero components of a vector of a Euclidian space...
summary:Suppose that $X$ is a Fréchet space, $\langle a_{ij}\rangle$ is a regular method of summabil...
Abstract. In this note I will present a proof that, assuming PFA, if R is a measure algebra then aft...
AbstractMotivated by financial applications, we study convex analysis for modules over the ordered r...
Recently, Brandt, Maus and Uitto [PODC'19] showed that, in a restricted setting, the dependency of t...
International audienceThe so-called l0 pseudonorm, or cardinality function, counts the number of non...
A recent theorem of Bissacot, et al. proved using results about the clus-ter expansion in statistica...
| openaire: EC/H2020/755839/EU//BANDWIDTHWe present a poly log log n time randomized CONGEST algorit...
The so-called l0 pseudonorm on R d counts the number of nonzero components of a vector. It is well-k...
We consider the recent formulation of the algorithmic Lov ́asz Local Lemma [N. Har-vey and J. Vondr...
We consider the recent formulation of the algorithmic Lov ́asz Local Lemma [N. Har-vey and J. Vondr...
Locally L0-convex modules were introduced in [D. Filipovic, M. Kupper, N. Vogelpoth. Separation and ...
The Lovász Local Lemma [EL75] is a powerful tool to non-constructively prove the existence of combi...
The so-called l0 pseudonorm on R d counts the number of nonzero components of a vector. It is well-k...
The Local Lemma has been a powerful tool in probabilistic combinatorics. Recent advances by Moser an...
The so-called l0 pseudonorm counts the number of nonzero components of a vector of a Euclidian space...
summary:Suppose that $X$ is a Fréchet space, $\langle a_{ij}\rangle$ is a regular method of summabil...
Abstract. In this note I will present a proof that, assuming PFA, if R is a measure algebra then aft...