79 citations
- Laboratoire Paul PainlevéFR9 papers
- Centre National de la Recherche ScientifiqueFR7 papers
- Institut national de recherche en sciences et technologies du numériqueFR2 papers
- Laboratoire de Physique des PlasmasFR2 papers
- Lyon 1 UniversitéFR2 papers
- Case Western Reserve UniversityUS1 paper
- CY Cergy Paris UniversitéFR1 paper
- Dublin Institute For Advanced StudiesIE1 paper
- École Centrale de LilleFR1 paper
- ETH ZurichCH1 paper
- Institut Camille JordanFR1 paper
- Institut d'électronique de microélectronique et de nanotechnologieFR1 paper
7 papers · 1 filter
A three dimensional object point process for detection of cosmic filaments
Radu S. Stoica, Vicent J. Martinez, Enn Saar
We propose to apply an object point process to automatically delineate filaments of the large-scale structure in redshift catalogues. We illustrate the feasibility of the idea on a…
Uniform estimates for order statistics and Orlicz functions
Yehoram Gordon, Alexander Litvak, Carsten Schütt +1
We establish uniform estimates for order statistics of sequences of independent identically distributed random variables with log-concave distribution in terms of Orlicz norms asso…
Joint continuity of the local times of fractional Brownian sheets
Antoine Ayache, Dongsheng Wu, Yimin Xiao
Let be an -fractional Brownian sheet with index defined by $B^H(t)=(B^H_1(t),...,B^H_d(t)) (t\in {\mathbb{R…
Consistency of a needlet spectral estimator on the sphere
Gilles Faÿ, Frédéric Guilloux
The angular power spectrum of a stationary random field on the sphere is estimated from the needlet coefficients of a single realization, observed with increasingly fine resolution…
Some Remarks on the Algebra of Bounded Dirichlet Series
Brian Maurizi, Herve Queffelec
We examine the algebra of all Dirichlet Series bounded on the right half plane. We consider the analogue of the Corona theorem in this setting, and show that it is false, i.e. the…
The universal Hopf algebra associated with a Hopf-Lie-Rinehart algebra
Johannes Huebschmann
We introduce a notion of Hopf-Lie-Rinehart algebra and show that the universal algebra of a Hopf-Lie-Rinehart algebra acquires an ordinary Hopf algebra structure.