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- City University of New YorkUS188 papers
- Brookhaven National LaboratoryUS138 papers
- RIKEN BNL Research CenterUS121 papers
- The Graduate Center, CUNYUS118 papers
- Columbia UniversityUS105 papers
- Centre National de la Recherche ScientifiqueFR104 papers
- Lawrence Livermore National LaboratoryUS98 papers
- Los Alamos National LaboratoryUS98 papers
- Iowa State UniversityUS96 papers
- The University of TokyoJP96 papers
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27 papers · 1 filter
Tverberg partitions as weak epsilon-nets
Pablo Soberón
We prove a Tverberg-type theorem using the probabilistic method. Given , we find the smallest number of partitions of a set in into parts needed in or…
Measurement of emission angle anisotropy via long-range angular correlations with high hadrons in Au and collisions at GeV
A. Adare, C. Aidala, N. N. Ajitanand +470
We present measurements of two-particle angular correlations between high-transverse-momentum ( GeV/) observed at midrapidity () and particles produced…
Restricted type II maximum likelihood priors on regression coefficients
Víctor Peña, James O. Berger
In Bayesian hypothesis testing and model selection, prior distributions must be chosen carefully. For example, setting arbitrarily large prior scales for location parameters, which…
On the Ubiquity of Information Inconsistency for Conjugate Priors
Joris Mulder, James O. Berger, Víctor Peña +1
Informally, "Information Inconsistency" is the property that has been observed in many Bayesian hypothesis testing and model selection procedures whereby the Bayesian conclusion do…
The Weizsäcker-Williams distribution of linearly polarized gluons (and its fluctuations) at small x
Adrian Dumitru, Vladimir Skokov
The conventional and linearly polarized Weizsäcker-Williams gluon distributions at small x are defined from the two-point function of the gluon field in light-cone gauge. They appe…
Homogenization of a class of one-dimensional nonconvex viscous Hamilton-Jacobi equations with random potential
Elena Kosygina, Atilla Yilmaz, Ofer Zeitouni
We prove the homogenization of a class of one-dimensional viscous Hamilton-Jacobi equations with random Hamiltonians that are nonconvex in the gradient variable. Due to the special…