The negative association property for the absolute values of random variables equidistributed on a generalized Orlicz ball

Abstract

Random variables equidistributed on convex bodies have received quite a lot of attention in the last few years. In this paper we prove the negative association property (which generalizes the subindependence of coordinate slabs) for generalized Orlicz balls. This allows us to give a strong concentration property, along with a few moment comparison… (More)

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@inproceedings{Pilipczuk2008TheNA, title={The negative association property for the absolute values of random variables equidistributed on a generalized Orlicz ball}, author={Marcin Pilipczuk}, year={2008} }