Author:
Adamczak Radosław,Latała Rafał,Litvak Alexander E.,Oleszkiewicz Krzysztof,Pajor Alain,Tomczak-Jaegermann Nicole
Abstract
AbstractWe give a short proof of a result of G. Paouris on the tail behaviour of the Euclidean norm |X| of an isotropic log-concave random vector X ∈ ℝn; stating that for every t ≥ 1,More precisely we show that for any log-concave random vector X and any p ≥ 1,
Publisher
Canadian Mathematical Society
Cited by
18 articles.
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