Mathematics – Functional Analysis
Scientific paper
2007-04-21
Mathematics
Functional Analysis
Scientific paper
We prove a Kahane-Khinchin type result with a few random vectors, which are
distributed independently with respect to an arbitrary log-concave probability
measure on $\R^n$. This is an application of small ball estimate and Chernoff's
method, that has been recently used in the context of Asymptotic Geometric
Analysis in [1], [2].
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