C. Houdré, P. Reynaud-Bouret
Published 2006-06-29Version 1
For various classes of Lipschitz functions we provide dimension free concentration inequalities for infinitely divisible random vectors with independent components and finite exponential moments.
Comments: This manuscript from 2004 will not be published. It has been superseded by the more recent manuscript: Concentration for Norms of Infinitely Divisible Vectors With Independent Components, authored by C. Houdr\'e, P. Marchal and P. Reynaud-Bouret. The new improved manuscript refers to the old version being deposited and will itself be deposited on arXiv within a few days
Concentration for norms of infinitely divisible vectors with independent components
Lipschitz functions on weak expanders
Sharp deviation bounds for quadratic forms
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