We prove some inequalites for a jointly symmetric system of n random variables with values in a measurable group. These inequalites include, as a particular case, the classical Paul Lévy's inequalities.
Paul Lévy type inequalities for symmetric random variables
Crimaldi I;
1998-01-01
Abstract
We prove some inequalites for a jointly symmetric system of n random variables with values in a measurable group. These inequalites include, as a particular case, the classical Paul Lévy's inequalities.File in questo prodotto:
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