Non-asymptotic estimation for Bell function, with probabilistic applications

Abstract

We deduce the non-asymptotical bilateral estimates for moment inequalities for sums of non-negative independent random variables, based on the correspondent estimates for the so-called Bell functions and the Poisson distribution.

References in corpus (1)

• Schlomilch and Bell Series for Bessel's Functions, with Probabilistic Applications

Cited by in corpus (1)

• Moment and tail estimation for U-statistics with positive kernels