Abstract

We present and prove two theorems about equalities for the nth moment of nonnegative integer-valued random variables. These equalities generalize the well known equality for the first moment of a nonnegative integer-valued random variable X in terms of its cumulative distribution function, or in terms of its tail distribution.

DOI

Keywords

Expectation, Moments, Equalities

First Page

111

Last Page

118

Recommended Citation

RIFFI, M. I (2004). Moments Equalities for Nonnegative Integer-Valued Random Variables. Turkish Journal of Mathematics 28 (2): 111-118. https://doi.org/-

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