DECOMPOSITION OF THE RANDOM VARIABLE WHOSE DISTRIBUTION IS THE RIESZ-N ´AGY-TAK ´ACS DISTRIBUTION

Abstract

We give a series of discrete random variables which converges to a random variable whose distribution function is the Riesz-N´agy-Tak´acs (RNT) distribution. We show this using the correspondence theorem that if the moments coincide then their corresponding distribution functions also coincide.

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