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Bounds in Poisson Approximation for Random Sums of Bernoulli Random Variables

DOI: 10.5539/jmr.v4n3p29

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Let $(X_n)$ be a sequence of Bernoulli random variables and $N$ a positive integer value random variable. Assume that $N, X_1, X_2,ldots$ are independent. In this paper, we investigate uniform and non-uniform bounds in Poisson approximation for random sums $X_1+X_2+cdots+X_N$.


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