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Scan Statistics for a Sequence of Discrete I.I.D. Variates

Abstract

Let X1, X2,...,XN be a sequence of independently and identically distributed (i.i.d.) discrete random variables, where P(Xi= 1) = ρ= 1–P(Xi= 0). We refer to the X’s as a sequence of Bernoulli trials, and to the process as a Bernoulli process.


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