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On the Duality of Certain Characterizations of the Exponential and the Geometric Distributions
Let {N(t), t>0} be a homogeneous Poisson process with parameter λ=1. Let Z be a nonnegative random variable which is distributed independently of {N(t), t>0} according to a mixed game distribution. Xekalaki and Panaretos (1988) showed that the form of F (the mixing distribution) is uniquely determin
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