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Mixtures of probability distributions which are uniquely determined by their behaviour on the half-axis. (Russian) Zbl 0645.60016

A class \({\mathcal A}\) of probability distributions is said to be uniquely determined by restriction on the half-axis, if for each F,G\(\in {\mathcal A}\) such that for some \(x_ 0\), \(F(x)=G(x)\) for \(x<x_ 0\), one has F(x)\(\equiv G(x)\). This property is studied for some types of mixtures of probability distributions.
Reviewer: Z.G.Gorgadze

MSC:

60E05 Probability distributions: general theory
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