Английская Википедия:Glivenko's theorem (probability theory)

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In probability theory, Glivenko's theorem states that if <math>\varphi_n, n\in \mathbb N</math>, <math>\varphi</math> are the characteristic functions of some probability distributions <math>\mu_n, \mu</math> respectively and <math>\varphi_n \to \varphi</math> almost everywhere, then <math>\mu_n \to \mu</math> in the sense of probability distributions.[1]

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Шаблон:Probability-stub