random continuity

  • 121Bapat–Beg theorem — In probability theory, the Bapat–Beg theorem R. B. Bapat and M. I. Beg. Order statistics for nonidentically distributed variables and permanents. Sankhyā Ser. A , 51(1):79 ndash;93, 1989. [http://www.ams.org/mathscinet getitem?mr=1065561… …

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  • 122Doob's martingale convergence theorems — In mathematics specifically, in stochastic analysis Doob s martingale convergence theorems are a collection of results on the long time limits of supermartingales, named after the American mathematician Joseph Leo Doob. Contents 1 Statement of… …

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  • 123Proof of the law of large numbers — Given X 1, X 2, ... an infinite sequence of i.i.d. random variables with finite expected value E(X 1 ) = E(X 2 ) = ... = µ < ∞, we are interested in the convergence of the sample average:overline{X} n= frac1n(X 1+cdots+X n). TOC The weak&#8230; …

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  • 124Robert J. Lifton — Rober Jay Lifton (2000) Robert Jay Lifton (* 16. Mai 1926 in Brooklyn, New York, N.Y.) ist ein prominenter US amerikanischer Psychiater und Autor, der vor allem durch seine psychologischen Studien über die Ursachen und Folgen von Kriegen und&#8230; …

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  • 125Robert Jay Lifton — Rober Jay Lifton (2000) Robert Jay Lifton (* 16. Mai 1926 in Brooklyn, New York, N.Y.) ist ein prominenter US amerikanischer Psychiater und Autor, der vor allem durch seine psychologischen Studien über die Ursachen und Folgen von Kriegen und&#8230; …

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  • 126Robert Lifton — Robert Jay Lifton (2000) Robert Jay Lifton (* 16. Mai 1926 in Brooklyn, New York, N.Y.) ist ein prominenter US amerikanischer Psychiater und Autor, der vor allem durch seine psychologischen Studien über die Ursachen und Folgen von Kriegen und&#8230; …

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  • 127river — river1 riverless, adj. riverlike, adj. /riv euhr/, n. 1. a natural stream of water of fairly large size flowing in a definite course or channel or series of diverging and converging channels. 2. a similar stream of something other than water: a&#8230; …

    Universalium

  • 128Linear map — In mathematics, a linear map, linear mapping, linear transformation, or linear operator (in some contexts also called linear function) is a function between two vector spaces that preserves the operations of vector addition and scalar&#8230; …

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