1998•Communications of the Korean Mathematical SocietyRequires access

A NOTE ON THE WEAK LAW OF LARGE NUMBERS FOR EXCHANGEABLE RANDOM VARIABLES

Dug Hun Hong, Sungho Lee

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Abstract

In this note, we study a weak law of large numbers for sequences of exchangeable random variables. As a special case, we have an extension of Kolmogorov's generalization of Khintchine's weak law of large numbers to i.i.d. random variables.

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What this paper is about

In this note, we study a weak law of large numbers for sequences of exchangeable random variables. As a special case, we have an extension of Kolmogorov's generalization of Khintchine's weak law of large numbers to i.i.d. random variables.

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Available abstract

In this note, we study a weak law of large numbers for sequences of exchangeable random variables. As a special case, we have an extension of Kolmogorov's generalization of Khintchine's weak law of large numbers to i.i.d. random variables.

Key concepts: Mathematics, Law of large numbers, Random variable, Generalization, Exchangeable random variables, Extension (predicate logic), Combinatorics, Discrete mathematics

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