On the Jajte weak law of large numbers for exchangeable random variables
Habib Naderi, Mehdi Jafarı, Przemysław Matuła, Morteza Mohammadi
Abstract
Habib Naderi, Mehdi Jafarı, Przemysław Matuła, Morteza Mohammadi
Abstract
In this paper, we prove an extension of the Jajte weak law of large numbers for exchangeable random variables. We make a simulation to illustrate the asymptotic behavior in the sense of convergence in probability for weighted sums of exchangeable weighted random variables.
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In this paper, we prove an extension of the Jajte weak law of large numbers for exchangeable random variables. We make a simulation to illustrate the asymptotic behavior in the sense of convergence in probability for weighted sums of exchangeable weighted random variables.
Key concepts: Law of large numbers, Mathematics, Random variable, Convergence of random variables, Extension (predicate logic), Exchangeable random variables, Convergence (economics), Sum of normally distributed random variables