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On the Convergence Rate of the Law of Large Numbers for Sums of Dependent Random Variables

Abstract

In this paper, we generalize some results of Chandra and Goswami [4] for pairwise negatively dependent random variables (henceforth r.v.’s). Furthermore, we give Baum and Katz’s [1] type results on estimate for the rate of convergence in these laws.

Journal of Sciences, Islamic Republic of Iran
Volume 17, Issue 3 - Serial Number 3
September 2006
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APA

(2006). On the Convergence Rate of the Law of Large Numbers for Sums of Dependent Random Variables. Journal of Sciences, Islamic Republic of Iran, 17(3), -.

MLA

. "On the Convergence Rate of the Law of Large Numbers for Sums of Dependent Random Variables", Journal of Sciences, Islamic Republic of Iran, 17, 3, 2006, -.

HARVARD

(2006). 'On the Convergence Rate of the Law of Large Numbers for Sums of Dependent Random Variables', Journal of Sciences, Islamic Republic of Iran, 17(3), pp. -.

CHICAGO

, "On the Convergence Rate of the Law of Large Numbers for Sums of Dependent Random Variables," Journal of Sciences, Islamic Republic of Iran, 17 3 (2006): -,

VANCOUVER

On the Convergence Rate of the Law of Large Numbers for Sums of Dependent Random Variables. Journal of Sciences, Islamic Republic of Iran, 2006; 17(3): -.

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