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Laws of large numbers of negatively correlated random variables for capacities
Authors:Wen-juan Li  Zeng-jing Chen
Institution:Wen-juan LI 1,Zeng-jing CHEN 2 School of Mathematics,Shandong University,Jinan 250100,China
Abstract:Our aim is to present some limit theorems for capacities. We consider a sequence of pairwise negatively correlated random variables. We obtain laws of large numbers for upper probabilities and 2-alternating capacities, using some results in the classical probability theory and a non-additive version of Chebyshev’s inequality and Boral-Contelli lemma for capacities.
Keywords:law of large numbers  2-alternating capacity  negatively correlated random variables  upper probability  
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