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《Applied Mathematics:A Journal of Chinese Universities》 2017年03期
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On the rate of complete convergence for weighted sums of NSD random variables and an application

NADERI Habib  AMINI Mohammad  BOZORGNIA Abolghasem  
【摘要】:In this paper, the complete convergence is established for the weighted sums of negatively superadditive-dependent random variables. As an application, the MarcinkiewiczZygmund strong law of large numbers for the random weighted average is also achieved, and a simulation study is done for the asymptotic behaviour of random weighting estimator.
【作者单位】Department
【基金】:supported by a grant from Ferdowsi University of Mashhad(NO.2/42843)
【分类号】:O211.5
【正文快照】:
§1 Introduction and preliminariesLet(Ω,A,P)be a probability space,and all random variables in this paper are definedon it.The concept of negatively associated(NA)random variables was introduced by Alamand Saxena(1981)and carefully studied by Joag-Dev a

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