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Strong convergence of pairwise NQD random sequences

机译:成对NQD随机序列的强收敛性

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Strong limit theory is one of the most important problems in probability theory. Some results on the convergence of pairwise NQD random sequences have been presented. This paper further analyzes the strong convergence of pairwise NQD sequences and generalizes partial results of Wu [Q.Y. Wu, Convergence properties of pairwise NQD random sequences, Acta Math. Sinica 45 (3) (2002) 617-624 (in Chinese)]. Since no general moment inequalities are given as so far, we avoid this problem and obtain a class of strong limit theorem for NQD sequences and some corresponding conclusions by use of truncation methods and generalized three series theorem, which are the supplements to the previous fruits. (C) 2008 Elsevier Inc. All rights reserved.
机译:强极限理论是概率论中最重要的问题之一。提出了关于成对NQD随机序列收敛的一些结果。本文进一步分析了成对的NQD序列的强收敛性,并推广了Wu [Q.Y. Wu,成对NQD随机序列的收敛性,Acta Math。物理学报45(3)(2002)617-624。由于到目前为止还没有给出一般的矩不等式,因此我们避免了这个问题,并使用截断方法和广义的三级定理,获得了NQD序列的一类强极限定理和一些相应的结论,这是对先前成果的补充。 (C)2008 Elsevier Inc.保留所有权利。

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