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离散随机序列随机和的一类强偏差定理
引用本文:汪忠志,刘文.离散随机序列随机和的一类强偏差定理[J].应用数学,2004,17(2):277-284.
作者姓名:汪忠志  刘文
作者单位:1. 安徽工业大学数理学院,安徽,马鞍山,243002
2. 河北工业大学数学系,河北,天津,300130
基金项目:SupportedbyAnhuihigheducationresearchgrant(2 0 0 2Kj0 5 4)
摘    要:In this paper, the notion of limit random logarithmic likelihood ratio of stochastic se-quences,as a measure of “dissimilarity“ between their joint distributions and the product of theirmarginals,is introduced. Construct a. s. convergence supermartingale by means of truncation methodand under suitable restrict Chung-Teicher type conditions,some strong deviation theorems for arbi-trary discrete stochastic sequence are obtained.

关 键 词:离散随机序列  随机和  强偏差定理  上鞅  极限随机对数似然比

Some Strong Deviation Theorems for Random Sum of Discrete Stochastic Sequence
WANGZhong-zhi LIUWen.Some Strong Deviation Theorems for Random Sum of Discrete Stochastic Sequence[J].Mathematica Applicata,2004,17(2):277-284.
Authors:WANGZhong-zhi LIUWen
Abstract:In this paper,the notion of limit random logarithmic likelihood ratio of stochastic sequences,as a measure of "dissimilarity"between their joint distributions and the product of their marginals,is introduced.Construct a.s.convergence supermartingale by means of truncation method and under suitable restrict Chung-Teicher type conditions,some strong deviation theorems for arbitrary discrete stochastic sequence are obtained.
Keywords:Discrete random sequence  Limit random logarithmic likelihood ratio  Strong deviation theorem
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