摘要
讨论了有界NA列的渐近正态问题,利用截尾以及构造函数的方法,在Lebesgue条件下,得到了NA序列的中心极限定理并给出了证明。
The asymptotic normality of the bounded Negatively Associated Sequences is discussed.The early papers on the asymptotic normality for NA sequence assumed that the sequence was identically distributed and strictly stationary.However,this is not always the case in most application.In this paper,the methods of cutting off tail and constructing function are used under the Lebesgue's conditions,with central limit theorem for NA sequence and provement.
出处
《桂林理工大学学报》
CAS
北大核心
2011年第1期153-155,共3页
Journal of Guilin University of Technology
基金
广西自然科学基金项目(2010GXNSFA013121)
桂林市科技项目(市科[2009]32)
关键词
NA序列
渐进正态性
中心极限定理
NA sequence
asymptotic normality
central limit theorem