摘要
本文对NA（NegativelyAssociated）序列建立了中心极限定理的一致收敛速度，只要其三阶矩有限及描述NA序列协方差结构的一个系数u（n）被负指数序列所控制，而无需平稳性便获得了其收敛速度O（n(-1/2)logn）。
We give uniform convergence rates in the central limit theorem for negatively associated sequences with finite third moment, No stationarity is required. Using a coefficient u(n) which describes the covariance structure of the sequences, we obtain a convergence rate O(n(-1/2) logn)if u(n) exponentially decrease to 0.
出处
《应用概率统计》
CSCD
北大核心
1997年第2期183-192,共10页
Chinese Journal of Applied Probability and Statistics
