Moment inequalities and weak convergence for negatively associated sequences
1997
A probability inequality for S n and some p th moment ( p ≥2) inequalities for | S n | and max 1≤k≤n | S k | are established. Here Sn is the partial sum of a negatively associated sequence Based on these inequalities, a weak in variance principle for strictly stationary negatively associated sequences is proved under some general conditions
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