Publications and Preprints

Let $\{Y_n, n \geq 1 \} $ be a sequence of nonmonotonic functions of associated random variables. We derive a Newman and Wright (1981) type of inequality for the maximum of partial sums of the sequence $\{Y_n, n \geq 1 \} $ and a Hajek-Renyi type inequality for nonmonotonic functions of associated random variables under some conditions.