We study the complete convergence of moving-average processes based on an identically

distributed doubly infinite sequence of negatively superadditive-dependent random variables.

As a corollary, the Marcinkiewicz-Zygmund strong law...

In this paper, we present some general results concerning complete convergence for arrays of dependent random variables,dominated in a sense by independent random variables. As an application, we obtain the Baum–Katz-type theorem for arrays of some...

Some limit theorems and complete convergence theorems for weighted sums of

FGM random sequences are provided and applied to empirical distribution, sample

pth quantile...