Some probability inequalities for extended negatively dependent (END) sequence are
provided. Using the probability inequalities, we present some moment inequalities …

Sung [On inverse moments for a class of nonnegative random variables. J Inequal Appl.
2010; 2010: 1–13. Article ID 823767, doi: 10.1155/2010/823767] obtained the asymptotic …

Some exponential inequalities for a negatively orthant dependent sequence are obtained.
By using the exponential inequalities, we study the asymptotic approximation of inverse …

In this paper, we will investigate the approximations of inverse moments for double-indexed
weighted sums of random variables under sub-linear expectations. The asymptotic …

Let {Zn} be a sequence of independently distributed and nonnegative random variables and
let Xn=∑ i= 1nZi. We show that, under mild conditions,[Formula: see text] can be …

Let {Zn, n≥ 1} be a sequence of independent nonnegative rv's (random variables) with finite
second moments. It is shown that under a Lindeberg-type condition, the αth inverse moment …

The concept of m-negatively orthant dependent (m-NOD) random variables is introduced,
and the moment inequalities for m-NOD random variables, especially the Marcinkiewicz …

Using exponential inequalities, Wu et al.(2009) and Wang et al.(2010) obtained asymptotic
approximations of inverse moments for nonnegative independent random variables and …

Let {Zn} be a sequence of non negative random variables satisfying a Rosenthal-type
inequality and, where {Mn} is a sequence of positive real numbers. By using the Rosenthal …

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