Title : ( On Complete Convergence of Moving Average Processes for NSD Sequences )
Authors: Mohammad Amini , Abolghasem Bozorgnia , habib naderi , A.Volodin ,
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Abstract
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 of large numbers is obtained.
Keywords
, Complete convergence, Dependence random variable
@article{paperid:1046731,
author = {Amini, Mohammad and Bozorgnia, Abolghasem and Naderi, Habib and A.Volodin},
title = {On Complete Convergence of Moving Average Processes for NSD Sequences},
journal = {Siberian Advances in Mathematics},
year = {2015},
volume = {25},
number = {1},
month = {January},
issn = {1055-1344},
pages = {11--20},
numpages = {9},
keywords = {Complete convergence; Dependence random variable},
}
%0 Journal Article
%T On Complete Convergence of Moving Average Processes for NSD Sequences
%A Amini, Mohammad
%A Bozorgnia, Abolghasem
%A Naderi, Habib
%A A.Volodin
%J Siberian Advances in Mathematics
%@ 1055-1344
%D 2015
