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�ڱ��,
�� $\100dpi \inline $\{X_{ni},i\ge1,n\ge1\}$$ Ϊһ��Ϊ $\100dpi \inline $\wt{\varphi}$$ ��.
��о��Ϊ $\100dpi \inline $\wt{\varphi}$$ ��м�Ȩ�͵ļ��Ϊ,
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�ؼ�� �� Ϊ\wt{\varphi}��, ��ȫ��, ǿ��,
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Abstract��

In this paper, let $\100dpi \inline $\{X_{ni},i\ge 1,n\ge 1\}$$ be an array of rowwise
$\100dpi \inline $\wt{\varphi}$$ -mixing random variables. The limiting behavior of weighted sums for arrays of
rowwise $\100dpi \inline $\wt{\varphi}$$ -mixing random variables is studied and some new complete convergence
results are obtained, which generalize and improve the corresponding earlier theorems.

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�ƺ��, ��ȺӢ, �ź��, Ҷ��. ��Ϊ\wt{\varphi}��м�Ȩ�͵ļ��Ϊ[J]. Ӧ�ø��ͳ��, 2015, 31(1): 35-45. Huang Haiwu, Wu Qunying, Zhang Hanjun, Ye Daxiang. On Limiting Behavior of Weighted Sums for Arrays of Rowwise \wt{\varphi}-Mixing Random Variables. CHINESE JOURNAL OF APPLIED PROBABILITY AND STATIST, 2015, 31(1): 35-45.

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http://aps.ecnu.edu.cn/CN/ �� http://aps.ecnu.edu.cn/CN/Y2015/V31/I1/35