甘师信; 陈平炎
Gan Shixin; Chen Pingyan
摘要:
Let {Xni, 1≤ n,i<∞} be an array of rowwise NA random variables and
{an,n≥1} a sequence of constants with 0n↑∞. The limiting behavior of maximum partial sums $\frac{1}{a_n}\max\limits_{1\leq k\leq n}|\sum\limits^k_{i=1}X_{ni}|$ is investigated and some new results are obtained. The results extend and improve the corresponding theorems of rowwise independent random variable arrays by Hu and Taylor [1] and
Hu and Chang [2].
中图分类号: