［1］ Sung S H. A note on the Hajek？Renyi type inequality for associated random variables[J].？Statistics and Probability Letters,？2008,78(7):885-889.？
[2]
［2］ Hajek J, Renyi A. A generalization of an inequality of Kolmogorov[J].？Acta Math Acad Sci Hunger,？1955,6（1）:281-284. ？
[3]
［3］严士健.概率论基础[M].北京:科学出版社,2007：142-146. ？
[4]
［4］Loeve M. ？Probability Theory 1？[M].4th ed. New York, Heidelberg, Berlin:Springer？Verlag,1977:334-335.？
[5]
［5］Christofides T C. Maxmal inequality for demimartingale and a strong law of large numbers[J].？Statistics and Probability Letters,？2000,50(4):347-363.？
[6]
［6］Wang J F. Maxmal inequality for associated random variables and demimartingales[J].？Statistics and Probability Letters,？2003,46(6):1123-1134.？
[7]
［7］林正炎，陆传荣，苏中根. 概率极限理论基础[M].北京：高等教育出版社，2003:5-6.？
[8]
［8］ Hu S H. Some new results for the strong law of large numbers[J].？Acta Mathematica Scientia,？2004, 66(3):347-354. ？
[9]
［9］Hu S H, Wang X J,Yang W Z, et al. The Hajek？Renyi？type inequality for associated random variables[J].？Statistics and Probability Letters,？2009,79(7):884-888.？
[10]
［10］Prakasa Rao B L S. Hajek？Renyi？type inequality for associated sequencess[J].？Statistics and Probability Letters,？2002,57(2):139-143.
