【摘 要】
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Some exponential inequalities and complete convergence are established for ex-tended negatively dependent(END) random variables. The inequalities extend and imp
【机 构】
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School of Mathematical Science
论文部分内容阅读
Some exponential inequalities and complete convergence are established for ex-tended negatively dependent(END) random variables. The inequalities extend and improve the results of Kim and Kim(On the exponential inequality for negative dependent sequence. Communications of the Korean Mathematical Society, 2007, 22(2): 315-321) and Nooghabi and Azarnoosh(Exponential inequality for negatively associated random variables. Statisti-cal Papers, 2009, 50 (2): 419-428). We also obtain the convergence rate O(n-1/2 ln1/2 n) for the strong law of large numbers, which improves the corresponding ones of Kim and Kim, and Nooghabi and Azarnoosh.
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