摘要

Let {Xi, i >= 1) be a sequence of alpha-mixing random variables, {a(ni), 1 <= i <= n, n >= 1} be an array of real numbers, under the restriction of Sigma(n)(i=1) a(ni)(2) = O(n), for all n >= 1, the authors discuss the Chover-type law of the iterated logarithm for the weighted partial sums of alpha-mixing sequences. The results obtained improve and generalize the results by Trapani (2014).

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