Abstract
For a fixed integer , let be the th largest of , where is a sequence of i.i.d. random variables with the common distribution fuction . We prove that i.o.}= or accordingly as the series or for any real sequence such that . This weakens the condition added on the sequence by Wang and Tomkins and generalizes the results of Klass to the case when .
Citation
Hong Wang. "Generalized zero-one laws for large-order statistics." Bernoulli 3 (4) 429 - 444, December 1997.
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