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On the limit behavior of the distribution of the crossing number of a strip by sample paths of a random walk

机译:随机游走的样本路径对带状交叉数分布的限制行为

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摘要

We find asymptotic representations for the distribution of the crossing number of an expanding strip by sample paths of a random walk in the case when the crossing number is finite with probability 1. The results are obtained under various restrictions on the rate of decrease at infinity for the distribution tails.
机译:当交叉数有限且概率为1时,我们通过随机游动的样本路径找到了扩展带的交叉数分布的渐近表示。在各种限制条件下,对于分布的尾巴。

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