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A Conditioned Limit Law Result for Jumps in the Sequence of Partial Maxima of a Stationary Gaussian Sequence

机译:一类平稳高斯序列部分最大值序列跳跃的条件极限定律

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Conditional of a jump occurring, the limiting distribution for the size of the jump in the partial maxima sequence for a class of stationary Gaussian sequences is derived. It is shown that the limiting distribution is exponential with mean square root of (1-gamma) where gamma equals the atom at zero of the spectral distribution function associated with the correlation function of the sequence. A generalization of this result to include the entire jump sequence subsequent to the jump conditioned to occur is also presented.

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