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Exact Determination of the Run Length Distribution of a One-Sided CUSUM Procedure Applied on an Ordinary Poisson Process

机译:精确确定普通Poisson过程中单面CUSUM程序的游程长度分布

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摘要

The structure of a CUSUM procedure on an ordinary Poisson jump process is analyzed in terms of stopping rules based on linear boundaries. The total run length is composed of a random number of renewal phases followed by a terminal phase. The exact distributions of the length of these phases are derived, as well as the Wald type approximations. The distribution of the total run length and its moments is given in terms of the phase distributions.
机译:根据基于线性边界的停止规则,分析了普通Poisson跳跃过程中CUSUM过程的结构。总运行时间由随机数的续订阶段和随后的终止阶段组成。得出这些相的长度的确切分布以及Wald型近似。总运行长度及其力矩的分布根据相位分布给出。

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