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Numerical Determination of the Distributions of Stopping Variables Associated with Sequential Procedures for Detecting Epochs of Shift in Distributions of Discrete Random Variables

机译:用于检测离散随机变量分布中移位时间序列的停止变量分布的数值确定

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Algorithms for the determination of the distribution functions of stopping variables are developed, for three types of sequential detection procedure. The first type is a Bayes quickest detection procedure. The second type is based on the crossing of linear boundaries by sample sums. The third type is a one-sided CUSUM control procedure. Approximations which particularly designed for computer application are given for the first type of stopping variables. Wiener process approximations, which significantly reduce the amount of computations required for the other two types of variables, are given. (Author)

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