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Design and implementation of CUSUM exceedance control charts for unknown location

机译:为未知位置设计和实施CUsUm超越控制图

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摘要

Nonparametric control charts provide a robust alternative in practice when the form of the underlyingdistribution is unknown. Nonparametric CUSUM (NPCUSUM) charts blend the advantages of aCUSUM with that of a nonparametric chart in detecting small to moderate shifts. In this paper, weexamine efficient design and implementation of Phase II NPCUSUM charts based on exceedance(EX) statistics, called the NPCUSUM-EX chart. We investigate the choice of the order statistic fromthe reference (Phase I) sample that defines the exceedance statistic. We see that choices other thanthe median, such as the 75th percentile, can yield improved performance of the chart in certainsituations. Furthermore, observing certain shortcomings of the average run-length (ARL), we use themedian run-length (MRL) as the performance metric. The NPCUSUM-EX chart is compared with theNPCUSUM-Rank chart proposed by Li et al. (2010) based on the popular Wilcoxon rank-sumstatistic. We also study the choice of the reference value, k, of the CUSUM charts. An illustrationwith real data is provided.
机译:当基础分布的形式未知时,非参数控制图在实践中提供了可靠的选择。非参数CUSUM(NPCUSUM)图表将aCUSUM与非参数图表的优势融合在一起,可检测到较小到中等的偏移。在本文中,我们基于超标(EX)统计数据检查了II期NPCUSUM图表的高效设计和实现,称为NPCUSUM-EX图表。我们从定义了超出统计量的参考(第一阶段)样本中研究了订单统计量的选择。我们看到除中位数之外的其他选择(例如第75个百分位数)可以在某些情况下提高图表的性能。此外,观察到平均游程长度(ARL)的某些缺点,我们使用主位游程长度(MRL)作为性能指标。将NPCUSUM-EX图表与Li等人提出的NPCUSUM-Rank图表进行比较。 (2010)基于流行的Wilcoxon rank-sumstatistic。我们还研究了CUSUM图表的参考值k的选择。提供了带有真实数据的插图。

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