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Use of median-based estimator to construct Phase Ⅱ exponential chart

机译:使用基于中位数的估算器构建Ⅱ阶段指数图表

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The Shewhart-type exponential control chart is a popular and extensively used among all time-between-events control charts for its simplicity. When the parameter is unknown, Phase II control limits are constructed, and the success of its implementation depends to an extent on the estimated value of the parameter, obtained from Phase I dataset. However, when the Phase I data are contaminated with spurious observations/outliers, the performance of the chart is suspected to deviate from what is normally expected. Traditionally, maximum likelihood estimator (MLE) and minimum variance unbiased estimator (MVUE) are used to estimate the unknown process parameter. Both of estimators are the functions of sample mean. In this paper, the median-based estimator (MBE) that is a function of sample median is used to construct Phase II control limits. Moreover, performance of the proposed chart is examined when Phase I sample consists of contaminated observations/outliers. It is found that the proposed chart outperforms the existing charts whether the sample is contaminated or not.
机译:Shewhart型指数控制图是一种流行且广泛的在所有时间间活动中用于其简单性的控制图表。当参数未知时,构建阶段II控制限制,并且其实现的成功取决于从阶段I数据集获得的参数的估计值的范围。然而,当阶段I数据被寄生观测/异常值污染时,怀疑图表的性能偏离通常预期的内容。传统上,最大似然估计器(MLE)和最小方差不偏的估计器(MVUE)用于估计未知的过程参数。估计器都是样本意味着的功能。在本文中,用于样本中值的函数的基于中值的估计器(MBE)用于构建II期控制限制。此外,当I阶段样本由受污染的观察/异常值组成时,检查所提出的图表的性能。发现所提出的图表优于现有的图表,是否污染样品。

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