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New adaptive EWMA control charts for monitoring univariate and multivariate coefficient of variation

机译:用于监测单变量和多变量变异系数的新自适应EWMA控制图

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摘要

The coefficient of variation (CV), a measure of relative variability, is an important quality control issue worthy of consideration in some manufacturing and service-oriented companies when the process mean is not constant and/or the process variance is a function of the process mean. In this paper, we propose two adaptive EWMA (AEWMA) charts for monitoring the infrequent changes in the CV and multivariate CV (MCV) when sampling from univariate and multivariate normally distributed processes, named the AEWMA CV and AEWMA MCV charts, respectively. With extensive Monte Carlo simulations, the run length characteristics of the proposed control charts are computed. It is found that the AEWMA CV chart performs substantially and uniformly better than the existing optimal EWMA and CUSUM CV charts when detecting moderate-to-large shifts in the process CV. Moreover, the AEWMA MCV chart also performs substantially and uniformly better than the existing Shewhart MCV chart. The proposed control charts are implemented on real datasets to support the theory.
机译:波动(CV)的系数,相对于可变性的度量,是一个重要的质量控制问题值得考虑在某些制造和面向服务的公司的当处理平均值不恒定和/或过程方差是处理的功能吝啬的。在本文中,我们提出了两个自适应EWMA(AEWMA)图表,用于在单变量和多变量正常分布的过程中采样时,监控CV和多元CV(MCV)的不常见变化,分别命名为AEWMA CV和AEWMA MCV图表。通过广泛的蒙特卡罗模拟,计算了所提出的控制图的运行长度特性。发现AEWMA CV图表在检测过程CV中的中等到大移位时,比现有的最佳EWMA和CUSUM CV图表显着且均匀地更好地执行。此外,AEWMA MCV图表也基本上且均匀地优于现有Shewhart控制MCV图表执行。所提出的控制图在实际数据集上实现,以支持理论。

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