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Economic and economic-statistical designs of the side sensitive group runs chart with auxiliary information

机译:副敏感集团的经济和经济统计设计与辅助信息运行图表

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摘要

This article studies the economic and economic-statistical designs of the auxiliary information (AI) based side sensitive group runs (SSGR-AI) chart. The regression estimator that consists of information not only from the primary variable but also from the auxiliary variable is integrated into the control charting statistic. Optimal designs of the SSGR-AI chart, for the minimization of the expected cost function with and without statistical constraints, are developed based on (i) average run length (ARL) and (ii) expected average run length (EARL). Furthermore, sensitivity analyses are conducted, that is, the impact of various input parameters on the optimal parameters and costs for different values of correlation coefficients (rho) between the primary and auxiliary variables are investigated. In addition, the effects of incorrect specification of the size of the shift on the optimal cost of the SSGR-AI chart are studied. The comparative study reveals that the SSGR-AI chart is superior to the exponentially weighted moving average-AI (EWMA-AI) and synthetic-AI (Syn-AI) charts, for both designs, by giving the smallest costs.
机译:本文研究了基于辅助信息(AI)的副敏感组的经济和经济统计设计(SSGR-AI)图表。回归估计器不仅包括来自主变量,而且来自辅助变量的信息集成到控制图统计中。 SSGR-AI图表的最佳设计,用于最小化预期成本函数的最小化成本函数和无统计约束,基于(i)平均运行长度(ARL)和(ii)预期的平均运行长度(eB)。此外,研究了灵敏度分析,即研究了各种输入参数对主要和辅助变量之间的相关系数(ROO)不同值的最佳参数和成本的影响。此外,研究了对SSGR-AI图表的最佳成本的换档尺寸不正确的规格的影响。比较研究表明,SSGR-AI图表通过提供最小的成本,SSGR-AI图表优于指数加权移动的平均-AI(EWMA-AI)和合成-AI(SYN-AI)图表,用于两个设计。

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