2015
DOI: 10.1007/s00170-015-8054-6
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Principal component regression-based control charts for monitoring count data

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Cited by 28 publications
(3 citation statements)
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“…Once a change of the residuals process is detected, it is concluded that the process itself has been changed. Marcondes and Sant'Anna (2016) proposed model-based control charts based on Poisson regression model for count defect products with multicollinearity between input variables in manufacturing processes. Park et al (2018) extended the process monitoring schemes previously proposed for monitoring count data with under and overdispersion.…”
Section: Model-based Control Chartsmentioning
confidence: 99%
“…Once a change of the residuals process is detected, it is concluded that the process itself has been changed. Marcondes and Sant'Anna (2016) proposed model-based control charts based on Poisson regression model for count defect products with multicollinearity between input variables in manufacturing processes. Park et al (2018) extended the process monitoring schemes previously proposed for monitoring count data with under and overdispersion.…”
Section: Model-based Control Chartsmentioning
confidence: 99%
“…We are grateful to Dr. Salah Mahdy Mohamed, who works as an assistant Professor at Cairo University, Institute of Statistical Studies and Research(ISSR), for his helping to have the paper of Filho1, D. and Sant' Anna, A. (2016), which contains the data of our paper.…”
Section: Acknowledgementmentioning
confidence: 99%
“…Mahmood et al 41 proposed GLM‐based PM and DPM strategies to monitor Poisson processes. A diverse review on GLM‐based control charts can be available in Amiri et al, 42 Kuo and Chiu, 43 Maleki et al, 44 Mammadova and Özkale, 45 Marcondes Filho and Sant'Anna, 46 and Wen et al 47 The above‐mentioned model‐based schemes are developed under Shewhart, EWMA, CUSUM, PM, and DPM charting structures. Getting motivation from Asgari et al, 30 Alevizakos et al, 17 and Mahmood et al, 41 this study provides improved MA and DMA structures based on standardized residuals of Poisson regression model (i.e., SR‐MA and SR‐DMA).…”
Section: Introductionmentioning
confidence: 99%