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Quality Technology & Quantitative Management Volume 3, 2006 - Issue 3
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Original Articles

Estimation of the Change Point of a Normal Process Mean with a Linear Trend Disturbance in SPC

Marcus B. PerryDepartment of Operational Sciences, Air Force Institute of Technology, Wright-Patterson AFB, OH, USAView further author information
&
Joseph J. Pignatiello Jr.Department of Industrial Engineering FAMU/FSU, College of Engineering, Tallahassee, FL, USAView further author information
Pages 325-334 | Received 01 Jan 2005, Accepted 01 Sep 2005, Published online: 09 Feb 2016

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Raza Sheikhrabori & Majid Aminnayeri. (2022) Maximum likelihood estimation of the change point in stationary state of auto regressive moving average (ARMA) models, using SVD-based smoothing. Communications in Statistics - Theory and Methods 51:22, pages 7801-7818.
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Wei Ye, Ling Zhang, Wenqing Zhang, Xiaojiao Wu, Dong Yi & Yazhou Wu. (2022) A comparison of single imputation and multiple imputation methods for missing data in different oncogene expression profiles. Biostatistics & Epidemiology 6:1, pages 113-127.
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Dan Li, Kamran Paynabar & Nagi Gebraeel. (2021) A degradation-based detection framework against covert cyberattacks on SCADA systems. IISE Transactions 53:7, pages 812-829.
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Sheng Hu, Liping Zhao, Yiyong Yao & Rushan Dou. (2016) A variance change point estimation method based on intelligent ensemble model for quality fluctuation analysis. International Journal of Production Research 54:19, pages 5783-5797.
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Reza Baradaran Kazemzadeh, Rassoul Noorossana & Mona Ayoubi. (2015) Change Point Estimation of Multivariate Linear Profiles Under Linear Drift. Communications in Statistics - Simulation and Computation 44:6, pages 1570-1599.
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Mohammad Sadegh Kazemi, Hamid Bazargan & Mohammad Ali Yaghoobi. (2014) Estimating the drift time for processes subject to linear trend disturbance using fuzzy statistical clustering. International Journal of Production Research 52:11, pages 3317-3330.
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Noa Ruschin-Rimini, Irad Ben-Gal & Oded Maimon. (2013) Fractal geometry statistical process control for non-linear pattern-based processes. IIE Transactions 45:4, pages 355-373.
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Marcus B. Perry & Joseph J. Pignatiello$suffix/text()$suffix/text(). (2012) Identifying the time of change in the mean of a two-stage nested process. Journal of Applied Statistics 39:2, pages 419-433.
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F. Zandi, S.T.A. Niaki, M.A. Nayeri & M. Fathi. (2011) Change-point estimation of the process fraction non-conforming with a linear trend in statistical process control. International Journal of Computer Integrated Manufacturing 24:10, pages 939-947.
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Marcus B. Perry & Joseph J. Pignatiello. (2011) Estimating the time of step change with Poisson CUSUM and EWMA control charts. International Journal of Production Research 49:10, pages 2857-2871.
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Marcus B. Perry & Joseph J. Pignatiello$suffix/text()$suffix/text(). (2010) Identifying the time of step change in the mean of autocorrelated processes. Journal of Applied Statistics 37:1, pages 119-136.
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MarcusB. Perry & JosephJ. Pignatiello$suffix/text()$suffix/text(). (2008) A change point model for the location parameter of exponential family densities. IIE Transactions 40:10, pages 947-956.
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