Bayesian approach to Phase II statistical process control for time series

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Bayesian approach to Phase II statistical process control for time series

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2013-04

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In statistical process control (SPC) problems, in-control values of parameters are required by traditional approaches. However this requirement is not realistic. New methods based on the change point model have been developed to avoid this requirement. The existing change-point methods are restricted to independent identically distributed observations, ignoring the numerous settings in which process readings are serially correlated. Furthermore, these frequentist methods are unable to make use of prior imperfect</DISS_para> <DISS_para>information on the parameters. In my research, I propose a Bayesian approach to the online SPC based on the change point model in an ARMA process. This approach accommodates serially correlated data, and also provides a coherent way of incorporating prior information on parameters.

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University of Minnesota Ph.D. dissertation. April 2013. Major: Statistics. Advisor: Douglas M. Hawkins. 1 computer file (PDF); vii, 78 pages.

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Zhou, Tianyang. (2013). Bayesian approach to Phase II statistical process control for time series. Retrieved from the University Digital Conservancy, https://hdl.handle.net/11299/151570.

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