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Articles

Effects of non-normality on economic and economic statistical designs of -control charts with multiple assignable causes and Weibull in-control times

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Pages 2055-2069 | Received 14 Sep 2016, Accepted 15 May 2017, Published online: 12 Jul 2017

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Konstantinos A. Tasias. (2022) Simultaneous optimization of inventory, maintenance, and quality for production systems subject to multiple mean and variance shifts. Communications in Statistics - Theory and Methods 0:0, pages 1-24.
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Ming Ha Lee, Michael B. C. Khoo & Xinying Chew. (2020) Economic-statistical design of variable parameters s chart. Quality Technology & Quantitative Management 17:5, pages 580-591.
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S. Fani, M. A. Pasha & M. Bameni Moghadam. (2019) A new approach to optimal design of control charts based on change point estimation and total time on test plot. Communications in Statistics - Theory and Methods 48:22, pages 5571-5584.
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Ming Ha Lee & Michael B. C. Khoo. (2019) The economic and economic statistical designs of synthetic double sampling chart. Communications in Statistics - Simulation and Computation 48:8, pages 2313-2332.
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Articles from other publishers (4)

Ali Salmasnia, Samrad Jafarian-Namin & Behnam Abdzadeh. (2022) Robust Optimization of an Imperfect Process when the Mean and Variance are Jointly Monitored under Dependent Multiple Assignable Causes. Stochastics and Quality Control 37:2, pages 137-151.
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S. R. Shojaei, M. Bameni Moghadam & Farzad Eskandari. (2022) Fundamental Changes in Theory of Duncan’s Model for Economic Design of Control Charts in the Presence of Multiple Assignable Causes. Iranian Journal of Science and Technology, Transactions A: Science 46:6, pages 1613-1628.
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Konstantinos A. Tasias. (2022) Integrated Quality, Maintenance and Production model for multivariate processes: A Bayesian Approach. Journal of Manufacturing Systems 63, pages 35-51.
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M. A. Pasha, M. Bameni Moghadam & M. A. Rahim. (2018) Effects of non-normal quality data on the integrated model of imperfect maintenance, early replacement, and economic design of $${\bar{X}}$$-control charts. Operational Research 20:4, pages 2519-2536.
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