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Zahra Jalilibal, Mohammad Hassan Ahmadi Karavigh, Amirhossein Amiri & Michael B. C. Khoo. (2023) Run rules schemes for statistical process monitoring: a literature review. Quality Technology & Quantitative Management 20:1, pages 21-52.
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Z. L. Chong, K. L. Tan, Michael B. C. Khoo, W. L. Teoh & P. Castagliola. (2022) Optimal designs of the exponentially weighted moving average (EWMA) median chart for known and estimated parameters based on median run length. Communications in Statistics - Simulation and Computation 51:7, pages 3660-3684.
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Anan Tang, Philippe Castagliola, Jinsheng Sun & Xuelong Hu. (2019) Optimal design of the adaptive EWMA chart for the mean based on median run length and expected median run length. Quality Technology & Quantitative Management 16:4, pages 439-458.
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Sandile C. Shongwe & Marien A. Graham. (2018) A modified side-sensitive synthetic chart to monitor the process mean. Quality Technology & Quantitative Management 15:3, pages 328-353.
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Siow Yin Nyau, Ming Ha Lee & M. L. Dennis Wong. (2017) Optimal statistical design of variable sample size multivariate exponentially weighted moving average control chart based on median run-length. Quality Technology & Quantitative Management 14:4, pages 478-495.
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Ming Ha Lee & Michael B. C. Khoo. (2017) Optimal design of synthetic np control chart based on median run length. Communications in Statistics - Theory and Methods 46:17, pages 8544-8556.
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Zhi Lin Chong, Michael B. C. Khoo, Ming Ha Lee & Chung-Ho Chen. (2017) Group runs revised m-of-k runs rule control chart. Communications in Statistics - Theory and Methods 46:14, pages 6916-6935.
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Ming Ha Lee & Michael B. C. Khoo. (2017) Optimal designs of multivariate synthetic |S| control chart based on median run length. Communications in Statistics - Theory and Methods 46:6, pages 3034-3053.
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Michael B. C. Khoo, Philippe Castagliola, J. Y. Liew, W. L. Teoh & Petros E. Maravelakis. (2016) A Study on EWMA charts with runs rules—the Markov chain approach. Communications in Statistics - Theory and Methods 45:14, pages 4156-4180.
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Ming Ha Lee & Michael B. C. Khoo. (2015) Variable Sampling Interval Cumulative Count of Conforming Chart with Runs Rules. Communications in Statistics - Simulation and Computation 44:9, pages 2410-2430.
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Sven Knoth. (2015) Run length quantiles of EWMA control charts monitoring normal mean or/and variance. International Journal of Production Research 53:15, pages 4629-4647.
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Spiros D. Dafnis, Theodoros Perdikis & Markos V. Koutras. Improved shewhart-type control charts based on weak runs in multistate trials. Quality Technology & Quantitative Management 0:0, pages 1-18.
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Articles from other publishers (12)
Marta Benková, Dagmar Bednárová, Gabriela Bogdanovská & Marcela Pavlíčková. (2023) Use of Statistical Process Control for Coking Time Monitoring. Mathematics 11:16, pages 3444.
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Sotiris Bersimis, Markos V. Koutras & Athanasios C. Rakitzis. 2019. Handbook of Scan Statistics. Handbook of Scan Statistics
1
32
.
Jean-Claude Malela-Majika & Marien Alet Graham. (2019) New Shewhart-type synthetic $$\bar{X}$$X¯ control schemes for non-normal data. Journal of Industrial Engineering International 15:3, pages 449-478.
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Markos V. Koutras & Athanasios C. Rakitzis. (2018) Control charts with random interarrival times between successive samplings. Applied Stochastic Models in Business and Industry 35:3, pages 651-670.
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Yoojin Lee & Jaeheon Lee. (2016) The effect of parameter estimation on <TEX>$\bar{X}$</TEX> charts based on the median run length. Journal of the Korean Data and Information Science Society 27:6, pages 1487-1498.
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S. C. Shongwe & M. A. Graham. (2016) On the Performance of Shewhart-type Synthetic and Runs-rules Charts Combined with an
X¯ Chart. Quality and Reliability Engineering International 32:4, pages 1357-1379.
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W. L. Teoh, Michael B. C. Khoo, Philippe Castagliola & S. Chakraborti. (2015) A median run length-based double-sampling X ¯ $$ \overline{X} $$ chart with estimated parameters for minimizing the average sample size. The International Journal of Advanced Manufacturing Technology 80:1-4, pages 411-426.
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Zhi Lin Chong, Michael Boon Chong Khoo, Sin Yin Teh & Wei Lin Teoh. (2015) A synthetic revised m-of-k runs rules control chart. A synthetic revised m-of-k runs rules control chart.
W.L. Teoh, Michael B.C. Khoo, Philippe Castagliola & S. Chakraborti. (2014) Optimal design of the double sampling chart with estimated parameters based on median run length. Computers & Industrial Engineering 67, pages 104-115.
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Wei Lin Teoh, Michael B. C. Khoo & Sin Yin Teh. (2013) Optimal Designs of the Median Run Length Based Double Sampling X̄ Chart for Minimizing the Average Sample Size. PLoS ONE 8:7, pages e68580.
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M B C Khoo. (2013) Power functions of the Shewhart control chart. Journal of Physics: Conference Series 423, pages 012008.
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Wei Lin Teoh & Michael B. C. Khoo. (2012) Optimal Design of the Double Sampling X Chart Based on Median Run Length. International Journal of Chemical Engineering and Applications, pages 303-306.
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