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Journal of Quality Technology
A Quarterly Journal of Methods, Applications and Related Topics
Volume 26, 1994 - Issue 3
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Articles

A Combined Adaptive Sample Size and Sampling Interval Control Scheme

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Pages 164-176 | Published online: 21 Feb 2018

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Muhammad Imran, Jinsheng Sun, Xuelong Hu, Fatima Sehar Zaidi & Anan Tang. (2024) Investigating zero-state and steady-state performance of MEWMA-CoDa control chart using variable sampling interval. Journal of Applied Statistics 51:5, pages 913-934.
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Pei-Le Chen. (2023) An improved variable parameter mean square error control chart. Communications in Statistics - Theory and Methods 52:16, pages 5752-5766.
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Muhammad Imran, Jinsheng Sun, Fatima Sehar Zaidi, Zameer Abbas & Hafiz Zafar Nazir. (2023) On designing efficient multivariate exponentially weighted moving average control chart for compositional data using variable sample size. Journal of Statistical Computation and Simulation 93:10, pages 1622-1643.
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Nesma A. Saleh, Mahmoud A. Mahmoud, William H. Woodall & Sven Knoth. (2023) A review and critique of auxiliary information-based process monitoring methods. Quality Technology & Quantitative Management 20:1, pages 1-20.
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Daniel Ashagrie Tegegne, Daniel Kitaw & Eshetie Berhan. (2022) Advances in statistical quality control chart techniques and their limitations to cement industry. Cogent Engineering 9:1.
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Abdul Haq, Haleema Sadia & Michael B.C. Khoo. (2022) A parameter-free adaptive EWMA chart with variable sample sizes and variable sampling intervals for the process mean. Journal of Statistical Computation and Simulation 92:13, pages 2802-2828.
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Heba N. Ayyoub, Michael B. C. Khoo, Sajal Saha & Ming Ha Lee. (2022) Variable sampling interval EWMA chart for multivariate coefficient of variation. Communications in Statistics - Theory and Methods 51:14, pages 4617-4637.
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Kai Yang & Peihua Qiu. (2022) Design variable-sampling control charts using covariate information. IISE Transactions 54:5, pages 505-519.
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YiYing Chew, Michael B. C. Khoo, Khai Wah Khaw & Wai Chung Yeong. (2022) Economic and economic-statistical designs of variable sample size and sampling interval coefficient of variation chart. Communications in Statistics - Theory and Methods 51:6, pages 1811-1835.
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Nger Ling Chong, Michael B. C. Khoo, Philippe Castagliola, Sajal Saha & Faijun Nahar Mim. (2021) A variable parameters auxiliary information based quality control chart with application in a spring manufacturing process: The Markov chain approach. Quality Engineering 33:2, pages 252-270.
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A. Costa & S. Fichera. (2021) Economic-statistical design of adaptive arma control chart for autocorrelated data. Journal of Statistical Computation and Simulation 91:3, pages 623-647.
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Mehdi Katebi & M. Bameni Moghadam. (2019) Optimal statistical, economic and economic statistical designs of attribute np control charts using a full adaptive approach. Communications in Statistics - Theory and Methods 48:18, pages 4528-4549.
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Hamed Sabahno, Amirhossein Amiri & Philippe Castagliola. (2019) Optimal performance of the variable sample sizes Hotelling’s T2 control chart in the presence of measurement errors. Quality Technology & Quantitative Management 16:5, pages 588-612.
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Sajal Saha, Michael B. C. Khoo, Ming Ha Lee & Abdul Haq. (2019) A variable sample size and sampling interval control chart for monitoring the process mean using auxiliary information. Quality Technology & Quantitative Management 16:4, pages 389-406.
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Eugenio K. Epprecht, Francisco Aparisi & Omar Ruiz. (2018) Optimum variable-dimension EWMA chart for multivariate statistical process control. Quality Engineering 30:2, pages 268-282.
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Shashibhushan B. Mahadik. (2017) A unified approach to adaptive Shewhart control charts. Communications in Statistics - Theory and Methods 46:20, pages 10272-10293.
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Reza Pourtaheri. (2017) Three-level control charts with variable sample size, sampling interval, and control limits. Communications in Statistics - Theory and Methods 46:4, pages 1927-1940.
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George Nenes, Philippe Castagliola & Giovanni Celano. (2017) Economic and statistical design of Vp control charts for finite-horizon processes. IISE Transactions 49:1, pages 110-125.
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Ming Ha Lee & Michael B. C. Khoo. (2015) Multivariate Synthetic |S| Control Chart with Variable Sampling Interval. Communications in Statistics - Simulation and Computation 44:4, pages 924-942.
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Rassoul Noorossana, Maryam Shekary A & Ali Deheshvar. (2015) Combined Variable Sample Size, Sampling Interval, and Double Sampling (CVSSIDS) Adaptive Control Charts. Communications in Statistics - Theory and Methods 44:6, pages 1255-1269.
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Alireza Faraz, Cédric Heuchenne, Erwin Saniga & Antonio F.B. Costa. (2014) Double-objective economic statistical design of the VP T2 control chart: Wald's identity approach. Journal of Statistical Computation and Simulation 84:10, pages 2123-2137.
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Zhonghua Li, Changliang Zou, Zhen Gong & Zhaojun Wang. (2014) The computation of average run length and average time to signal: an overview. Journal of Statistical Computation and Simulation 84:8, pages 1779-1802.
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Seyed Taghi Akhavan Niaki, Fazlollah Masoumi Gazaneh & Moslem Toosheghanian. (2013) Economic Design of Variable Sampling Interval X-Bar Control Charts for Monitoring Correlated Non Normal Samples. Communications in Statistics - Theory and Methods 42:18, pages 3339-3358.
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Seyed Taghi Akhavan Niaki, Moslem Toosheghanian & Fazlollah Masoumi Gazaneh. (2013) Economic design of VSI X̄ control chart with correlated non-normal data under multiple assignable causes. Journal of Statistical Computation and Simulation 83:7, pages 1279-1300.
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Chih-Ching Yang & Su-Fen Yang. (2013) Optimal variable sample size and sampling interval ‘mean squared error’ chart. The Service Industries Journal 33:6, pages 652-665.
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Yu-Ting Cheng, Chih-Ching Yang & Sou-Chein Wu. (2013) Optimal Variable Sample Size and Sampling Interval MSE Chart Based on Improved Square Root Transformation. Communications in Statistics - Simulation and Computation 42:3, pages 534-551.
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ShashibhushanB. Mahadik. (2012) Exact Results for Variable Sampling Interval Shewhart Control Charts with Runs Rules for Switching Between Sampling Interval Lengths. Communications in Statistics - Theory and Methods 41:24, pages 4453-4469.
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Francisco Aparisi, Eugenio K. Epprecht & Omar Ruiz. (2012) T2 Control Charts with Variable Dimension. Journal of Quality Technology 44:4, pages 375-393.
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Pei-Hsi Lee, Yi-Chia Chang & Chau-Chen Torng. (2012) A Design of s Control Charts with a Combined Double Sampling and Variable Sampling Interval Scheme. Communications in Statistics - Theory and Methods 41:1, pages 153-165.
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Aurélia Aparecida De Araújo Rodrigues, Eugenio Kahn Epprecht & Maysa Sacramento De Magalhães. (2011) Double-sampling control charts for attributes. Journal of Applied Statistics 38:1, pages 87-112.
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Yu-Chang Lin, Chao-Yu Chou & Chin-Chun Wu. (2010) Adaptive charts with sampling at fixed times under non-normality. Journal of Statistics and Management Systems 13:2, pages 327-349.
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Yu-Chang Lin & Chao-Yu Chou. (2009) Economic design of adaptive control charts for skewed data. Journal of Statistics and Management Systems 12:5, pages 829-851.
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ShashibhushanB. Mahadik & DigambarT. Shirke. (2009) A Special Variable Sample Size and Sampling Interval Chart. Communications in Statistics - Theory and Methods 38:8, pages 1284-1299.
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Yu-Chang Lin. (2009) The Variable Parameters Control Charts for Monitoring Autocorrelated Processes. Communications in Statistics - Simulation and Computation 38:4, pages 729-749.
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Y-K Chen & H-H Chang. (2008) Economic design of variable parameters X̄ control charts for processes with fuzzy mean shifts. Journal of the Operational Research Society 59:8, pages 1128-1135.
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Jaeheon Lee & Changsoon Park. (2007) Estimation of the Change Point in Monitoring the Process Mean and Variance. Communications in Statistics - Simulation and Computation 36:6, pages 1333-1345.
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MarionR. Reynolds$suffix/text()$suffix/text() & Keunpyo Kim. (2007) Multivariate Control Charts for Monitoring the Process Mean and Variability Using Sequential Sampling. Sequential Analysis 26:3, pages 283-315.
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Y-K Chen. (2007) Economic design of an adaptive T2 control chart. Journal of the Operational Research Society 58:3, pages 337-345.
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Willis A. Jensen, L. Allison Jones-Farmer, Charles W. Champ & William H. Woodall. (2006) Effects of Parameter Estimation on Control Chart Properties: A Literature Review. Journal of Quality Technology 38:4, pages 349-364.
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Zhang Wu, Yu Tian & Sheng Zhang. (2005) Adjusted-loss-function charts with variable sample sizes and sampling intervals. Journal of Applied Statistics 32:3, pages 221-242.
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Marion R. Reynolds$suffix/text()$suffix/text() & Keunpyo Kim. (2005) Multivariate Monitoring of the Process Mean Vector with Sequential Sampling. Journal of Quality Technology 37:2, pages 149-162.
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Yu-Chang Lin & Chao-Yu Chou. (2005) Robustness of the Variable Sample Size and Control Limit ¯X Chart to Non Normality. Communications in Statistics - Theory and Methods 34:3, pages 721-743.
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CHANGSOON PARK, JAEHEON LEE & YOUNGIL KIM. (2004) Economic design of a variable sampling rate EWMA chart. IIE Transactions 36:5, pages 387-399.
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Jeffrey W. Lanning, Douglas C. Montgomery & George C. Runger. (2002) Monitoring a Multiple Stream Filling Operation Using Fractional Samples. Quality Engineering 15:2, pages 183-195.
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StevenE. Somerville, DouglasC. Montgomery & GeorgeC. Runger. (2002) Filtering and smoothing methods for mixed particle count distributions. International Journal of Production Research 40:13, pages 2991-3013.
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MaysaS. De Magalhães, AntonioF. B. Costa & EugenioK. Epprecht. (2002) Constrained optimization model for the design of an adaptive X chart. International Journal of Production Research 40:13, pages 3199-3218.
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V. Carot, J. M. Jabaloyes & T. Carot. (2002) Combined double sampling and variable sampling interval X chart. International Journal of Production Research 40:9, pages 2175-2186.
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AntonioF. B. Costa & M. A. Rahim. (2001) Economic design of X charts with variable parameters: The Markov chain approach. Journal of Applied Statistics 28:7, pages 875-885.
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MARIONR. REYNOLDS$suffix/text()$suffix/text() & JESSEC. ARNOLD. (2001) EWMA control charts with variable sample sizes and variable sampling intervals. IIE Transactions 33:6, pages 511-530.
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Jesse C. Arnold & Marion R. Reynolds$suffix/text()$suffix/text(). (2001) CUSUM Control Charts with Variable Sample Sizes and Sampling Intervals. Journal of Quality Technology 33:1, pages 66-81.
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Changsoon Park & Marion R. Reynolds$suffix/text()$suffix/text(). (1999) Economic Design of a Variable Sampling Rate X̄ Chart. Journal of Quality Technology 31:4, pages 427-443.
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Antonio F. B. Costa. (1999) X̄ Charts with Variable Parameters. Journal of Quality Technology 31:4, pages 408-416.
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Antonio F. B. Costa. (1999) Joint X̄ and R Charts with Variable Sample Sizes and Sampling Intervals. Journal of Quality Technology 31:4, pages 387-397.
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M. F. Ramalhoto & M. Morais. (1999) Shewhart control charts for the scale parameter of a Weibull control variable with fixed and variable sampling intervals. Journal of Applied Statistics 26:1, pages 129-160.
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George Tagaras. (1998) A Survey of Recent Developments in the Design of Adaptive Control Charts. Journal of Quality Technology 30:3, pages 212-231.
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MARIONR. REYNOLDS$suffix/text()$suffix/text() & ZACHARYG. STOUMBOS. (1998) The SPRT chart for monitoring a proportion. IIE Transactions 30:6, pages 545-561.
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ANTONIOF.B. COSTA. (1998) Joint X¯ and R charts with variable parameters. IIE Transactions 30:6, pages 505-514.
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Antonio F.B. Costa. (1998) Vssi charts xharts with sampling at fixed times. Communications in Statistics - Theory and Methods 27:11, pages 2853-2869.
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TAPASK. DAS & VIKAS JAIN. (1997) An economic design model for X charts with random sampling policies. IIE Transactions 29:6, pages 507-518.
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Antonio F. B. Costa. (1997) X̄ Chart with Variable Sample Size and Sampling Intervals. Journal of Quality Technology 29:2, pages 197-204.
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Zachary G. Stoumbos & Marion R. Reynolds$suffix/text()$suffix/text(). (1997) Control Charts Applying a Sequential Test at Fixed Sampling Intervals. Journal of Quality Technology 29:1, pages 21-40.
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MARIONR. REYNOLDS$suffix/text()$suffix/text(). (1996) Variable-sampling-interval control charts with sampling at fixed times. IIE Transactions 28:6, pages 497-510.
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Marion R. Reynolds$suffix/text()$suffix/text(). (1996) Shewhart and EWMA Variable Sampling Interval Control Charts with Sampling at Fixed Times. Journal of Quality Technology 28:2, pages 199-212.
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Zachary G. Stoumbos & Marion R. Reynolds$suffix/text()$suffix/text(). (1996) Control charts applying a general sequential test at each sampling point. Sequential Analysis 15:2-3, pages 159-183.
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Robert V. Baxley$suffix/text()$suffix/text(). (1995) An Application of Variable Sampling Interval Control Charts. Journal of Quality Technology 27:4, pages 275-282.
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H. P. ANNADI, J. B. KEATS, G. C. RUNGER & D. C. MONTGOMERY. (1995) An adaptive sample size CUSUM control chart. International Journal of Production Research 33:6, pages 1605-1616.
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Marion R. Reynolds$suffix/text()$suffix/text(). (1995) Evaluating properties of variable sampling interval control charts. Sequential Analysis 14:1, pages 59-97.
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Sharad S. Prabhu, Douglas C. Montgomery & George C. Runger. (1995) A Design Tool to Evaluate Average Time to Signal Properties of Adaptive X̄ Charts. Journal of Quality Technology 27:1, pages 74-83.
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Antonio F. B. Costa. (1994) X̄ Charts with Variable Sample Size. Journal of Quality Technology 26:3, pages 155-163.
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D. L. Antzoulakos, K. G. Fountoukidis & A. C. Rakitzis. The variable sample size and sampling interval run sum Max chart. Quality Technology & Quantitative Management 0:0, pages 1-24.
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Abdul Haq & Michael B. C. Khoo. Weighted adaptive CUSUM mean chart with variable sample size and sampling interval. Communications in Statistics - Simulation and Computation 0:0, pages 1-19.
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Antonio F. B. Costa & Fernando A. E. Claro. (2007) Double sampling % MathType!Translator!2!1!AMS LaTeX.tdl!TeX -- AMS-LaTeX!% MathType!MTEF!2!1!+-% feaaeaart1ev0aaatCvAUfeBSjuyZL2yd9gzLbvyNv2CaerbuLwBLn% hiov2DGi1BTfMBaeXatLxBI9gBamrr1ngBPrwtHrhAYaqeguuDJXwA% KbstHrhAGq1DVbqee0evGueE0jxyaibaieYlf9irVeeu0dXdh9vqqj% -hEeeu0xXdbba9frFj0-OqFfea0dXdd9vqaq-JfrVkFHe9pgea0dXd% ar-Jb9hs0dXdbPYxe9vr0-vr0-vqpWqaaeaabiGaciaacaqabeaada% qabqaaaOqaamaanaaabaGaamiwaaaaaaa!3C35! $$\overline{X} $$ control chart for a first-order autoregressive moving average process model. The International Journal of Advanced Manufacturing Technology 39:5-6, pages 521-542.
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