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Communications in Statistics - Simulation and Computation Volume 36, 2007 - Issue 5
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Quality Control

Poisson GWMA Control Chart

Shey-Huei Sheu Department of Industrial Management, National Taiwan University of Science and Technology, Taiwan, R.O.C.
&
Wen-Chih Chiu Department of Industrial Management, Aletheia University, Taiwan, R.O.C.Correspondence[email protected]
Pages 1099-1114 | Received 19 May 2006, Accepted 15 Feb 2007, Published online: 28 Aug 2007

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Vasileios Alevizakos & Christos Koukouvinos. (2022) A progressive mean control chart for COM-Poisson distribution. Communications in Statistics - Simulation and Computation 51:3, pages 849-867.
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Aya A. Aly, Nesma A. Saleh & Mahmoud A. Mahmoud. (2021) An adaptive exponentially weighted moving average control chart for poisson processes. Quality Engineering 33:4, pages 627-640.
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Vasileios Alevizakos & Christos Koukouvinos. (2020) A comparative study on Poisson control charts. Quality Technology & Quantitative Management 17:3, pages 354-382.
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Manuel Cabral Morais, Sven Knoth & Christian H. Weiß. (2018) An ARL-unbiased thinning-based EWMA chart to monitor counts. Sequential Analysis 37:4, pages 487-510.
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Muhammad Aslam, Ali Hussein Al-Marshadi & Chi-Hyuck Jun. (2017) Monitoring process mean using generally weighted moving average chart for exponentially distributed characteristics. Communications in Statistics - Simulation and Computation 46:5, pages 3712-3722.
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S.Y. Teh, MichaelB. C. Khoo & Zhang Wu. (2012) Monitoring Process Mean and Variance with a Single Generally Weighted Moving Average Chart. Communications in Statistics - Theory and Methods 41:12, pages 2221-2241.
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Wen-Chih Chiu. (2009) Generally weighted moving average control charts with fast initial response features. Journal of Applied Statistics 36:3, pages 255-275.
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Wen-Chih Chiu & Shey-Huei Sheu. (2008) Fast Initial Response Features for Poisson GWMA Control Charts. Communications in Statistics - Simulation and Computation 37:7, pages 1422-1439.
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Zakia Batool & Abdul Haq. An adaptive EWMA chart for Poisson process. Quality Technology & Quantitative Management 0:0, pages 1-16.
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Articles from other publishers (17)

Wei-Teng Sheu, Ying-Lin Hsu, Yu-Wen Liu & Shih-Hao Lu. (2023) The triple generally weighted moving average control chart for monitoring Poisson observations. Annals of Operations Research.
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Wei-Teng Sheu, Shih-Hao Lu & Ying-Lin Hsu. (2023) The generally weighted moving average control chart for monitoring the process mean of autocorrelated observations. Annals of Operations Research.
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Zameer Abbas, Hafiz Zafar Nazir, Muhammad Riaz, Jianqing Shi & Atomsa Gemechu Abdisa. (2023) An unbiased function‐based Poisson adaptive EWMA control chart for monitoring range of shifts. Quality and Reliability Engineering International.
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Vasileios Alevizakos, Kashinath Chatterjee & Christos Koukouvinos. (2021) The triple exponentially weighted moving average control chart for monitoring Poisson processes. Quality and Reliability Engineering International 38:1, pages 532-549.
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Tahir Mahmood, Anam Iqbal, Saddam Akber Abbasi & Muhammad Amin. (2021) Efficient GLM‐based control charts for Poisson processes. Quality and Reliability Engineering International 38:1, pages 389-404.
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Anam Iqbal, Tahir Mahmood, Zulfiqar Ali & Muhammad Riaz. (2022) On Enhanced GLM-Based Monitoring: An Application to Additive Manufacturing Process. Symmetry 14:1, pages 122.
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Junjie Wang, Zhi Lin Chong & Peihua Qiu. (2021) Optimal monitoring of Poisson data with known and unknown shifts. Computers & Industrial Engineering 154, pages 107100.
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Kutele Mabude, Jean‐Claude Malela‐Majika, Philippe Castagliola & Sandile C. Shongwe. (2020) Generally weighted moving average monitoring schemes: Overview and perspectives. Quality and Reliability Engineering International 37:2, pages 409-432.
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Vasileios Alevizakos & Christos Koukouvinos. (2020) A double progressive mean control chart for monitoring Poisson observations. Journal of Computational and Applied Mathematics 373, pages 112232.
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Jen-Hsiang Chen. (2020) A Double Generally Weighted Moving Average Chart for Monitoring the COM-Poisson Processes. Symmetry 12:6, pages 1014.
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Manuel Cabral Morais & Sven Knoth. (2020) Improving the ARL profile and the accuracy of its calculation for Poisson EWMA charts. Quality and Reliability Engineering International 36:3, pages 876-889.
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Jen-Hsiang Chen & Shin-Li Lu. (2020) An Enhanced Auxiliary Information-Based EWMA-t Chart for Monitoring the Process Mean. Applied Sciences 10:7, pages 2252.
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Vasileios Alevizakos & Christos Koukouvinos. (2019) A generally weighted moving average control chart for zero‐inflated Poisson processes. Quality and Reliability Engineering International 36:2, pages 675-704.
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Jen-Hsiang Chen & Shin-Li Lu. 2020. Advances in E-Business Engineering for Ubiquitous Computing. Advances in E-Business Engineering for Ubiquitous Computing 358 370 .
Shin‐Li Lu. (2017) Novel design of composite generally weighted moving average and cumulative sum charts. Quality and Reliability Engineering International 33:8, pages 2397-2408.
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Rizwan Ali & Abdul Haq. (2017) New memory‐type dispersion control charts. Quality and Reliability Engineering International 33:8, pages 2131-2149.
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Li Li. (2012) The GLR Chart for Poisson Process with Individual Observations. Advanced Materials Research 542-543, pages 42-46.
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