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Articles

A distribution-free Shewhart-type Mann–Whitney control chart for monitoring finite horizon productions

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Pages 6069-6086 | Received 06 Feb 2020, Accepted 17 Jul 2020, Published online: 07 Aug 2020

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J.W. Teoh, W.L. Teoh, Michael B.C. Khoo, K.P. Tran & M.H. Lee. (2024) An integrated optimal-GICP design for the SPRT control chart with estimated process parameters based on the average number of observations to signal. Quality Technology & Quantitative Management 0:0, pages 1-21.
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Honghan Ye, Ziqian Zheng, Jing-Ru C. Cheng, Brock Hable & Kaibo Liu. (2024) Online monitoring of high-dimensional asynchronous and heterogeneous data streams for shifts in location and scale. International Journal of Production Research 62:3, pages 720-736.
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Di Liu, Heeseon Kim, Seong-Hee Kim, Taeheung Kim, Dongki Lee & Yao Xie. (2023) Distribution-free multivariate time-series monitoring with analytically determined control limits. International Journal of Production Research 61:20, pages 6960-6977.
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M. Shingwenyana, J.-C. Malela-Majika, P. Castagliola & S. W. Human. (2023) A Bayesian ARMA-GARCH EWMA monitoring scheme for long run: A case study on monitoring the USD/ZAR exchange rate. Quality Engineering 0:0, pages 1-16.
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Pingye Gong, Qiming Xia, Jie Xuan, Aamir Saghir & Baocai Guo. (2023) Design of Shewhart-type control charts with estimated parameter for the Rayleigh distribution using frequentist and Bayesian approaches. Quality Technology & Quantitative Management 20:4, pages 450-467.
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Theodoros Perdikis, Giovanni Celano, Stelios Psarakis & Philippe Castagliola. (2023) An exponentially weighted moving average control chart based on signed ranks for finite horizon processes. Quality Engineering 35:2, pages 290-303.
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Zhen He, Yuan Gao, Liang Qu & Zhiqiong Wang. (2022) A nonparametric CUSUM scheme for monitoring multivariate time-between-events-and-amplitude data with application to automobile painting. International Journal of Production Research 60:18, pages 5432-5449.
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Faijun Nahar Mim, Michael B. C. Khoo, Sajal Saha & Philippe Castagliola. (2022) Revised triple sampling X̄ control charts for the mean with known and estimated process parameters. International Journal of Production Research 60:16, pages 4911-4935.
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Articles from other publishers (8)

Theodoros Perdikis, Giovanni Celano & Subhabrata Chakraborti. (2024) Distribution-free control charts for monitoring scale in finite horizon productions. European Journal of Operational Research 314:3, pages 1040-1051.
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Yasar Mahmood, Michael B.C. Khoo, Sin Yin Teh & Ming Ha Lee. (2023) Robust Shewhart-CUSUM design for monitoring process mean using repetitive sampling. Computers & Industrial Engineering 180, pages 109246.
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Arturo Javier Diaz Pulido, Alvaro Eduardo Cordero Franco & Víctor Gustavo Tercero Gómez. (2023) A distribution-free control chart for joint monitoring of location and scale in finite horizon productions. Computational Statistics.
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Arne Johannssen, Nataliya Chukhrova, Giovanni Celano & Philippe Castagliola. (2022) A number‐between‐events control chart for monitoring finite horizon production processes. Quality and Reliability Engineering International 38:4, pages 2110-2138.
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Márcio Ricardo Morelli de Meira, Pedro Carlos Oprime & Ricardo Coser Mergulhão. (2022) Analysis of deviation from nominal control chart performance on short production runs. Production 32.
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Subhabrata Chakraborti, Giovanni Celano, Philippe Castagliola & George Nenes. 2014. Wiley StatsRef: Statistics Reference Online. Wiley StatsRef: Statistics Reference Online 1 24 .
Kutele Mabude, Jean‐Claude Malela‐Majika, Muhammad Aslam, Zhi Lin Chong & Sandile C. Shongwe. (2020) Distribution‐free composite Shewhart‐GWMA Mann‐Whitney charts for monitoring the process location. Quality and Reliability Engineering International 37:4, pages 1409-1435.
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Said Farooq Shah, Zawar Hussain, Muhammad Riaz & Salman Arif Cheema. (2020) Shewhart-Type Charts for Masked Data: A Strategy for Handling the Privacy Issue. Mathematical Problems in Engineering 2020, pages 1-11.
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