A trimmed EWMA control charts for non-normal processes
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Abu-Shawiesh MOA, Riaz M, Khaliq Q (2020) MTSD-TCC: a robust alternative to Tukey’s control chart (TCC) based on the modified trimmed standard deviation (MTSD). Math Stat 8(3):262–277
Atta AMA, Ramli RA (2011) Comparison study on the performances of X, EWMA, and CUSUM control charts for skewed distributions using weighted standard deviation methods. J Sci Technol 3:77–88
Chananet C, Areepong Y, Sukparungsee S (2015) An approximate formula for ARL in moving average chart with ZINB data. Thailand Stat 13(2):209–222
Chang YS, Bai DS (2001) Control charts for positively populations with weighted standard deviation. Qual Reliab Eng Int 17:397–406
Crowder SV (1987) A simple method for studying run-length distributions of exponentially weighted moving average charts. Technometrics 29(4):401–407
Elamir E, Seheult A (2001) Control charts based on linear combinations of order statistics. J Appl Stat 28:457–468
Figueiredo F, Gomes ML (2009) Monitoring industrial processes with robust control charts. REVSTAT Stat J 7(2):151–170
Kashif M, Aslam M, Rao GS, Marshadi AH, Jun CH (2017) Bootstrap confidence intervals of the modified process capability index for Weibull distribution. Arab J Sci Eng 42:4565–4573
Khoo MBC, Atta AMA (2008) An EWMA control chart for monitoring the mean of skewed populations using weighted variance. In: Proceeding of the 2008 IEEE International Conference on Industrial Engineering and Engineering Management; Dec 8–11; Singapore. IEEE; 2008. p. 218–223
Li HQ, Tang ML, Poon WY, Tang NS (2011) Confidence intervals for difference between two Poisson rates. Commun Stat Simul Comput 40(9):1478–1493
Lucas JM, Saccucci MS (1990) Exponentially weighted moving average control schemes: properties and enhancements. Technometrics 32:1–12
Montgomery DC (2005) Introduction to statistical quality control, 5th edn. John Wiley & Sons, New York
Petcharat K, Sukparungsee S, Areepong Y (2015) Exact solution of the average run length for the cumulative sum charts for a moving average process of order q. Sci Asia 41:141–147
Saeed N, Kamal S (2016) The EWMA control chart based on robust scale estimators. Pakistan J Stat Oper Res 12(4):659–672
Shewhart WA (1931) Economic control of quality of manufactured product. D. Van Nostrand Company, New York
Sindhumol MR, Srinivasan MM, Gallo M (2016) Robust control charts based on modified trimmed standard deviation and Gini’s mean difference. J Appl Quant Methods 11(3):18–30
Somran S, Areepong Y, Sukparungsee S (2016) Analytic and numerical solutions of ARL of CUSUM procedure for exponentially distributed observations. Thailand Stat 14(1):83–91
Sukparungsee S (2013) Asymmetric Tukey’s control chart robust to skew and non-skew process observation. Int J Math Comput Sci 7(8):1275–1278
Suriyakat W, Areepong Y, Sukparungsee S, Mititelu G (2012) An analytical approach to EWMA control chart for AR(1) process observations with exponential white noise. Thailand Stat 10(1):41–52
Tsai TR (2007) Skew normal distribution and the design of control charts for averages. Int J Reliab Qual Saf Eng 14:49–63
Tukey JW (1948) Some Elementary Problems of Importance to Small Sample Practice. Hum Biol 205–214
Yang SF, Arnold BC (2015) Monitoring process variance using an ARL-unbiased EWMA-p control chart. Qual Reliab Eng Int 32(3):1227–1235