Xue Li. Optimization Design of an EWMA Control Chart for NonNormal Data based on Taguchis Loss Function[J]. Industrial Engineering Journal , 2011, 14(5): 75-78.
[1]Crowder S V. Design of exponentially weighted moving averages schemes[J]. Journal of Quality Technology, 1989, 21(2):155-162.
[2]Lucas J M, Saccucci M S. Exponentially weighted moving average control schemes: properties and enhancements[J]. Technometrics,1990, 32 (1):1-12.
[3]Calzada M E, Scariano S M.Reconciling the integral equation and Markov chain approaches for computing EWMA average run lengths[J].Communications in Statistics,2003,32(2):591-604.
[4]Chang Y S, Bai D S, Control charts for positively skewed populations with weighted standard deviations [J]. Quality and Reliability Engineering International, 2001, 17(5):397-406.
[5]Schilling E G, Nelson P R. The effect of nonnormality on the control limits of Xbar charts[J]. Journal of Quality Technology, 1976, 8(3):183-188.
[6]Burr I W. Cumulative frequency distribution[J]. Annals of Mathematical Statistics, 1942, 13(2):215-232.
[7]Burr I W. Parameters for a general system of distributions to match a grid of α3 and α4[J].Communications in Statistics, 1973, 2(1): 1-21.
[8]Spring F H,Yeung A S. A general class of loss functions with industrial applications[J]. Journal of Quality Technology,1998, 30(2): 152-162.
[9]Ross P J. Taguchi techniques for quality engineering, loss function, orthogonal experiments, parameter and tolerance design[M]. New York: McGrawHill, 1989.
[10]Wu Z, Shamsuzzaman M, Pan E S. Optimization design of control charts based on Taguchi s loss function and random process shifts [J]. International Journal of Production Research, 2004, 42(2): 379-390.