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Journal of Quality Technology
A Quarterly Journal of Methods, Applications and Related Topics
Volume 32, 2000 - Issue 4
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Articles

Economic and Economic Statistical Designs for MEWMA Control Charts

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Pages 410-417 | Published online: 20 Feb 2018

References

  • Bazaraa, M. S.; Sherali, H. D.; and Shetty, C. M. (1993). Nonlinear Programming: Theory and Algorithms. John Wiley & Sons, New York, NY.
  • Box, G. E. P.; Coleman, D. E.; and Baxley, R. V., Jr. (1997). “A Comparison of Statistical Process Control and Engineering Process Control”. Journal of Quality Technology 29, pp. 128–130.
  • Del Castillo, E. (1996). “A Multivariate Self-Tuning Controller for Run-to-Run Process Control Under Shift and Trend Disturbances”. IIE Transactions 28, pp. 1011–1021.
  • Duncan, A. J. (1956). “The Economic Design of X̄ Charts Used to Maintain Control of a Process”. Journal of the American Statistical Association 51, pp. 228–242.
  • Girschick, M. A. and Rubin, H. (1952). “A Bayes' Approach to a Quality Control Model”. Annals of Mathematical Statistics 23, pp. 114–125.
  • Ho, C. and Case, K. E. (1994). “Economic Design of Control Charts: A Literature Review for 1981–1991”. Journal of Quality Technology 26, pp. 39–52.
  • Hooke, R. and Jeeves, T. A. (1961). “Direct Search Solution of Numerical and Statistical Problems”. Journal of the Association for Computing Machinery 8, pp. 212–229.
  • Keats, J. B.; Del Castillo, E.; Von Collani, E.; and Saniga, E. M. (1997). “Economic Modeling for Statistical Process Control”. Journal of Quality Technology 29, pp. 144–147.
  • Lorenzen, T. J. and Vance, L. C. (1986). “The Economic Design of Control Charts: A Unified Approach”. Technometrics 28, pp. 3–10.
  • Lowry, C. A. and Montgomery, D. C. (1995). “A Review of Multivariate Control Charts”. IIE Transactions 27, pp. 800–810.
  • Lowry, C. A.; Woodall, W. H.; Champ, C. W.; and Rigdon, S. E. (1992). “A Multivariate Exponentially Weighted Moving Average Control Chart”. Technometrics 34, pp. 46–53.
  • Montgomery, D. C. (1980). “The Economic Design of Control Charts: A Review and Literature Survey”. Journal of Quality Technology 12, pp. 75–87.
  • Montgomery, D. C.; Torng, J. C. -C.; Cochran, J. K.; and Lawrence, F. P. (1995). “Statistically Constrained Economic Design of the EWMA Control Chart”. Journal of Quality Technology 27, pp. 250–256.
  • Rigdon, S. E. (1994). “An Integral Equation for the in Control Average Run Length of a Multivariate Exponentially Weighted Moving Average Control Chart”. Journal of Statistical Computation and Simulation 52, pp. 351–365.
  • Rigdon, S. E. (1995). “A Double-Integral Equation for the Average Run Length of a Multivariate Exponentially Weighted Moving Average Control Chart”. Statistics and Probability Letters 24, pp. 365–373.
  • Runger, G. C. and Prabhu, S. S. (1996). “A Markov Chain Model for the Multivariate Exponentially Weighted Moving Averages Control Chart”. Journal of the American Statistical Association 91, pp. 1701–1706.
  • Saniga, E. M. (1989). “Economic Statistical Control Chart Designs With an Application to X̄ and R Charts”. Technometrics 31, pp. 313–320.
  • Torng, J. C.-C.; Cochran, J. K.; Montgomery, D. C.; and Lawrence, F. P. (1995). “Implementing Statistically Constrained Economic EWMA Control Charts”. Journal of Quality Technology 27, pp. 257–264.
  • Woodall, W. H. (1986). “Weaknesses of the Economic Design of Control Charts”. Technometrics 28, pp. 408–409.

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