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Journal of Quality Technology
A Quarterly Journal of Methods, Applications and Related Topics
Volume 25, 1993 - Issue 3
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Computer Programs

The Run Length Distribution of a Cumulative Sum Control Chart

F. F. GanNational University of Singapore, Singapore0511View further author information
Pages 205-207 | Published online: 21 Feb 2018

References

  • Abramowitz, M. and Stegun, I. A. (1968). Handbook of Mathematical Functions. Dover Publications, Inc., New York, NY.
  • Barnard, G. A. (1959). “Control Charts and Stocastic Processes”. Journal of the Royal Statistical Society B21, pp. 239–271.
  • Bissell, A. F. (1969). “Cusum Techniques for Quality Control”. Applied Statistics 18, pp. 1–30.
  • Conte, S. D. and de Boor, C. (1980). Elementary Numerical Analysis. McGraw-Hill, New York, NY.
  • Craig, R. J. (1984). “Normal Family Distribution Functions: FORTRAN and BASIC Programs”. Journal of Quality Technology 16, pp. 232–236.
  • Crowder, S. V. (1987). “Average Run Lengths of Exponentially Weighted Moving Average Control Charts”. Journal of Quality Technology 19, pp. 161–164.
  • Gan, F. F. (1991). “An Optimal Design of CUSUM Quality Control Charts”. Journal of Quality Technology 23, pp. 279–286.
  • Jensen, K. L.; Crowder, S. V.; and Vardeman, S. B. (1987). “An Interactive Probability Plotting Program”. Journal of Quality Technology 20, pp. 196–210.
  • Page, E. S. (1954). “Continuous Inspection Schemes”. Biometrika 41, pp. 100–115.
  • Woodall, W. H. (1983). “The Distribution of the Run Length of One-Sided CUSUM Procedures for Continuous Random Variables”. Technometrics 25, pp. 295–301.

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