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Original Articles

Robust cusum: a robustness study for cusum quality control schemes

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Pages 2669-2687 | Received 01 Nov 1981, Published online: 22 Jun 2010

References

  • Andrews , O. , Bickel , F. , Hampel , P. J. , Huher , F. R. , Rogers , P. J. and Tukey , W. 1972 . Robust Estimates of Location; Survey and Advances , Princeton University Press .
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  • Brook , O. and 0. A , Evans . 1972 . An Approach to the Probability Distribution of Cusum Run Length . Biometrics , 59 : 539 – 549 .
  • Chen , G. and G. E. P , Box . 1979 . Implied Assumptions for Some Proposed Robust Estimators , University of Wisconsin .
  • Crow , E. L. and Siddiqui , M. M. 1967 . Robust Estimates at Location . Journal of the American Statistical Association , 62 : 353 – 384 .
  • Goel , A. L. and Wu , S. M. 1971 . Determination of ARL and a Continuous Nomogram for Cusum Charts to Control Normal Mean . Technometrics , 39 : 221 – 230 .
  • Lucas , J. M. 1976 . The Design and Use of Cumulative Sum Quality Control Schemes . Journal of Quality Technology , 8 : 1 – 12 .
  • Lucas , J. M. 1982 . Combined Shewhart-Cusum Quality Control Schemes . Journal of Quality Technology , 12 : 51 – 59 .
  • Lucas , J. M. and Crosier , R. B. 1982 . Fast Initial Response (FIR) for Cumulative Sum Quality Control Schemes , Technometrics .
  • Tukey , J. W. 1962 . The Future of Data Analysis . Ann. Math Statist , 33 : 1 – 67 .

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