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Original Articles

Two-Sided Prediction Intervals to Contain at Least k Out of m Future Observations From a Normal Distribution

Pages 203-216 | Published online: 12 Mar 2012

REFERENCES

  • Canavos , G. C. and Koutrouvelis , I. A. 1984 . “The Robustness of Two-Sided Tolerance Limits for Normal Distributions,” . Journal of Quality Technology , 16 : 144 – 148 .
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  • Fertig , K. W. and Mann , N. R. 1975 . “A New Approach to the Determination of Exact and Approximate One-Sided Prediction Intervals for Normal and Log-Normal Distributions, With Tables,” . Technometrics , 9 : 167 – 177 . Reliability and Fault Tree Analysis eds. R. E. Barlow, J. B. Fussell, and N. D. Singpurwalla (1977), “One-Sided Prediction Intervals for at Least/p Out of mFuture Observations for a Normal Population,”
  • Gupta , S. S. and Sobel , M. 1957 . “On a Statistic Which Arises in Selection and Ranking Problems,” . The Annals of Mathematical Statistics , 28 : 957 – 967 .
  • Hahn , G. J. 1969 . “Factors for Calculating Two-Sided Prediction Intervals for Samples From a Normal Distribution,” . Journal of the American Statistical Association , 64 : 878 – 888 .
  • Hahn , G. J. 1970 . “Additional Factors for Calculating Prediction Intervals for Samples From a Normal Distribution,” . Journal of the American Statistical Association , 65 : 1668 – 1676 .
  • Hall , I. J. , Prairie , R. R. and Motlagh , C. K. 1975 . “Non-parametric Prediction Intervals,” . Journal of Quality Technology , 7 : 109 – 114 .

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