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Original Articles

Classifying weibull populations with respect to a control

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Pages 899-909 | Received 01 May 1980, Published online: 27 Jun 2007

References

  • Bain , L. 1978 . Statistical Analysis of Reliability and Life Testing Models, Theory and Methods , New York : Marcel Dekker .
  • Gibbons , J. , Olkin , I. and Sobel , M. 1977 . Selecting and Ordering Populations; A New Statistical Methodology , New York : John Wiley .
  • Gupta , S. and Panchapakesan , S. 1979 . Multiple Decision Procedures , New York : John Wiley .
  • Kingston , J. 1978 . Ph.D. Thesis , Rolla : University of Missouri .
  • Kingston , J. and Patel , J. 1980 . Selecting the Best One of Several Weibull Populations . Communications in Statistics , A9 ( 4 ) : 383 – 398 .
  • Kingston , J. and Patel , J. 1980 . A Restricted Subset Selection Procedure for Weibull Populations . Communications in Statistics , A9 ( 13 ) : 1371 – 1383 .
  • Schafer , R. 1977 . “ On Selecting which of k Populations Exceed a Standard ” . In The Theory and Applications of Reliability , Edited by: Tsokos , C.P. and Shimi , I.N. 449 – 473 . New York : Academic .
  • Tong , Y. 1969 . On Partitioning a Set of Normal Populations by Their Locations with Respect to a Control . Annals of Mathematical Statistics , 40 : 1300 – 1324 .

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