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Sequential Analysis
Design Methods and Applications
Volume 7, 1988 - Issue 4
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Original Articles

An improvement on paulson s sequential ranking procedure

Pages 363-372 | Published online: 29 Mar 2007

References

  • Bechhofer , R.E. 1954 . A single sample decision procedure for ranking means of normal populations with known variances . Annals of Mathematical Statistics , 25 : 16 – 39 .
  • Bechhofer R.E. Goldsman D.M. A comparison of performanced of procedures for selecting the normal population having the largest mean when the variances are know and equl school of industrial Engineering and operations Research,cornell unversity Ithaca, Newyork 1988 Techinical Reportno.789
  • Bechhofer , R.E. , Kiefer , J. and Sobel , M. 1968 . Sequential Identification and Ranking Problems , Chicago : The University of Chicago Press .
  • Fabian , V. 1974 . Note on Anderson s sequential procedures with triangular boundary . Annals of Statistics , 2 : 170 – 175 .
  • Bechhofer R.E. Goldsman D.M. A comparison of performanced of procedures for selecting the normal population having the largest mean when the variances are know and equl school of industrial Engineering and operations Research,cornell unversity Ithaca, Newyork 1988 Techinical Reportno.789
  • Hartmann M. An improvement on paulson,s sequential ranking procedure Deparment of Mathematical sciences,The johns Hopkins unversity Baltimore, Maryland 1987 Technical Report No.503
  • Bechhofer R.E. Goldsman D.M. A comparison of performanced of procedures for selecting the normal population having the largest mean when the variances are know and equl school of industrial Engineering and operations Research,cornell unversity Ithaca, Newyork 1988 Techinical Reportno.789
  • Hartmann M. An improvement on paulson,s sequential ranking procedure Deparment of Mathematical sciences,The johns Hopkins unversity Baltimore, Maryland 1987 Technical Report No.503
  • Hoel D.G. A selection procedure based on wold's doubledichotomytest Oak Ridge Tennessee 1971
  • Mazumdar , M. 1968 . An extension of Paulson s selection procedure . Annals of Mathematical Statistics , 39 : 2067 – 2074 .
  • Hoel , D.G. and Sobel , M. . Comparisons of sequential procedures for selecting the best binomial population . Proceedings of the 6th Berkeley Symposium on Mathematical Statistics and Probability . Vol. 4 , pp. 53 – 69 .
  • Paulson , E. 1964 . A sequential procedure for selecting the population with the largest mean from k normal populations . Annals of Mathematical Statistics , 35 : 174 – 180 .
  • Weiss , G.H. 1970 . Play the winner for selecting the better of two binomial populations . Biometrika , 57 : 357 – 365 .
  • Geertsema , J.C. 1976 . Sequential procedures with elimination for selecting the best of κ normal populations . South African Statistical Journal , 10 : 9 – 36 .

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