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Original Articles

A monte carlo study of the performance of a closed adaptive sequential procedure for selecting the best bernoulli population

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Pages 179-213 | Received 01 Oct 1982, Published online: 20 Mar 2007

References

  • Bechhofer , R.E and Kulkarni , R. V . 1982a . “ Closed adaptive sequential procedures for selecting the best of k≥2 Bernoulli populations ” . In Proceedings of the ThirdPurdue Symposium on Statistical Decision Theory and Related Topics , Vol. I , 61 – 108 . New York : Academic Press .
  • Bechhofer , R.E and Kulkarni , R.V . 1982b . “ On the performance characteristics of a closed adaptive sequential procedure for selecting the best Bernoulli population ” . In School of Operations Research and Industrial Engineering , Cornell University .
  • Bechhofer , R.E and Kulkarni , R.V . 1982 . On the performance characteristics of a closed adaptive sequential procedure for selecting the best Bernoulli population . Sequential Analysis; Communications in Statistics , 1 ( 4 ) : 315 – 354 . (This is a revised version of T.R. No. 532 stating stronger optimality results but containingfewer tables
  • Frisardi , T. 1982 . “ Monte Carlo experiments with a closed adaptive sequential procedure for selecting the best Bernoulli population ” . In M.S.thesis , New York, Ithaca : Cornell University .
  • International Mathematical and Statistical Libraries IMSL Houston, Texas 1978 I and II IMSL Manual
  • Jennison , C. 1983 . Equal probability of correct selection for Bernoulli selection procedures . Accepted for publication in Communications in Statistics ,
  • Kulkarni , R.V. 1981 . “ Closed adaptive sequential proceduses for selecting the best of k≥2 Bernoulli populations ” . New York, Ithaca : Cornell University .
  • Kulkarni , R. V and Jennison , C. 1983 . Optimal properties of the Bechhofer Kulkarni Bernoulli sequential selection procedure. In preparation .
  • Sobel , M. and Huyett , M. 1957 . Selecting the best one of several binomial populations . Bell System Technical Journal , 36 : 537 – 576 .

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