Publication Cover
Sequential Analysis
Design Methods and Applications
Volume 9, 1990 - Issue 4
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Original Articles

An adaptive biased coin design for the behrens-fisher problem

Pages 343-359 | Published online: 29 Mar 2007

References

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  • Billingsley , P. 1952 . Ergodic theory and information , New York : Wiley .
  • Chow , Y.S. and Robbins , H. 1965 . On the asymptotic theory of fixed width confidence intervals for the mean . Ann. Math. Statist. , 36 : 457 – 462 .
  • Efron , B. 1971 . Forcing a sequential experiment to be balanced . Biometrika , 58 : 403 – 417 .
  • Hall , P. and Heyde , C.C. 1980 . Martingale limit theory and its application , New York : Academic Press .
  • Hill , B. , Lane , D. and Sudderth , W. 1980 . A strong law for some gener¬alized urn processes . Ann. Prob. , 8 : 214 – 226 .
  • Robbins , H. , Simons , G. and Starr , N. 1967 . A sequential analogue of the Behrens-Fisher problem . Ann. Math. Statist. , 38 : 1384 – 1391 .
  • Wei , L.J. 1978 . The adaptive biased coin design for sequential experiments . Ann. Statist. , 6 : 92 – 100 .
  • Woodroofe , M. 1986 . Asymptotic optimality in sequential interval estimation . Adv. Appl. Math. , 7 : 70 – 79 .

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