References
- Bauer, P., Koenig, F., Brannath, W., and Posch, M. (2010), “Selection and Bias-Two Hostile Brothers,” Statistics in Medicine, 29, 1–13.
- Bebu, I., Dragalin, V., and Luta, G. (2008), “Confidence Intervals for Confirmatory Adaptive Two-Stage Designs With Tretament Selection,” Biometrical Journal, 55, 294–309.
- Bowden, J., and Glimm, E. (2008), “Unbiased Estimation of Selected Treatment Means in Two-Stage Trials,” Biometrical Journal, 50, 515–527.
- Carreras, M., and Brannath, W. (2013), “Shrinkage Estimation in Two-Stage Adaptive Designs With Midtrial Treatment Selection,” Statistics in Medicine, 32, 1677–1690.
- Cohen, A., and Sackrowitz, H. (1989), “Two Stage Conditionally Unbiased Estimators of the Selected Mean,” Statistics and Probability Letters, 8, 273–278.
- Kaitin, K.I. (2010), “Deconstructing the Drug Development Process: The New Face of Innovation,” Clinical Pharmacology & Therapeutics, 87, 356–361.
- Lindley, D.V. (1962), “Discussion of Professor Stein's Paper ‘Confidence Sets for the Mean of a Multivariate Normal Distribution,”’ Journal of the Royal Statistical Society, Series B, 24, 265–296.
- Luo, X., Wu, S.S., and Xiong, J. (2010), “Parameter Estimation Following an Adaptive Treatment Selection Trial Design,” Biometrical Journal, 52, 823–835.
- Sampson, A.R., and Sill, M.W. (2005), “Drop-the-Loser Design: Normal Case,” Biometrical Journal, 47, 257–268.
- Schaid, D.J., Wieand, S., and Therneau, T.M. (1990), “Optimal Two-Stage Screening Designs for Survival Comparisons,” Biometrika, 77, 507–513.
- Shen, L. (2001), “An Improved Method of Evaluating Drug Effect in a Multiple Dose Clinical Trial,” Statistics in Medicine, 20, 1913–1929.
- Stallard, N., and Friede, T. (2008), “A Group-Sequential Design for Clinical Trials With Treatment Selection,” Statistics in Medicine, 27, 6209–6227.
- Stallard, N., and Todd, S. (2003), “Sequential Designs for Phase III Clinical Trials Incorporating Treatment Selection,” Statistics in Medicine, 22, 689–703.
- Stallard, N., and Todd, S. (2005), “Point Estimates and Confidence Regions for Sequential Trials Involving Selection,” Journal of Statistical Planning and Inference, 135, 402–419.
- Stallard, N., Todd, S., and Whitehead, J. (2008), “Estimation Following Selection of the Largest of Two Normal Means,” Journal of Statistical Planning and Inference, 138, 1629–1638.
- Tappin, L. (1992), “Unbiased Estimation of the Parameter of a Selected Binomial Population,” Communications in Statistics: Theory and Methods, 21, 1067–1083.
- Thall, P.F., Simon, R., and Ellenberg, S.S. (1989), “A Two-Stage Design for Choosing Among Several Experimental Treatments and a Control in Clinical Trials,” Biometrics, 45, 537–547.
- Whitehead, J. (1986), “On the Bias of Maximum Likelihood Estimation Following a Sequential Test,” Biometrika, 73, 573–581.
- Wu, Y., and Zhao, P.L. (2012), “Interim Treatment Selection With a Flexible Selection Margin in Clinical Trials,” Statistics in Medicine, 32, 2529–2543.