Optimal Restricted Three Stage Designs

Year 2006, Volume: 35 Issue: 2, 227 - 234, 01.02.2006

S. Bacanli

Keywords

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References

• Calton, T. and McPherson, K. Two stage plans compared with fixed-sample size and Wald SPRT plans, J. Am. Stat. Assoc. 71, 80–86, 1976.
• Case, L. D., Morgan, T. M. and Davis, C. E. Optimal restricted two stage designs, Cont. Clin. Trials 8, 146–156, 1987. [3] Case, L. D., Morgan, T. M. and Davis, C. E. Three stage designs for monitoring clinical trials, Comm. in Stat. Theory and Methods 23 (7), 1875–1893, 1994.
• Chow, S. C., Shao, J. and Wang, H. Sample Size Calculations in Clinical Research (Marcel Deccer, Inc., New York, 2003). [5] DeWith, C. Two stage plans for the testing of binomial parameters, Cont. Clin. Trials 4, 215–226, 1983.
• Donnely, T. G. Algorithm 462-Bivariate normal distribution [515], Communications of the association of computing Machines 16, 638, 1973.
• Hald, A. Optimum double sampling tests of given strength. The normal distribution, J. Am. Stat. Assoc. 70, 451–456, 1975. [8] Jennison, C. and Turnbull, B. W. Group Sequential Methods with Applications to Clinical Trials (Chapman&Hall, 2000). [9] Owen, D. B. A double sample test procedure, Ann. Math. Stat 24, 449–457, 1953.
• Peker, K. ´I. and Bacanli, S. Optimal restricted two-stage design, Anadolu University Journal of Science and Technology 1, 95–103, 2000.
• Schervish, M. J. Corrections: Algorithm AS-195: multivariate normal probabilities with error bound, Applied Statistics 34, 103–104, 1985.
• Wald, A. Sequential Analysis (Dover Pub. Inc., New York, 1947).