| Reference: | Armitage, P. Numerical studies in the sequential estimation of binomial parameter. Biometrika, 45:1-15, 1958.
Chang, M. N. Confidence intervals for a normal mean following a group sequential test. Biometrics, 45:247-254, 1989.
Coad, D. S. and Woodroofe, M. Corrected confidence intervals after sequential testing with applications to survival analysis. Biometrika, 83:763-777, 1996.
Rosner, G. L. and Tsiatis A. A.. Exact confidence limits following group sequential test. Biometrika, 75:723-729, 1988.
Ross, S. Stochastic Process. Second Edition, John Wiley, New York, 1996.
Siegmund, D. Estimation following sequential testing. Biometrika, 65:341-349, 1978.
Siegmund, D. Sequential Analysis. Springer, New York, 1985.
Ting, D. Y. Estimations following sequential comparison of two binomial populations, N.C.C.U. Press, (unpublished), 2000.
Todd, S., Whitehead, J. and Facey. K.M. Point and interval estimation following a sequential clinical trial. Biometrika, 83:165-461, 1996.
Woodroofe, M. Very weak expansions for sequentially designed experiments: linear models. Ann. Statist., 17:1087-1102, 1989.
Woodroofe, M. Estimation after sequential testing: A simple approach for a truncated sequential probability ratio test. Biometrika, 79:347-353, 1992.
Weng, R. C. and Woodroofe, M. Integrable expansions for posterior distributions for multiparameter exponential families with applications to sequential confidence levels. Statistica Sinica, 2000.
Whitehead, J. Large sequential methods with application to the analysis of 2 by 2 contingency tables. Biometrika, 65:351-356, 1978.
Whitehead, J. The Design and Analysis of Sequential Clinical Trials. Second Edition, John Wiley, New York, 1997. |
