References
- Anderson , T.W. 1960 . A modification of the sequential probability ratio test to reduce the sample size . Ann. Math. Statist , 31 : 165 – 197 .
- Armitage , P. 1975 . Sequential Medical Trials , New York : Halsted .
- Fabian , V. 1974 . Note on Anderson's sequential procedures with triangular boundary . Ann. Statist , 2 : 170 – 176 .
- Hall , W.J. 1962 . Some sequential analogues of Stein's two-stage test . Biometrika , 49 : 367 – 378 .
- Heyde , C.C. 1967 . Asymptotic renewal results for a natural generalization of classical renewal theory . Jour. Roy. Statist. Soc , B29 : 141 – 150 .
- Hsu , J.C. , Edwards , D.G. and Dudewicz , E.J. 1981 . Comparison of adaptive sequential and two-stage procedures for comparing new treatments with a standard, (B): selection of all good and no d-bad treatments , Columbus, Ohio : Department of Statistics, The Ohio State University . to appear
- Paulson , E. 1969 . Sequential interval estimation for the means of normal populations . Ann. Math. Statist , 40 : 509 – 516 .
- Siegmund , D.O. 1977 . Repeated significance tests for a normal Mean . Biometrika , 64 : 177 – 189 .
- Siegmund , D.O. 1978 . Estimation following sequential testing . Biometrika , 65 : 341 – 349 .
- Stein , C. 1945 . A two-sample test for a linear hypothesis whose power is independent of the variance . Ann. Math. Statist , 16 : 243 – 258 .