REFERENCES
- Ghosh , B. K. ( 1975 ). A Two-Stage Procedure for the Behrens–Fisher Problem , Journal of American Statistical Association 70 : 457 – 462 .
- Ghosh , B. K. and Sen , P. K. ( 1991 ) . Handbook of Sequential Statistical Analysis , New York : Marcel Dekker .
- Ghosh , M. and Mukhopadhyay , N. ( 1981 ). Consistency and Asymptotic Efficiency of Two-Stage and Sequential Procedures , Sankhya, Series A 43 : 220 – 227 .
- Ghosh , M. and Sen , P. K. ( 1983 ). On Two-Stage James–Stein Estimators , Sequential Analysis 2 : 359 – 367 .
- Ghurye , S. G. (1958). Note on Sufficient Statistics and Two-Stage Procedures, Annals of Mathematical Statistics 29: 155–l66.
- Jennison , C. and Turnbull , B. W. ( 2000 ) . Group Sequential Methods with Applications to Clinical Trials , Boca Raton : Chapman & Hall/CRC .
- Schmegner , C. and Baron , M. ( 2004 ). Principles of Optimal Sequential Planning , Sequential Analysis 23 : 11 – 32 .
- Schmegner , C. and Baron , M. ( 2007 ). Sequential Plans and Risk Evaluation , Sequential Analysis 26 : 335 – 354 .
- Schmitz , N. ( 1993 ) . Optimal Sequentially Planned Decision Procedures , New York : Springer-Verlag .
- Stein , C. ( 1945 ). Two-Sample Test of a Linear Hypothesis whose Power is Independent of the Variance , Annals of Mathematical Statistics 16 : 243 – 258 .
- Wald , A. ( 1947 ). Sequential Analysis , New York : Wiley .
- Recommended by Wei Liu