| 參考文獻: | [1] Bechhofer, R. E., and Tamhane, A. C. (1981), Incomplete block designs for comparing treatments with a control. Technometrics , 23 , 45-57.
[2] Cheng , C. S. (1978) , Optimality of certain asymmetrical designs. The Annals of Statistics , 6 , 1239-1261.
[3] Hedayat, A. S., and Majumdar, D.(1984), A-optimal black designs for control-test treatment comparisions. Technometrics, 26,363-370.
[4] Hedayat , A. S., and Majumdar, D.(1985), A-optimal black designs for comparing test treatments with a control. The Annals of Statistics,6, 757-767.
[5] Jacroux, M. (1985) , Some sufficient conditions for the type 1 optimality of block designs. Journal of Statistical Planning and Inference , 11. 385-398.
[6] Jacroux, M. (1987a). On the determination and construction of MV - optimal block designs for comparing test treatments with a standard treatment. Journal of Statistical Planning and Inference. 15 , 205-225.
[7] Jacroux, M.(1987b). On the A-optimality of block designs for comparing test treatmcnts with a control. technical report , Washington State University.Dept. of Hathematical Sciences.
[8] Jacroux, M.(1989), On the A-optimality of block designs for comparing test treatments with a control. J. Amer. Statist. Assoc. 84, 310-317.
[9] Kiefer, J. (1975), Construction and optimality of generalized Youden designs. A Survey of Statistical Design and I.inear Models(J.Srivastava ed.), North Holland, New Yark,333-353.
[10] Majumdar , D., and Notz, W. (1983), Optimal incomplete block designs for comparing treatments with a control. The Annals of Statistics, 11. 258-266.
[11] Notz. W. and Tamhane. A. C. (1983) , Balanced treatment incomplete block designs for comparing treatments with a control: Minimal complete sets for generator designs for k = 3, p = 3(1) 10. Comm. Statist. A - Theory Methods 12. 1391-1412.
[12]Stufken, J.(1987), A-Optimal block designs for comparing test treatments with a control. The Annals of Statistics, 15, 1629-1638.
[13] Stufke. J. (1987) , On group divisible treatment designs for comparing test treatments with a standard treatment in blocks of size 3. International statistical symposium Taipei , R.O.C |
