Reference: | 1 Agrawal, H. L. and Prasad, J. (1982). Some methods of construction of balanced incomplete block designs with nested rows and columns. Biometrika, 69, 481-483.
2 Cheng,Ching-Shui. (1986).A method of constructing balanced icomplete block designs with nested rows and columns. Biometrika, 73, 695-700.
3 Kiefer ,J. (1975) .Construction and optimality of generalized Youden designs. A Survey of Statistical Design and Linear Models(J.Srivastava ed.), North Holland, New York,333-353.
4 Majumdar,D. (1986) .Optimal designs for comparsions between two sets of treatments. J. Statist. Plan and 1nf.,14,359-372.
5 Notz,V.1. (1985) .Optimal designs for treatment-control comparison in the presences of two-way heterogeneity. J. Statist. Plan and Inf.12,61-73.
6 Preece, D.A. (1967) .Nested balanced incomplete block designs.Biometrika,54,479-486.
7 Singh, M. and Dey, A. (1979). Block designs with nested rows and columns.Biometrika, 66, 321-326.
8 Srivastava, J.N. (1978) .Statistical design of agricultural experiments.J.Ind.Soc.Agric.Statist.,30,l-10.
9 Street, D.J. (1981) .Graeco-Latin and nested row and column designs.
Combinatorial Mathematics,8,Ed.K.L.McAvaney,304-313.
10 Ting, C.P.and Notz, V.1.(1987). Optimal row-column designs for treatment-control comparisons.Technical Report No.373, The Ohio State University.
11 Ting, C.P.and Notz, W. I. (1989a). Optimal row-column designs and block designs for treatment-control comparisons.(Submitted for publication.)
12 Ting , C. P . and Notz , W. I. (1989b). 0ptimal block designs with nested rows and columns for control-test treatment comparisons. Technical Report ,National Chengchi University.(Submitted for publication.) |