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Abstract
In this paper a method of constructing a class of flexible single replicate factorial designs in blocks is given. Simple expressions for calculating loss of information on low order interactions is presented.
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References
- BOSE, R.C. 1947. Mathematical theory of the asymmetrical factorial design, Sankya, 8: 107-166.
- CHAUHAN, C.K. 1989. Construction of efficient single replicate designs, preprint.
- GACHII, K.M. 1993. On the construction of deletion designs, Ph.D thesis, University of Nairobi.
- GACHII, K.M. and ODHIAMBO, J.W. 1998. Asymmetric single replicate designs, South African Statistical Journal, 32:1-18.
- JOHN, J.A. and DEAN, A.M. 1975. Single replicate factorial experiments in generalized cyclic designs: I symmetrical arrangements, Journal of the Royal Statistical Society, B, 37: 63-71.
- VOSS, D.T. 1986. First order deletion designs and the construction of efficient nearly orthogonal factorial designs in small blocks, Journal of the American Statistical Association, 81: 813-818.
References
BOSE, R.C. 1947. Mathematical theory of the asymmetrical factorial design, Sankya, 8: 107-166.
CHAUHAN, C.K. 1989. Construction of efficient single replicate designs, preprint.
GACHII, K.M. 1993. On the construction of deletion designs, Ph.D thesis, University of Nairobi.
GACHII, K.M. and ODHIAMBO, J.W. 1998. Asymmetric single replicate designs, South African Statistical Journal, 32:1-18.
JOHN, J.A. and DEAN, A.M. 1975. Single replicate factorial experiments in generalized cyclic designs: I symmetrical arrangements, Journal of the Royal Statistical Society, B, 37: 63-71.
VOSS, D.T. 1986. First order deletion designs and the construction of efficient nearly orthogonal factorial designs in small blocks, Journal of the American Statistical Association, 81: 813-818.