UPPER BOUNDS FOR LATINIZED DESIGNS
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Williams, E. R.
John, J. A.
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Abstract
Upper bounds axe derived for the efficiency factor of a class of resolvable incomplete block designs known as latinized designs. These designs are particularly useful in glasshouse and field trials, and can be readily extended to two‐dimensional blocking structures. Existing bounds for resolvable designs axe also reviewed and a comparison is made between the third moment bounds discussed by Jarrett (1989) and the second moment bounds of Tjur (1990).
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Australian Journal of Statistics
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