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|Author:||Brien, Christopher James|
Bailey, R. A.
Tran, Thao T.
Boland, John William
|Citation:||Electronic Journal of Statistics, 2012; 6:1900-1925|
|Publisher:||Institute of Mathematical Statistics|
|School/Discipline:||Centre for Traumatic Stress Studies|
|C. J. Brien, R. A. Bailey, T. T. Tran and J. Boland|
|Abstract:||This paper gives a general method for constructing quasi-Latin square, quasi-Latin rectangle and extended quasi-Latin rectangle designs for symmetric factorial experiments. Two further methods are given for parameter values satisfying certain conditions. The construction of designs for a range of numbers of rows and columns is discussed so that the different construction techniques are covered. For some row and column combinations, different designs are compared. The construction of designs with rows and columns that are nested or contiguous is also discussed.|
|Rights:||Copyright status unknown|
|Appears in Collections:||Public Health publications|
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