Constructing D-optimal symmetric stated preference discrete choice experiments

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Journal Article
Journal of Statistical Planning and Inference, 2013, 143 (8), pp. 1380 - 1391
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We give new constructions for DCEs in which all attributes have the same number of levels. These constructions use several combinatorial structures, such as orthogonal arrays, balanced incomplete block designs and Hadamard matrices. If we assume that only the main effects of the attributes are to be used to explain the results and that all attribute level combinations are equally attractive, we show that the constructed DCEs are D-optimal. © 2013 Elsevier B.V.
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