Orthogonal Arrays Constructed by Generalized Kronecker Product∗


In this paper, we propose a new general approach to construct asymmetrical orthogonal arrays, namely generalized Kronecker product. The operation is not usual Kronecker product in the theory of matrices, but it is interesting since the interaction of two columns of asymmetrical orthogonal arrays can be often written out by the generalized Kronecker product. As an application of the method, some new mixed-level orthogonal arrays of run sizes 72 and 96 are constructed.

Cite this paper

@inproceedings{Luo2017OrthogonalAC, title={Orthogonal Arrays Constructed by Generalized Kronecker Product∗}, author={Chun Luo and Yingshan Zhang and Xueping Chen}, year={2017} }