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Arrays for orthogonal designs |
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| Authors: | H Kharaghani |
| Abstract: | A set  of square real matrices is said to be amicable if  for some permutation σ of the set  . An infinite number of arrays which are suitable for any amicable set of eight circulant matrices are introduced. Applications include new classes of orthogonal designs. © 2000 John Wiley & Sons, Inc. J Combin Designs 8: 166–173, 2000 |
| Keywords: | orthogonal designs amicable matrices amicable set of matrices Goethals– Seidel array circulant matrices |