Abstract
We construct n-dimensional orthogonal designs of type (1, 1)n, side 2 and propriety (2,2,...,2). These are then used to show that orthogonal designs of type (2t, 2t)n, side 2t+1 and propriety (2,2,...,2) exist.
We construct n-dimensional orthogonal designs of type (1, 1)n, side 2 and propriety (2,2,...,2). These are then used to show that orthogonal designs of type (2t, 2t)n, side 2t+1 and propriety (2,2,...,2) exist.
Publication Details
Seberry, J, Higher dimensional orthogonal designs and Hadamard matrices, Combinatorics VII, Lecture Notes in Mathematics, 829, Springer--Verlag, Berlin--Heidelberg--New York, 1980, 220-223.