Abstract
Infinite families of amicable orthogonal designs are constructed with
(i) both of type (1, q) in order q + 1 when q = 3, (mod 4 ) is a prime power,
(ii) both of type (1, q) in order 2(q+1) where q = 1 (mod 4) is a prime power or q + 1 is the order of a conference matrix,
(iii) both of type (2, 2q) in order 2(q+l) when q = 1 (mod 4) is a prime power or q + 1 is the order of a conference matrix.
Publication Details
Jennifer Seberry Wallis, Construction of amicable orthogonal designs, Bulletin of the Australian Mathematical Society, 12, (1975), 179-182.