Abstract
The structure is determined for the existence of some amicable weighing matrices. This is then used to prove the existence and non-existence of some amicable orthogonal designs in powers of two.
The structure is determined for the existence of some amicable weighing matrices. This is then used to prove the existence and non-existence of some amicable orthogonal designs in powers of two.
Publication Details
Robinson, PJ and Seberry, J, On the structure and existence of some amicable orthogonal designs, J. Austral. Math. Soc. Ser A, 25, 1978, 118-128.