RIS ID
127507
Abstract
All rights reserved. Research into the construction of Hadamard matrices and orthogonal designs has led to deeper algebraic and combinatorial concepts. This paper surveys the place of amicability, repeat designs and the Clifford and Clifford-Gastineau-Hills algebras in laying the foundations for a Theory of Orthogonal Designs.
COinS
Publication Details
Seberry, J. (2018). Hadamard matrices, orthogonal designs and clifford-gastineau-hills algebras. Australasian Journal of Combinatorics, 71 (3), 452-467.