Article
Higher dimensional orthogonal designs and Hadamard matrices
Faculty of Informatics - Papers (Archive)
Publication Date
1-1-1981
Abstract
When n2 elements are given they can be arranged in the form of a square, similarly when ng elements (g ≥ 3 an integer) are given they can be arranged in the form of a g-dimensional cube of side n (in short a g-cube). The position of the elements can be indicated by g suffixes.
Disciplines
Citation Information
Joseph Hammer and Jennifer Seberry. "Higher dimensional orthogonal designs and Hadamard matrices" (1981) Available at: http://works.bepress.com/jseberry/315/
Hammer, J and Seberry, J, Higher dimensional orthogonal designs and Hadamard matrices, Congressus Numerantium, 31, 1981, 95-108.