… of length 3n Ā 1 and thus Hadamard matrices of order 4ð3n Ā 1Þ. Turyn [8] … Hadamard
matrices with the first one being of order 428. This is the smallest order for which the Hadamard …

… Order 32 is where a combinatorial explosion occurs on the number of Hadamard matrices.
We find all equivalence classes of Hadamard matrices of order 32 which are of certain types. …

… Hadamard matrices, generalised Hadamard matrices and higher dimensional Hadamard
matrices … was known was n = 268 = 4·67 [145]; then until 2004 it was n = 428 = 4·107 [202]. At …

… Hadamard matrix is H-equivalent to an Hadamard matrix which has every element of its first
row and column equal to +1 — matrices … (vi) if H4n is a normalized Hadamard matrix of order …

… Hadamard matrix of order c and a real Hadamard matrix of order h > 1, then there is a real
Hadamard matrix of order … Hadamard matrices were only known for a few small orders and the …

… An Hadamard matrix H is a matrix of order n, all of whose elements … Hadamard matrix exists
for n = 2 and for n = At, where t is any positive integer. Many classes of Hadamard matrices …

… Hadamard matrices of small orders, and one of the main achievements of this paper. We apply
this result to obtain complex Hadamard matrices… of complex Hadamard matrices of order 6…

… those in standard form, or equivalently, those incidence matrices of symmetric 2-(4n - l, 2n …
Hadamard matrix they determine. Thus to find all non-isomorphic Hadamard matrices of order …

… Hadamard matrices of orders 32 and 36 are known. Thus we use a different method to construct
all cocyclic Hadamard matrices at these orders… cocyclic Hadamard matrices and relative …

… Abstract Hadamard matrices of order n are conjectured to … for skew Hadamard matrices. We
provide constructions covering … -)Hadamard matrices do not work for the order 2m509203, for …