Description Usage Arguments Details Value References Examples
had_miyamoto function perform the construction of the Hadamard matrix by using the Miyamoto method
1 | had_miyamoto(n)
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n |
integer (order of the matrix) |
If the q=n/4, and q be a prime power and q=1 (mod 4). If there is a exists of Hadamard matrix of order q-1, then there exists an Hadamard matrix of order 4q. If given order is not satisfied it returns NULL.
Hadamard matrix of n
Miyamoto, M. (1991). A Construction of Hadamard matrices. J. Math. Phy., 12, 311-320.
1 2 | had_miyamoto(20)
had_miyamoto(24) #NULL
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