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On the half-skew-centrosymmetric Hadamard matrices

Let $H_n$ be an $n×n$ Hadamard matrix and $R_n$ the $n×n$ reverse identity matrix. The matrix $X= \begin{pmatrix} H_n & R_nH_n \\ H_n & -R_nH_n \end{pmatrix}$ has entries of length $1$ and $$XX^* = 2n …
Maarten Havinga's user avatar