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Circulant matrices with orthogonal rows and off-diagonal entries of absolute value 1

Daniel Uzcátegui ContrerasDardo GoyenecheOndřej TurekZuzana Václavíková — 2021

Communications in Mathematics

It is known that a real symmetric circulant matrix with diagonal entries d 0 , off-diagonal entries ± 1 and orthogonal rows exists only of order 2 d + 2 (and trivially of order 1 ) [Turek and Goyeneche 2019]. In this paper we consider a complex Hermitian analogy of those matrices. That is, we study the existence and construction of Hermitian circulant matrices having orthogonal rows, diagonal entries d 0 and any complex entries of absolute value 1 off the diagonal. As a particular case, we consider matrices whose...

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