Complex Hadamard matrices and Equiangular Tight Frames

Mathematics – Functional Analysis

Scientific paper

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6 pages, contribution to the 16th ILAS conference, Pisa, 2010

Scientific paper

In this paper we give a new construction of parametric families of complex Hadamard matrices of square orders, and connect them to equiangular tight frames. The results presented here generalize some of the recent ideas of Bodmann et al. and extend the list of known equiangular tight frames. In particular, a (36,21) frame coming from a nontrivial cube root signature matrix is obtained for the first time.

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