Quantum groups and Hadamard matrices

Mathematics – Operator Algebras

Scientific paper

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22 pages

Scientific paper

To any complex Hadamard matrix we associate a quantum permutation group. The
correspondence is not one-to-one, but the quantum group encapsulates a number
of subtle properties of the matrix. We investigate various aspects of the
construction: compatibility to product operations, characterization of matrices
which give usual groups, explicit computations for small matrices.

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