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Study of quantum symmetries for vertex-transitive graphs using intertwiner spaces
Published 31 Mar 2019 in math.QA | (1904.00455v1)
Abstract: We study quantum automorphism group of vertex-transitive graphs using intertwinner spaces of the magic unitary matrix associated to this quantum subgroups of $S_n+$. We also give some applications to quantum symmetries of circulant graphs as $C_{13}(3,4)$ and $C_{17}(2,4,8)$.
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