Quantum Automorphism Groups of Connected Locally Finite Graphs and Quantizations of Discrete Groups
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DOI: 10.1093/imrn/rnad099
Abstract: We construct for every connected locally finite graph $\Pi $ the quantum automorphism group $\operatorname{QAut} \Pi $ as a locally compact quantum group. When $\Pi $ is vertex transitive, we associate to $\Pi $ a… read more here.
Keywords: quantum automorphism; group; finite graphs; operatorname qaut ... See more keywords