Browsing School of Mathematical Sciences by Subject "quant-ph"
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Algebraic Aspects of Boundaries in the Kitaev Quantum Double Model
(AIP Publishing, 2022-08-12)We provide a systematic treatment of boundaries based on subgroups K ⊆ G for the Kitaev quantum double D(G) model in the bulk. The boundary sites are representations of a -subalgebra Ξ ⊆ D(G) and we explicate its structure ...