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(S1.1) A unique vacuum charge, denoted by 1, has trivial fusion rules with other anyons

Basis of Hilbert space The objects called topological charges of an anyon model form a finite set {1, a, b, c,· · · }, obeying fusion rules: a × b = X c N c abc

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Quantum Resource Theories of Anyonic Entanglement

quant-ph · 2025-06-24 · unverdicted · novelty 6.0

Introduces three entanglement measures for anyonic systems showing decomposition of total entanglement into conventional and anyonic charge components with geometric equivalence.

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  • Quantum Resource Theories of Anyonic Entanglement quant-ph · 2025-06-24 · unverdicted · none · ref 54

    Introduces three entanglement measures for anyonic systems showing decomposition of total entanglement into conventional and anyonic charge components with geometric equivalence.