An operator contraction method with three fundamental rules exactly decomposes Laughlin and Halperin fractional quantum Hall states, allowing orbital entanglement spectra computations up to 16 particles that match chiral Luttinger liquid theory.
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Decoherence on abelian topological order is modeled as a temporal defect in double TQFT driving boundary anyon condensation transitions classified by Lagrangian subgroups of the doubled order.
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Decomposing Fractional Quantum Hall Wave Functions via Operator Contraction Multiplication
An operator contraction method with three fundamental rules exactly decomposes Laughlin and Halperin fractional quantum Hall states, allowing orbital entanglement spectra computations up to 16 particles that match chiral Luttinger liquid theory.
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Mixed-state topological order and the errorfield double formulation of decoherence-induced transitions
Decoherence on abelian topological order is modeled as a temporal defect in double TQFT driving boundary anyon condensation transitions classified by Lagrangian subgroups of the doubled order.