Perturbations to the chiral Z_p toric code induce Hall-on-Toric descendant states featuring fractional Z_p charges and increased topological degeneracy, identified via iDMRG analysis of entanglement and generalized Hall conductance.
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Derives conditions for TEE probes, generalizes cyclic and multi-information quantities, and verifies holographic entropy inequalities for gapped topological states.
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Hall-on-Toric: Descendant Laughlin state in the chiral $\mathbb{Z}_p$ toric code
Perturbations to the chiral Z_p toric code induce Hall-on-Toric descendant states featuring fractional Z_p charges and increased topological degeneracy, identified via iDMRG analysis of entanglement and generalized Hall conductance.
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Topological entanglement entropy meets holographic entropy inequalities
Derives conditions for TEE probes, generalizes cyclic and multi-information quantities, and verifies holographic entropy inequalities for gapped topological states.
- Left-Right Relative Entropy