Lattice model states for Laughlin, Moore-Read, and Z_k Read-Rezayi fractional quantum Hall series are constructed with idealized energy, entanglement, and modified clustering properties distinct from continuum versions.
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A conformal field theory treatment of paired fractional quantum Hall states in the quantum point contact geometry yields stable strong-coupling fixed points and distinct transport scaling exponents that serve as fingerprints for identifying the underlying topological order.
Nonuniform strain tunes the crossover from trivial Andreev bound states to robust Majorana bound states in disordered superconductor-semiconductor heterostructures.
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Generalized Model Fractional Quantum Hall States on Lattices
Lattice model states for Laughlin, Moore-Read, and Z_k Read-Rezayi fractional quantum Hall series are constructed with idealized energy, entanglement, and modified clustering properties distinct from continuum versions.
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Universal Transport Theory for Paired Fractional Quantum Hall States in the Quantum Point Contact Geometry
A conformal field theory treatment of paired fractional quantum Hall states in the quantum point contact geometry yields stable strong-coupling fixed points and distinct transport scaling exponents that serve as fingerprints for identifying the underlying topological order.
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Strain-controlled crossover between Majorana and Andreev bound states in disordered superconductor-semiconductor heterostructures
Nonuniform strain tunes the crossover from trivial Andreev bound states to robust Majorana bound states in disordered superconductor-semiconductor heterostructures.