In the long-range Haldane-Shastry model, pristine Poisson level statistics emerge only with combined position disorder and random magnetic fields, with an approximate scaling collapse governed by the product αδ when SU(2) symmetry is broken.
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Random spin-orbit coupling systematically lowers the quantum percolation threshold in site-diluted honeycomb lattices while shifting the critical behavior toward the two-dimensional symplectic universality class.
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Level statistics of the disordered Haldane-Shastry model with $1/r^\alpha$ interaction
In the long-range Haldane-Shastry model, pristine Poisson level statistics emerge only with combined position disorder and random magnetic fields, with an approximate scaling collapse governed by the product αδ when SU(2) symmetry is broken.
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Quantum percolation in honeycomb lattices under random spin-orbit coupling
Random spin-orbit coupling systematically lowers the quantum percolation threshold in site-diluted honeycomb lattices while shifting the critical behavior toward the two-dimensional symplectic universality class.