Proves a general complexity bound: quantum systems solvable via size-independent level-p positivity have entanglement complexity scaling polynomially in p, linking RDM N-representability constraints to computational tractability.
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Non-Hermiticity in hopping amplitudes catalyzes spontaneous symmetry breaking into CDW and SDW orders at weaker interactions on Euclidean and hyperbolic lattices while preserving DOS scaling near zero energy.
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Entanglement Complexity in Many-body Systems from Positivity Scaling Laws
Proves a general complexity bound: quantum systems solvable via size-independent level-p positivity have entanglement complexity scaling polynomially in p, linking RDM N-representability constraints to computational tractability.
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Non-Hermitian catalysis of spontaneous symmetry breaking on Euclidean and hyperbolic lattices
Non-Hermiticity in hopping amplitudes catalyzes spontaneous symmetry breaking into CDW and SDW orders at weaker interactions on Euclidean and hyperbolic lattices while preserving DOS scaling near zero energy.