Local Boolean kinetic constraints added to Dicke superradiance generate extensive mixed-state entanglement and a hierarchy of long-range entangled singlet dark states while retaining superradiant N^2 scaling.
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Conditioning on rare boundary measurement outcomes in a quantum East circuit generates states with finite two-point correlations at arbitrary distances and an underlying Sierpiński-triangle fractal structure.
Exact non-Markovian dynamics and emitted photon wave-packet profiles are derived for a single-photon emitter in a 1D waveguide with a mirror interface.
A stochastic unravelling that stays inside the permutation-symmetric subspace cuts simulation cost for N two-level emitters from O(N^5) to O(N^2) (or O(N) with extra symmetries) and extends to d-level emitters.
A minimally invasive pair of weak measurements on an atomic BEC yields the two-time density-density correlation function (Van Hove function) and its Fourier transform, the dynamical structure factor.
A symbolic quantum-trajectory construction produces closed-form exponential sums for populations and observables in multichannel Dicke superradiance, including first-order phase transition resemblance for two channels and scaling laws for balanced multi-channel cases.
Theoretical framework shows magnons emitted from spin defect ensembles into a magnetic bath retain quantum correlations from the emitters, enabling generation of single- and many-body quantum magnonic states.
A tunable chain of Rydberg atoms in tweezers mediates both coherent and dissipative entanglement between two distant micro-electromechanical oscillators.
In Markovian open quantum systems with bistability, noise-induced stochastic switching limits relaxation and follows an Arrhenius law with inverse system size as effective temperature, distinct from deterministic slow relaxation due to a small Liouvillian gap.
Numerical study of monitored fermions finds integrable cases fit by linear-to-power-law interpolation for entanglement scaling, SYK shows volume law, and t-V hints at transition, with unrelated anomalous delocalization in Hilbert space.
citing papers explorer
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Extensive mixed-state entanglement in kinetically constrained superradiance
Local Boolean kinetic constraints added to Dicke superradiance generate extensive mixed-state entanglement and a hierarchy of long-range entangled singlet dark states while retaining superradiant N^2 scaling.
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Exact large deviations and emergent long-range correlations in sequential quantum East circuits
Conditioning on rare boundary measurement outcomes in a quantum East circuit generates states with finite two-point correlations at arbitrary distances and an underlying Sierpiński-triangle fractal structure.
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Exact dynamics of a single-photon emitter in front of a mirror
Exact non-Markovian dynamics and emitted photon wave-packet profiles are derived for a single-photon emitter in a 1D waveguide with a mirror interface.
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Permutation-symmetric quantum trajectories
A stochastic unravelling that stays inside the permutation-symmetric subspace cuts simulation cost for N two-level emitters from O(N^5) to O(N^2) (or O(N) with extra symmetries) and extends to d-level emitters.
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Repeated weak measurements: watching quantum correlations evolve
A minimally invasive pair of weak measurements on an atomic BEC yields the two-time density-density correlation function (Van Hove function) and its Fourier transform, the dynamical structure factor.
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Symbolic Quantum-Trajectory Method for Multichannel Dicke Superradiance
A symbolic quantum-trajectory construction produces closed-form exponential sums for populations and observables in multichannel Dicke superradiance, including first-order phase transition resemblance for two channels and scaling laws for balanced multi-channel cases.
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Generating single- and many-body quantum magnonic states
Theoretical framework shows magnons emitted from spin defect ensembles into a magnetic bath retain quantum correlations from the emitters, enabling generation of single- and many-body quantum magnonic states.
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Entanglement of mechanical oscillators mediated by a Rydberg tweezer chain
A tunable chain of Rydberg atoms in tweezers mediates both coherent and dissipative entanglement between two distant micro-electromechanical oscillators.
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Switching Dynamics of Metastable Open Quantum Systems
In Markovian open quantum systems with bistability, noise-induced stochastic switching limits relaxation and follows an Arrhenius law with inverse system size as effective temperature, distinct from deterministic slow relaxation due to a small Liouvillian gap.
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Entanglement behavior and localization properties in monitored fermion systems
Numerical study of monitored fermions finds integrable cases fit by linear-to-power-law interpolation for entanglement scaling, SYK shows volume law, and t-V hints at transition, with unrelated anomalous delocalization in Hilbert space.