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.
Polkovnikov, Phase space representation of quantum dynamics, Annals of Physics325, 1790 (2010)
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Variational perturbation theory extends the radius of convergence for steady-state calculations in open quantum systems and replaces pseudo-inverse computations with LU decomposition or Krylov recycling.
A protocol for NAND and NOR gates is introduced by coupling period-doubled states in DPO, KPO, and DLM systems via tunable pulse strength and duration.
Hybrid Lanczos and MPS methods with classical Ehrenfest phonons provide numerical evidence that electron-phonon coupling delocalizes strongly disordered systems and destabilizes finite-size many-body localization.
Stochastic feedback controls the kicked top across regimes, with semiclassical methods capturing low moments while quantum effects appear in higher moments, and control causes rapid purification that quenches qubit encoding even without control.
In a Holstein-Tavis-Cummings model, disorder induces robust non-Gaussian vibrational states in large ensembles that semiclassical approximations fail to capture.
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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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Variational Perturbation Theory in Open Quantum Systems for Efficient Steady State Computation
Variational perturbation theory extends the radius of convergence for steady-state calculations in open quantum systems and replaces pseudo-inverse computations with LU decomposition or Krylov recycling.
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Universal logic gates for coupled period-doubling systems
A protocol for NAND and NOR gates is introduced by coupling period-doubled states in DPO, KPO, and DLM systems via tunable pulse strength and duration.
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Hybrid quantum-classical matrix-product state and Lanczos methods for electron-phonon systems with strong electronic correlations: Application to disordered systems coupled to Einstein phonons
Hybrid Lanczos and MPS methods with classical Ehrenfest phonons provide numerical evidence that electron-phonon coupling delocalizes strongly disordered systems and destabilizes finite-size many-body localization.
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Measurement and feedback-driven adaptive dynamics in the classical and quantum kicked top
Stochastic feedback controls the kicked top across regimes, with semiclassical methods capturing low moments while quantum effects appear in higher moments, and control causes rapid purification that quenches qubit encoding even without control.
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Disorder-induced non-Gaussian states in large ensembles of cavity-coupled molecules
In a Holstein-Tavis-Cummings model, disorder induces robust non-Gaussian vibrational states in large ensembles that semiclassical approximations fail to capture.