A 1D Mott insulator exhibits persistent, strengthening interference peaks and oscillatory exponentially decaying coherence across lattice sites, matching QMC simulations.
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A coupled-channel framework based on Bogoliubov modes efficiently describes spinor BEC dynamics near spin-spatial resonances, classifying resonant excitations and showing that beyond-quadratic terms are needed for long-time behavior.
An annular BEC coupled to a ring cavity forms rotating supersolids with persistent circulation and tunable chiral dynamics under optical driving by Laguerre-Gaussian beams.
Pair tunneling from dipolar interactions in a double-well Bose-Hubbard model induces ground-state parity modulations, qualitatively alters quantum phase transitions to NOON states, shifts critical points, and modifies macroscopic quantum self-trapping conditions.
A canonical formalism is introduced to analytically compute quantum fluctuations in positions, velocities, norms, and phases of solitons within 2- and 3-soliton breathers of the nonlinear Schrödinger equation after a coupling constant quench.
citing papers explorer
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The wave nature of a Mott insulator
A 1D Mott insulator exhibits persistent, strengthening interference peaks and oscillatory exponentially decaying coherence across lattice sites, matching QMC simulations.
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Dynamics of spinor Bose-Einstein condensates close to spin-spatial resonances
A coupled-channel framework based on Bogoliubov modes efficiently describes spinor BEC dynamics near spin-spatial resonances, classifying resonant excitations and showing that beyond-quadratic terms are needed for long-time behavior.
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Supersolid Rotation in an Annular Bose-Einstein Condensate coupled to a Ring Cavity
An annular BEC coupled to a ring cavity forms rotating supersolids with persistent circulation and tunable chiral dynamics under optical driving by Laguerre-Gaussian beams.
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Equilibrium and dynamical quantum phase transitions in dipolar atomic Josephson junctions
Pair tunneling from dipolar interactions in a double-well Bose-Hubbard model induces ground-state parity modulations, qualitatively alters quantum phase transitions to NOON states, shifts critical points, and modifies macroscopic quantum self-trapping conditions.
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A canonical approach to quantum fluctuations
A canonical formalism is introduced to analytically compute quantum fluctuations in positions, velocities, norms, and phases of solitons within 2- and 3-soliton breathers of the nonlinear Schrödinger equation after a coupling constant quench.