In polarization dynamics of light in dispersive nonlinear fibers, waves show either irreversible thermalization or reversible dynamics mediated by anomalous correlators, as predicted by wave turbulence theory and confirmed experimentally.
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Time-dependent modulation of nonlinearity stabilizes metastable nonlinear waves in non-PT-symmetric harmonic traps with complex potentials, unlike static designs alone.
Ground-state quantum Monte Carlo calculations demonstrate scale invariance of the polaron energy at the Mott-superfluid critical point in a lattice Bose gas and extract an unexplained scaling exponent.
Simplified step-potential model shows critical velocity of BEC superflow minimized to zero at local condensation transition with v_c scaling as L_x to the power -0.963.
Using Hartree-Fock-Bogoliubov theory in the Popov approximation, the authors determine the finite-temperature phase diagram of Rabi-coupled Bose mixtures via spin gap softening and analyze collective modes in homogeneous and quasi-1D trapped geometries.
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Scale invariance of the polaron energy at the Mott-superfluid critical point
Ground-state quantum Monte Carlo calculations demonstrate scale invariance of the polaron energy at the Mott-superfluid critical point in a lattice Bose gas and extract an unexplained scaling exponent.
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Anomalous minimization for critical velocity of superflow along a step potential
Simplified step-potential model shows critical velocity of BEC superflow minimized to zero at local condensation transition with v_c scaling as L_x to the power -0.963.
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Finite-temperature phase diagram and collective modes of coherently coupled Bose mixtures
Using Hartree-Fock-Bogoliubov theory in the Popov approximation, the authors determine the finite-temperature phase diagram of Rabi-coupled Bose mixtures via spin gap softening and analyze collective modes in homogeneous and quasi-1D trapped geometries.