Pairing amplitude in time-dependent quantum gases satisfies a fractional differential equation, producing universal short-time self-similar dynamics that quantitatively matches experiment.
Hofmann, High-temperature expansion of the viscosity in interacting quantum gases, Phys
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Second-order corrections in the scattering length shift the zero-sound velocity by factors exp(6) (density) and exp(-2) (polarization) relative to RPA predictions in a weakly interacting Fermi gas.
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Fractional short-time dynamics in driven quantum gases
Pairing amplitude in time-dependent quantum gases satisfies a fractional differential equation, producing universal short-time self-similar dynamics that quantitatively matches experiment.
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A low-energy effective Hamiltonian for Landau quasiparticles: II Application to the contact Fermi gas
Second-order corrections in the scattering length shift the zero-sound velocity by factors exp(6) (density) and exp(-2) (polarization) relative to RPA predictions in a weakly interacting Fermi gas.