Proves phase mixing estimates for densities in the nonlinear Hartree equation around stable equilibria via nonlinear iteration and provides a Penrose-Lindhard stability criterion based on the equilibrium marginal.
Asymptotic stability of a wide class of stationary solutions for the Hartree and Schr¨ odinger equations for infinitely many particles
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Phase mixing estimates for the nonlinear Hartree equation of infinite rank
Proves phase mixing estimates for densities in the nonlinear Hartree equation around stable equilibria via nonlinear iteration and provides a Penrose-Lindhard stability criterion based on the equilibrium marginal.