Establishes algebraic mixing rates of arbitrary order for relativistic Langevin dynamics with singular potentials and proves Newtonian limit convergence on finite time windows.
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Trend to equilibrium and Newtonian limit for the relativistic Langevin equation with singular potentials
Establishes algebraic mixing rates of arbitrary order for relativistic Langevin dynamics with singular potentials and proves Newtonian limit convergence on finite time windows.