Relativistic scattering states of the Vlasov equation converge to their non-relativistic counterparts at order c^{-2} as c tends to infinity, proven through a new classical wave operator method.
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The non-relativistic limit of scattering states for the Vlasov equation with short-range interaction potentials
Relativistic scattering states of the Vlasov equation converge to their non-relativistic counterparts at order c^{-2} as c tends to infinity, proven through a new classical wave operator method.