An explicit SSAV discretization of kinetic Langevin dynamics achieves order-one strong and weak convergence with error constants polynomial in time, even for superlinear-gradient potentials.
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An explicit splitting SAV scheme for the kinetic Langevin dynamics
An explicit SSAV discretization of kinetic Langevin dynamics achieves order-one strong and weak convergence with error constants polynomial in time, even for superlinear-gradient potentials.