An adaptive Hermite spectral method for Vlasov-Poisson that dynamically rescales the basis via a frequency indicator and a conservative projection operator to handle filamentation while preserving invariants.
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2026 2verdicts
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An implicit dynamical tensor-train method for stiff kinetic equations with Fokker-Planck collisions that formulates substeps as Sylvester equations solved by direct structured solvers.
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Solving Vlasov-Poisson system with an adaptive Hermite spectral method
An adaptive Hermite spectral method for Vlasov-Poisson that dynamically rescales the basis via a frequency indicator and a conservative projection operator to handle filamentation while preserving invariants.
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Implicit Dynamical Tensor Train Approximation for Kinetic Equations with Stiff Fokker--Planck Collisions
An implicit dynamical tensor-train method for stiff kinetic equations with Fokker-Planck collisions that formulates substeps as Sylvester equations solved by direct structured solvers.