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Geometric integration of Vlasov equations and long time behavior

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FKTW05 - Frontiers in numerical analysis of kinetic equations

I will survey some results concerning the use of geometric integrators for Vlasov equations, based on the underlying Hamiltonian structure. I will show how high orders integrators can be derived and also discuss the long time behavior of the exact and numerical solutions which is driven by damping phenomena. 

This talk is part of the Isaac Newton Institute Seminar Series series.

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