Symplectic learning for Hamiltonian neural networks von David, Marco, Méhats, Florian

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Uniformly accurate Particle-in-Cell method for the long time solution of the two-dimensional Vlasov–Poisson equation with uniform strong magnetic field von Crouseilles, Nicolas, Lemou, Mohammed, Méhats, Florian, Zhao, Xiaofei

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A New Class of Uniformly Accurate Numerical Schemes for Highly Oscillatory Evolution Equations von Chartier, Philippe, Lemou, Mohammed, Méhats, Florian, Vilmart, Gilles

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Uniformly accurate numerical schemes for highly oscillatory Klein–Gordon and nonlinear Schrödinger equations von Chartier, Philippe, Crouseilles, Nicolas, Lemou, Mohammed, Méhats, Florian

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Models of dark matter halos based on statistical mechanics: The fermionic King model von Chavanis, Pierre-Henri, Lemou, Mohammed, Méhats, Florian

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Uniformly accurate schemes for drift–oscillatory stochastic differential equations von Almuslimani, Ibrahim, Chartier, Philippe, Lemou, Mohammed, Méhats, Florian

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Derivative-free high-order uniformly accurate schemes for highly oscillatory systems von Chartier, Philippe, Lemou, Mohammed, Méhats, Florian, Zhao, Xiaofei

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Asymptotic Preserving schemes for highly oscillatory Vlasov–Poisson equations von Crouseilles, Nicolas, Lemou, Mohammed, Méhats, Florian

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The quantum Liouville–BGK equation and the moment problem von Méhats, Florian, Pinaud, Olivier

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Uniformly accurate methods for Vlasov equations with non-homogeneous strong magnetic field von Chartier, Philippe, Crouseilles, Nicolas, Lemou, Mohammed, Méhats, Florian, Zhao, Xiaofei

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Orbital stability of spherical galactic models von Lemou, Mohammed, Méhats, Florian, Raphaël, Pierre

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A kinetic model for the transport of electrons in a graphene layer von Fermanian Kammerer, Clotilde, Méhats, Florian

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Improved error estimates for splitting methods applied to highly-oscillatory nonlinear Schrödinger equations von Chartier, Philippe, Méhats, Florian, Thalhammer, Mechthild, Zhang, Yong

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Highly-oscillatory evolution equations with multiple frequencies: averaging and numerics von Chartier, Philippe, Lemou, Mohammed, Méhats, Florian

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Uniformly accurate numerical schemes for the nonlinear Dirac equation in the nonrelativistic limit regime von Lemou, Mohammed, Méhats, Florian, Zhao, Xiaofei

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Micro-Macro Schemes for Kinetic Equations Including Boundary Layers von Lemou, Mohammed, Mehats, Florian

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A Micro-Macro Method for a Kinetic Graphene Model in One Space Dimension von Crouseilles, Nicolas, Jin, Shi, Lemou, Mohammed, Méhats, Florian

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Strong Confinement Limit for the Nonlinear Schrödinger Equation Constrained on a Curve von Méhats, Florian, Raymond, Nicolas

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Nonlinear Stability Criteria for the HMF Model von Lemou, Mohammed, Luz, Ana Maria, Méhats, Florian

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Stable ground states for the HMF Poisson model von Fontaine, Marine, Lemou, Mohammed, Méhats, Florian

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