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J.A. Dieudonné - UMR 7351




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Mots clés

Maxwell equations Data completion Modeling Finite element method Deep learning Discontinuous Galerkin Finite volumes Finite elements Magnetohydrodynamics Inverse problem Excursion sets Nash game Tokamak Euler equations Bifurcations Variable selection Conservation laws Convergence analysis Interpolation VOLUMES FINIS Plasma equilibrium Complexity Adaptive estimation Harmonic numbers Friction Simulation Finite volume scheme Discontinuous Galerkin methods Wave propagation Controllability Discontinuous Galerkin method Partial differential equations Fractional BV spaces Game theory Nonlinear water waves Chaos Modélisation Water waves Aerodynamics Finite element Inverse problems Density estimation Boundary conditions Numerical analysis Fluid-structure interaction Model selection Finite volume methods Parallel computing Stabilité Small divisors Descent direction Shallow water equations Shape optimization Hydrostatic reconstruction Volumes finis Dynamical systems Stability Macroscopic traffic flow models Segmentation Domain decomposition Nanophotonics Normal forms Finite volume method Rheology Hybridizable discontinuous Galerkin method Solitary waves Scalar conservation laws Energy conservation Optimisation Classification Finite volume Overland flow PDE Convergence Finite volume schemes Interacting particle systems Domain decomposition methods Nonlinear vibrations Hyperbolic systems Bifurcation theory Finite Volume Workflows Well-balanced scheme Entropy solution Maxwell's equations Operads Optimization Turbulence Normal form Operad Blow-up Équations de Maxwell Optimal control Consistency Seismic imaging Modelling Periodic solutions Gibbs distributions Shallow water Source terms