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J.A. Dieudonné - UMR 7351




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Mots clés

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