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J.A. Dieudonné - UMR 7351




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Mots clés

Seismic imaging Tokamak Elastic waves Game theory Partial differential equations Modélisation Workflows Maxwell's equations Gibbs distributions Discontinuous Galerkin Source terms Numerical analysis Finite volume method Normal form Harmonic numbers Complexity Parallel computing Small divisors Aerodynamics Classification Turbulence Harmonic domain Adaptive estimation Convergence analysis Finite elements Data completion Hydrostatic reconstruction Electromagnetics Rheology Scalar conservation laws Conservation laws Density estimation Hybridizable discontinuous Galerkin method Finite volume methods Hyperbolic systems Segmentation Plasma equilibrium Stability Friction Shallow water Inverse problems Bifurcations Finite element Nonlinear vibrations Entropy solution Boundary conditions Chemotaxis Optimisation Finite volume scheme Fractional BV spaces Blow-up EDP Finite volume schemes Level sets VOLUMES FINIS Operads Periodic solutions Descent direction Finite volumes CFD Domain decomposition methods Nonlinear water waves Euler equations Finite element method Large deviations Optimization Discontinuous Galerkin methods Consistency Water waves Équations de Maxwell Asymptotic analysis Solitary waves Operad Simulation Discontinuous Galerkin method Wave propagation Duality Optimal control Dynamical systems PDE Chaos Nanophotonics Interpolation Model selection Finite volume Normal forms Stabilité Image segmentation Shape optimization Convergence Isogeometric analysis Coextrusion Maxwell equations Shallow water equations Well-balanced scheme Inverse problem Interacting particle systems Domain decomposition Implicitization Bifurcation theory