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J.A. Dieudonné - UMR 7351




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