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J.A. Dieudonné - UMR 7351




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