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J.A. Dieudonné - UMR 7351




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