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J.A. Dieudonné - UMR 7351




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