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J.A. Dieudonné - UMR 7351




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