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J.A. Dieudonné - UMR 7351




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