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J.A. Dieudonné - UMR 7351




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Mots clés

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