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J.A. Dieudonné - UMR 7351




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Mots clés

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