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J.A. Dieudonné - UMR 7351




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Mots clés

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