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J.A. Dieudonné - UMR 7351




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Mots clés

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