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J.A. Dieudonné - UMR 7351




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Mots clés

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