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J.A. Dieudonné - UMR 7351




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Mots clés

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