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J.A. Dieudonné - UMR 7351




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Mots clés

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