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J.A. Dieudonné - UMR 7351




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Mots clés

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