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J.A. Dieudonné - UMR 7351




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Mots clés

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