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J.A. Dieudonné - UMR 7351




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Mots clés

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