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J.A. Dieudonné - UMR 7351




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Mots clés

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