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J.A. Dieudonné - UMR 7351




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Mots clés

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