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J.A. Dieudonné - UMR 7351




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3 164

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1 855

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Mots clés

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