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J.A. Dieudonné - UMR 7351




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Mots clés

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