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J.A. Dieudonné - UMR 7351




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Mots clés

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