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J.A. Dieudonné - UMR 7351




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Mots clés

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