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J.A. Dieudonné - UMR 7351




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Mots clés

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