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J.A. Dieudonné - UMR 7351




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2 852

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1 721

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Mots clés

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