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J.A. Dieudonné - UMR 7351




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Mots clés

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