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J.A. Dieudonné - UMR 7351




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Mots clés

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