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J.A. Dieudonné - UMR 7351




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Mots clés

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