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J.A. Dieudonné - UMR 7351




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Mots clés

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