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J.A. Dieudonné - UMR 7351




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Mots clés

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