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J.A. Dieudonné - UMR 7351




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Mots clés

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