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J.A. Dieudonné - UMR 7351




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Mots clés

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