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J.A. Dieudonné - UMR 7351




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Mots clés

Volumes finis Optimisation Mathematical model Machine learning Water waves Optimization Shallow water equations Euler equations Maxwell equations Maxwell's equations PDE Bifurcations Finite volume methods Finite element method Fractional BV spaces Inverse problem Macroscopic traffic flow models Automatic differentiation Blow-up Chua attractor Shape optimization Friction Modelling Finite volume Discontinuous Galerkin methods Model selection Finite volume scheme Plasma equilibrium Hydrostatic reconstruction Harmonic numbers Finite Volume Tokamak Chaos Boundary conditions Domain decomposition Small divisors Density estimation Inverse problems Control Game theory Controllability Asymptotic analysis Dynamical systems Nanophotonics Numerical analysis Microwave imaging Adaptive estimation Operads Segmentation Numerical simulation Discontinuous Galerkin method Normal forms Finite volumes Overland flow Bifurcation theory Co-clustering Clustering Energy conservation Finite volume schemes Deep learning Data completion Finite element Shallow water Modélisation Simulation VOLUMES FINIS Solitary waves Bifurcation Aerodynamics Conservation laws Wave propagation Hyperbolic systems Stabilité Convergence Parallel computing Finite elements Équations de Maxwell Turbulence Interpolation Interacting particle systems Convergence analysis Excursion sets Memristor Fluid-structure interaction Optimal control Scalar conservation laws Finite volume method Consistency Hawkes process Classification Cauchy problem Modeling Partial differential equations Rheology Cryptography Operad Discontinuous Galerkin Metasurface Complexity Stability