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J.A. Dieudonné - UMR 7351




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Mots clés

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