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J.A. Dieudonné - UMR 7351




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Mots clés

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