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J.A. Dieudonné - UMR 7351




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Mots clés

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