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J.A. Dieudonné - UMR 7351




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Chemotaxis Bifurcations Small divisors Chaos Nonlinear elliptic equations Numerical analysis Adaptive estimation SHAPE OPTIMIZATION NAVIER-STOKES EQUATIONS Isogeometric analysis Optimization Solitary waves Scalar conservation laws Operads Finite volume Model selection Aerodynamics Harmonic domain Conservation laws Seismic imaging Domain decomposition Nanophotonics Random graphs Source terms Inverse problems Finite element method Image segmentation Finite volume methods Workflows Operator splitting Entropy solution Shape optimization Shallow water Periodic solutions Game theory Modélisation Convergence Discontinuous Galerkin methods Maxwell equations Finite elements Hyperbolic systems Density estimation Interacting particle systems Finite volumes Hydrostatic reconstruction Blow-up Boundary conditions Bifurcation theory Discontinuous Galerkin method Complexity Turbulence CFD Pattern formation Stability Finite element Coextrusion Nonlinear water waves Euler equations Nonlinear vibrations Simulation Hybridizable discontinuous Galerkin method Water waves Finite volume scheme Operad Segmentation Poisson process Finite volume schemes Partial differential equations Inverse problem Gibbs distributions Rheology Overland flow VOLUMES FINIS Large deviations Dynamical systems PDE Normal form Stabilité Well-balanced scheme Optimal control Équations de Maxwell Interpolation Descent direction Shallow water equations Tokamak Consistency Plasma equilibrium Classification Parallel computing Discontinuous Galerkin Normal forms Implicitization Elastic waves Friction Convergence analysis Data completion Saint-Venant Finite volume method Maxwell's equations Optimisation