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J.A. Dieudonné - UMR 7351




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