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J.A. Dieudonné - UMR 7351




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