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J.A. Dieudonné - UMR 7351




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