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J.A. Dieudonné - UMR 7351




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