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J.A. Dieudonné - UMR 7351




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