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J.A. Dieudonné - UMR 7351




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