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J.A. Dieudonné - UMR 7351




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MOTS CLÉS

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