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J.A. Dieudonné - UMR 7351




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MOTS CLÉS

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