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J.A. Dieudonné - UMR 7351




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