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J.A. Dieudonné - UMR 7351




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

Laboratoire de Mathématiques J.A. Dieudonné
UMR n° 7351 CNRS UNS
Université de Nice - Sophia Antipolis
Parc Valrose
06108 Nice Cedex 02
France