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Bienvenue dans la collection du Laboratoire de Mathématiques
J.A. Dieudonné - UMR 7351




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3 228

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1 894

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Open Access LJAD

79 %

 

Mots clés

Well-balanced scheme Adaptive estimation Maxwell equations Inverse problems Solitary waves Normal form Aerodynamics Controllability Rheology Stability Harmonic numbers Discontinuous Galerkin methods Finite volume method Finite volume schemes Game theory Domain decomposition methods Fluid-structure interaction Finite volume Finite volume scheme Finite Volume Density estimation PDE Partial differential equations Numerical analysis Discontinuous Galerkin Hydrostatic reconstruction Shape optimization Normal forms Shallow water Finite volumes Discontinuous Galerkin method Modélisation Segmentation Hybridizable discontinuous Galerkin method Nash game Inverse problem Boundary conditions Plasma equilibrium Turbulence Operad Équations de Maxwell Entropy solution Descent direction Bifurcation theory Nonlinear vibrations Scalar conservation laws Conservation laws Nanophotonics Variable selection Maxwell's equations Operads Fractional BV spaces Chaos Tokamak Water waves Optimization Finite element Wave propagation Consistency Deep learning Euler equations VOLUMES FINIS Finite volume methods Source terms Excursion sets Stabilité Workflows Energy conservation Domain decomposition Model selection Gibbs distributions Volumes finis Magnetohydrodynamics Nonlinear water waves Convergence Dynamical systems Complexity Seismic imaging Shallow water equations Simulation Interacting particle systems Optimal control Bifurcations Macroscopic traffic flow models Parallel computing Blow-up Finite element method Finite elements Optimisation Overland flow Hyperbolic systems Modeling Modelling Periodic solutions Convergence analysis Small divisors Friction Classification Data completion Interpolation

 

 

Laboratoire de Mathématiques J.A. Dieudonné
UMR n° 7351 CNRS UNS
Université Cote d'Azur
Parc Valrose
06108 Nice Cedex 02
France