Accéder directement au contenu Accéder directement à la navigation
  1. Accueil
Bienvenue dans la collection du Laboratoire de Mathématiques
J.A. Dieudonné - UMR 7351




A partir de cette page, vous pouvez :

 

DERNIERS DÉPÔTS

Chargement de la page

 


 

NOMBRE DE DOCUMENTS

2 852

NOMBRE DE NOTICES

1 719

EVOLUTION DES DÉPÔTS

RÉPARTITION DES DÉPÔTS PAR TYPE DE DOCUMENT

Open Access LJAD

77 %

 

Mots clés

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

 

 

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