index - Archive ouverte HAL Accéder directement au contenu
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

3 278

NOMBRE DE NOTICES

1 903

EVOLUTION DES DÉPÔTS

RÉPARTITION DES DÉPÔTS PAR TYPE DE DOCUMENT

Open Access LJAD

79 %

 

Mots clés

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