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

3 289

NOMBRE DE NOTICES

1 903

EVOLUTION DES DÉPÔTS

RÉPARTITION DES DÉPÔTS PAR TYPE DE DOCUMENT

Open Access LJAD

79 %

 

Mots clés

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