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

 


 

NOMBRE DE DOCUMENTS

3 276

NOMBRE DE NOTICES

1 903

EVOLUTION DES DÉPÔTS

RÉPARTITION DES DÉPÔTS PAR TYPE DE DOCUMENT

Open Access LJAD

79 %

 

Mots clés

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