Loading...
Bienvenue dans la collection du Laboratoire de Mathématiques
J.A. Dieudonné - UMR 7351
A partir de cette page, vous pouvez :
- Accéder au site de la Bibliothèque du laboratoire
- Consulter l'ensemble des dépôts du laboratoire grâce au menu de gauche
- Déposer des publications sur HAL ou sur HAL Université Côte d'Azur
DERNIERS DÉPÔTS
NOMBRE DE DOCUMENTS
3 503
NOMBRE DE NOTICES
1 978
EVOLUTION DES DÉPÔTS
RÉPARTITION DES DÉPÔTS PAR TYPE DE DOCUMENT
Open Access LJAD
79 %
Mots clés
Excursion sets
Consistency
Discontinuous Galerkin method
Adaptive estimation
Scalar conservation laws
Bifurcation theory
Discontinuous Galerkin
Cauchy problem
Dynamical systems
Finite volume scheme
Density estimation
Magnetohydrodynamics
Nanophotonics
Turbulence
Blow-up
Inverse problem
Wave propagation
Stabilité
Discontinuous Galerkin methods
Deep learning
Descent direction
Small divisors
Finite volumes
Duality
Convergence analysis
Hydrostatic reconstruction
Conservation laws
Shape optimization
Convergence
Modélisation
Shallow water
Domain decomposition
Clustering
Water waves
Electromagnetics
Memristor
Plasma equilibrium
PDE
Classification
Automatic differentiation
Rheology
Fluid-structure interaction
Normal forms
Friction
Parallel computing
Finite volume
Boundary conditions
Simulation
Model selection
Interpolation
Chaos
Harmonic numbers
Modelling
Asymptotic analysis
Segmentation
Hyperbolic systems
EDP
Finite Volume
Game theory
Interacting particle systems
Optimisation
Stability
Finite volume methods
Finite elements
Gibbs distributions
Optimization
Finite volume schemes
Aerodynamics
Metasurface
Modeling
VOLUMES FINIS
Solitary waves
Bifurcations
Numerical analysis
Overland flow
Partial differential equations
Mathematical model
Finite element method
Maxwell's equations
Finite element
Volumes finis
Complexity
Operad
Shallow water equations
Energy conservation
Entropy solution
Inverse problems
Machine learning
Operads
Fractional BV spaces
Optimal control
Controllability
Finite volume method
Euler equations
Numerical simulation
Tokamak
Macroscopic traffic flow models
Hybridizable discontinuous Galerkin method
Data completion
Maxwell equations