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Laboratoire Jacques-Louis Lions
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Keywords
Periodic homogenization
Blood flow
Error estimates
Elasticity
Wave equation
Pontryagin maximum principle
Traveling waves
Domain decomposition methods
Décomposition de domaine
Asymptotic analysis
Analyse numérique
A posteriori error estimates
Mathematical modeling
Shells
Modeling
Computational fluid dynamics
Wolbachia
Finite volume method
Boundary conditions
Adaptive evolution
Observability
Heat equation
Dimension reduction
Contact
Optimal control
Uncertainty quantification
Cell division cycle
Numerical methods
Numerical simulations
Inverse problem
Control
Relaxation
Maximum principle
Hamilton-Jacobi equation
Exponential stability
Interaction fluide-structure
Cardiac electrophysiology
Schrödinger equation
Imaging in complex media
Cancer
Inverse problems
Gamma-convergence
Asymptotic behavior
Contrôle optimal
Finite element
Nonlinear elasticity
Mean field games
Backstepping
Null controllability
Finite volumes
Fluid-structure interaction
Modélisation
Stabilization
Chemotaxis
Convergence
Finite elements
Data assimilation
Calculus of variations
Hyperbolic systems
Optimization
Finite volume scheme
Viscosity solutions
Stability
Existence
Hemodynamics
Homogenization
Partial differential equations
Numerical simulation
Control theory
Structured populations
Free surface flows
Incompressible fluid
Navier-Stokes equations
Controllability
FreeFem++
Reaction-diffusion equations
Finite volume
Linear elasticity
Neural networks
Cell population dynamics
Numerical analysis
Gross-Pitaevskii equation
Analyse asymptotique
Kinetic equations
Finite element method
Mathematical biology
Integro-differential equations
Tumor growth
Shape optimization
Asymptotics
A posteriori error estimate
Domain decomposition
Level set method
Transport equation
Grenoble
Boltzmann equation
Population dynamics
Maxwell equations
Hamilton-Jacobi equations
Discontinuous Galerkin