Loading...
Mots-clés
Kinetic equations
Optimal control
Finite Element Method
PIV
Stochastic partial differential equations
Global existence
Dislocation dynamics
Turbulence models
Asymptotic behavior
Conduction
Conservation laws
Boundary layer
Two-scale convergence
Interaction fluide-structure
Long-time behavior
MPCC
Reaction-diffusion
Fluid-structure interaction
Diffusion limit
Dynamical system
Cardiac electrophysiology
Stability
Shape optimization
Controllability
Asymptotic analysis
Error estimate
Nonlocal Hamilton-Jacobi Equations
B-series
Adjoint model
Spectral set
Hamilton-Jacobi equations
Vlasov equation
Homogenization
Asymptotic Analysis
Deconvolution models
65L20
Binary alloys
Finite elements
Nonlinear Schrödinger equation
FOS Mathematics
Invariant measure
Concrete
Robust control
Viscosity solutions
Highly-oscillatory
Turbulence
Asymptotic preserving schemes
Robust optimization
Highly oscillatory problems
Navier-Stokes equations
Numerical simulations
Formal series
Chapman-Enskog expansion
White noise
Uncertainty quantification
Navier-Stokes Equations
Interpolation
Stroboscopic averaging
Helmholtz decomposition
Vlasov-Poisson equation
Reaction-diffusion system
Finite element method
Fractured porous media
DATA ASSIMILATION
Regularity
Markov chain
Fluid mechanics
Porous media
Elasticity
Ensemble forecasts
Oceanography
Diffusion
Numerical simulation
Eikonal equation
Entropy
Data assimilation
Numerical range
Modal analysis
Uniform accuracy
Fine-scale substructure
Timoshenko beam
Lower-bound gradient estimate
Degenerate parabolic equations
Maximum principle
Schrödinger equation
Density matrix
Subdivision
BGK equation
$L^1-$dependence in time
Averaging
Large eddy simulation
Convergence
Backward error analysis
Scattering
Nonlocal front propagation
Micro-macro decomposition
Ensemble forecasting
Population dynamics
Optimization
Level-set approach