mots-cles - Equipe Analyse numérique et modélisation - IRMAR

 

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