Stochastic differential equations Backward stochastic differential equation Kernel smoothing Backward error analysis Shape optimization Asymptotic analysis Diffusion Finite element method PIV Uncertainty quantification Asymptotic preserving schemes Propagation of chaos Singularities Algebraic geometry Safe screening Consistency Finite elements Wigner measures FOS Mathematics Grenoble Holomorphic foliations Missing values Regularity Solitary waves Algorithms Schrödinger operator Gabidulin codes Schrödinger equation Complexity Random walk Viscosity solutions Homogenization Analyse semi-classique Spectral gap Uniqueness Asymptotic distribution Fluid mechanics Moduli space Probability Kinetic equations Spectral theory Magnetic Laplacian Stochastic partial differential equations Numerical simulations Turbulence Mean field limit Nonlinear Schrödinger equation Fluid-structure interaction Real algebraic geometry Diffusion limit Dimension reduction Global existence Invariant measure Moduli spaces Nonparametric estimation Nonlinear geometric optics Oceanography Geometric group theory Rate of convergence Semiclassical analysis Normal form Markov chains Averaging Markov chain Lyapunov exponents Bootstrap Convergence Vlasov equation Backward stochastic differential equations Numerical analysis Cryptography Simulations Spectral method Dependence Navier-Stokes equations Ergodicity Optimization Hamilton-Jacobi equations Normal forms Algorithm White noise Asymptotic behavior Stability Large eddy simulation Entropy Optimal control Foliations Recurrence Hyperelliptic curves Dynamical systems Isomonodromic deformations Microlocal analysis Coupling Central limit theorem Data assimilation Courbes elliptiques Asymptotic normality Numerical range Partial differential equations Turbulence models