Si vous souhaitez faire un projet de semestre ou de master chez la chaire CSQI, n’hésitez pas à nous contacter.
Voici une liste (incomplète) des sujets disponibles pour le semestre de printemps 2026 :
- Efficient Gradient-free Riemannian Langevin Sampler via reduced order modeling
- Nonlinear manifold reduction and physics-informed surrogates for parametric PDEs in fluid dynamics
- Equation-Driven Reduced-Order Modeling of Limit-Cycle Dynamics in Gas-Bearing Rotors
- Dynamical Low-Rank Filters enhanced by Localization/Inflation
- Randomized Algorithms for Efficient Active-Subspace Computation
- Data assimilation in geophysics models
- Optimal transport based adaptive hyper-reduction in Reduced Basis Method
- Bayesian parameter estimation for partially observed diffusion processes via MLMC
- Convergence rates for Gaussian Process Regression