Welcome to Thibaut Germain’ webpage!

About me

My research interests lie at the intersection of machine learning, geometry, and dynamical systems. More specifically, I focus on developing machine learning methods tailored to dynamical systems and time series, with a particular emphasis on the interpretability, comparison, and transport of dynamic behaviors.

Since March 2025, I have been a postdoctoral researcher at Centre de Mathématiques Appliquées de Polytechnique (CMAP), working with Karim Lounici and Rémi Flamary on domain adaptation for stochastic dynamical systems through their transfer operators.

Before, I was PhD student at Centre Borelli, a research lab from ENS Paris-Saclay under the supervision of Charles Truong and Laurent Oudre. I developed shape-based methods tailored for the discovery and statistical analysis of time series patterns with a particular focus on biomedical applications [thesis pdf].

contact: thibaut.germain.pro [at] gmail.com

News

  • February 2026: Paper accepted on ICLR on novel Wasserstein metrics between operator representation of dynamical systems.
    reference
    • T. Germain, R. Flamary, V. R. Kostic, K. Lounici, A Spectral-Grassmann Wasserstein metric for operator representations of dynamical systems (ICLR), 2026. [link][github][pdf]
  • May 2025: Paper accepted to ICML on the hard-coding of time series invariances in convolutional neural layers to improve robustness and generalization.
    reference
    • Germain, T., Kosma, C., & Oudre, L. (2025). Time series representations with hard-coded invariances. In the 42nd International Conference on Machine Learning (ICML). [link][github][pdf]
  • April 2025: Survey paper accepted to Very Large DataBases journal (VLDB) on the problem of motif discovery in time series.
    reference
    • Guerrini, V., Germain, T., Truong, C., Oudre, L, & Boniol, P. (2025). Time Series Motif Discovery: A Comprehensive Evaluation. Proceedings of the VLDB Endowment. [python package][github][pdf]
  • September 2024: Paper accepted to NeurIPS on the representation of time series through diffeomorphic deformations.
    reference
    • Germain, T., Gruffaz, S., Truong, C., Durmus, A., & Oudre, L. (2024). Shape analysis for time series. In 2024 38th Annual Conference on Neural Information Processing Systems (NeurIPS). [link][github][pdf]
  • July 2024: I have been to Duke University as a visiting researcher in Sapiro lab to work on facial emotions recognition and analysis for therapeutic evaluation of eating disorders.