My name is Laetitia Chapel and I am currently a full professor in computer science at Institut Agro Rennes-Angers. I lead the TAGADA research team of IRISA, whose aim is to develop a mathematical and algorithmic theory of geometric alignment in artificial intelligence. My main research topic is machine learning through alignment with a particular focus on structured data such as time series, graphs, hierarchical representations. I defended my HDR ("habilitation à diriger des recherches") entitled "machine learning for structured data" in 2022.
News
- July 2026. Paper Sliced Transport Plans, with Eloi Tanguy and Julie Delon, has been accepted for publication in Mathematics of Computation.
- May 2026. New preprint out Vision Transformer Finetuning Benefits from Non-Smooth Components, poster at ICML 2026.
- March 2026. NeurIPS is going to take place in 3 locations this year: Sydney (main event), Atlanta and Paris. Stay tuned on https://neurips.cc/ for last updates. Interested in sponsoring the event? All the details here: here or contact sponsoring@neurips-europe.cc
- Dec. 2025. Project MacLEOD (PEPR IA) has been accepted. Looking forward to continue working on Machine Learning on geOmetries and Distributions!
- Oct./Nov 2025. I gave some talks about sliced Wasserstein Plans with application to CFM at AgroParisTech, Imaging in Paris seminar, ML at Aussois autumn school. You can download the slides here, here and here.
- Aug. 2025. New preprint out Sliced Optimal Transport Plans.
- May. 2025. New preprint out Bridging Arbitrary and Tree Metrics via Differentiable Gromov Hyperbolicity. Poster at NeurIPS.
- May. 2025. New preprint out Differentiable Generalized Sliced Wasserstein Plans. Poster at NeurIPS.
- Feb. 2025. Giving a keynote at Journées Transport optimal et ses applications en machine learning et analyse de données du GDR IASIS. The slides are on the Journées' website.
- Feb. 2025. Paper 'Leveraging covariance representations with Riemannian ResNet for Satellite Image Time Series classification' has been accepted at IGARSS. This is a joint work with Khizer Zakir, Charlotte Pelletier and Nicolas Courty.
- Jan. 2025. Paper One for all and all for one: Efficient computation of partial Wasserstein distances on the line has been accepted to ICLR