MALICE Inria Team

Lab. Hubert Curien
UMR CNRS 5516
Saint-Etienne, FRANCE
The Inria MALICE team, whose members have a strong expertise in statistical learning, applied mathematics, statistics and optimization, develops algorithmic and theoretical research focused on integrating physical knowledge into machine learning (ML) models.
Leveraging the skills present at the Hubert Curien lab in physics, MALICE aims to foster the development of new methodological contributions in Physics-informed Machine Learning (PiML) with a primary targeted application in Surface Engineering, making possible scientific breakthroughs in both Machine Learning and Physics. Our team focuses on several challenges, including (i) a limited access to training data and the availability of only incomplete background knowledge (typically in the form of Partial Differential Equations - PDEs), (ii) the need of deriving theoretical (generalization, approximation, optimization) guarantees on models learned from both data and physical knowledge and (iii) a strong necessity to transfer knowledge from one dynamical system to another. The advances carried out in machine learning allow to better understand the physics underlying the mechanisms of laser/radiation-matter interaction, enabling to address numerous societal challenges in the fields of space, nuclear, defense, energy or health.
MALICE envisions its activity according to the following three objectives:
1: Theoretical frameworks when learning from data and background knowledge
2: Integration and extraction of knowledge via physics-informed ML models
3: Domain generalization and transfer learning between physical dynamics
Contact marc.sebban@inria.fr in case you wish to apply to an Inria research associate (CR or ISFP) position in our team
news
Jun 4, 2025 | Our paper Provably Accurate Adaptive Sampling for Collocation Points in Physics-informed Neural Networks has been accepted to ECML 2025 ! Read the article here |
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May 2, 2025 | Quentin Bertand ‘s paper Q-learners Can Provably Collude in the Iterated Prisoner’s Dilemma has been accepted to ICML! Read the article here |
May 1, 2025 | Our paper A Bregman Proximal Viewpoint on Neural Operators has been accepted to ICML! Read the article here |
Mar 20, 2025 | Malice team won 2 calls for associated team projects ! We are happy to welcome the new team DYNAMO associated with ITT - Genova – Italie and LSD associated with MILA- Montreal - Canada |
Feb 21, 2025 | Quentin Bertrand is in the spotlight this month in Inria France news, with his research On the stability of iterative retraining of generative models on their own data . Read the article here |




