I am currently working towards my PhD thesis in the Applied Mathematics Department at the University of Cambridge. In this stimulating environment, I am learning to become a well-rounded Machine Learning researcher.
We are gradually entering in a phase where humans will increasingly interact with generative and predictive AIs, hence forming human-AI teams. I see an immense potential in these teams to approach cutting-edge scientific and medical problems. My research focuses on making these teams more efficient by improving the information flow between complex ML models and human users. This touches upon various subjects of the AI literature, including ML Interpretability, Robust ML and Data-Centric AI. In some sense, my goal is to build this microscope that would allow human beings to look inside a machine learning model. Through the interface of this microscope, human beings can rigorously validate ML models, extract knowledge from them and learn to use these models more efficiently.
Download my resumé.
PhD in Applied Mathematics, 2020-2024
University of Cambridge
MASt in Applied Mathematics, 2018-2019
University of Cambridge
M1 in Physics, 2017-2018
Ecole Normale Supérieure Paris
Bachelor in Engineering, 2014-2017
Université Libre de Bruxelles
Experience in big-tech companies, implementation of SOTA ML
Strong mathematical background, my publications have strong theoretical components
Presentation of my research at many prestigious venues (NeurIPS, ICML, ICLR)
~50% of my publications are the result of collaborative work
~50% of my publications are the result of autonomous work
Supervision of several MPhil and PhD students, creation of pedagogical YouTube videos
We investigate what makes multimodal models that show good robustness with respect to natural distribution shifts (e.g., zero-shot CLIP) different from models with lower robustness using interpretability.
We assess the robustness of various interpretability methods by measuring how their explanations change when applying symmetries of the model to the input features.