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Profil personnel

Personal profile

He is currently a Professor at École nationale des Ponts et Chaussées - Institut Polytechnique de Paris (since 2023) and a permanent researcher at CERMICS (since 2019). He is also a visiting researcher at the Korean Institute for Advanced Studies (KIAS Scholar) since 2025 and holds an internal chair at Hi!Paris (Institut Polytechnique de Paris) in AI for Mathematics.

In 2019–2020, he was a research associate at Rutgers University, working with Benedetto Piccoli, while on leave from École des Ponts. Previously, he completed his PhD at the Jacques-Louis Lions Laboratory (Sorbonne University, UPMC) under the supervision of Jean-Michel Coron and co-supervised by Sébastien Boyaval (Laboratory of Hydraulics of Saint-Venant, École des Ponts Institut Polytechnique de Paris).

He had the opportunity to undertake long-term visiting stays at the Forschungsinstitut für Mathematik at ETH Zürich in 2017, and at the Department of Mathematics of Tongji University in 2018. He also visited the Mathematics Department at EPFL in 2022, the Department of Mathematical Sciences at Rutgers University-Camden in 2022 (short visit), and the Mathematics Department of Peking University in 2024 (long visit as a laureate of the France-China Young Talents program). In 2024, he was also invited to the Mathematics and Machine Learning program at Harvard CMSA. Additionally, he was an Oberwolfach Research Fellow / Research in Pairs participant in February 2022.

Intérêts de la recherche

He studies, on the one hand, the stabilization of partial differential equations and systems of such equations, that is, the ability to make a system stable when some form of control is available. He also explores the potential of using AI models to tackle advanced mathematical problems, with the goal of assisting mathematicians in finding solutions to problems that remain unsolved.

Empreinte digitale

Passez en revue plus en détail les thèmes de recherche où Amaury Hayat est actif. Ces libellés thématiques proviennent des travaux de cette personne. Ensemble, ils forment une empreinte digitale unique.
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