TAPIE Samuel

Position Full professor
Teaching department
Faculté des Sciences et Technologies
Research group Geometry
Research fields

Riemannian Geometry of non-compact manifolds, through the study of ergodic properties of the geodesic flow on non-compact manifolds with negative curvature, of the spectrum of the Laplacian and of some geometric flows, and relations with geometric group theory, global analysis and other areas of geometry (conformal geometry, symplectic geometry, contact geometry…).

I am strongly involved in popularization of maths, especially through various projects for children and teenagers and collaborations with artists.

Keywords

Riemannian geometry, geodesic flow, Laplacian, ergodic theory, global analysis, geometric group theory, geometric flows.

Mail

IECL – Site de Nancy
Faculté des sciences et Technologies
Campus, Boulevard des Aiguillettes
54506 Vandœuvre-lès-Nancy

Email samuel.tapie@univ-lorraine.fr
Phone number +33 3 72 74 54 49
Office 404

After a PhD in Grenoble (defended in 2009) and a Postdoc in Bonn (Germany), I have been Maitre de Conférences (associate professor) in Nantes from 2010 to 2021. I am Professor in Université de Lorraine since September 2021 and Member of the Institut Universitaire de France, promotion Junior 2023.

For more detail on my activities (research, teaching, diffusion of science, responsabilities…) please see the French version of my webpage.

2021undefinedBarbara Schapira, Samuel Tapiequatrième sérieAnnales Scientifiques de l'École Normale SupérieureSociété mathématique de France541--6810.48550/arXiv.1802.04991
2021undefinedBarbara Schapira, Samuel TapieGroups, Geometry, and DynamicsEuropean Mathematical Society151085-110110.4171/GGD/624
2020undefinedMarc Peigné, Samuel Tapie, Pierre VidottoAnnales de l'Institut FourierAssociation des Annales de l'Institut Fourier701307-134010.5802/aif.3335
2019undefinedSamuel Tapie, Yann Rollin, François JauberteauMémoires de la Société Mathématique de FranceSociété mathématique de France16110.48550/arXiv.1802.08712