DANIEL Benoît

DANIEL Benoît is a Professor of Geometry at the Faculty of Science and Technology of the University of Lorraine (Nancy, France). His research focuses on differential geometry, particularly in minimal surfaces, constant mean curvature surfaces, and isometric immersions into homogeneous manifolds.

• Research Areas: Riemannian Geometry, Geometric Analysis, Surface Theory
• Key Collaborations: Joint works with Pablo Mira, Laurent Hauswirth, William Meeks, and Harold Rosenberg

Publications highlight advancements in minimal surfaces in Nil³ and Sol³ geometries, uniqueness theorems for constant mean curvature surfaces, and Gauss map characterizations in Lie group geometries. His work spans applications of integrable systems and geometric PDEs.

Contact: benoit.daniel@univ-lorraine.fr