David Tewodrose

The team specializes in geometric analysis. The focus is made on the interplay between curvature conditions and spectral analysis on smooth Riemannian manifolds, degenerate Gromov-Hausdorff limits or more general singular metric measure spaces. One special interest of the team is the notion of Ricci curvature which governs in various ways the second-order analysis that can be developed on a space. Applications in manifold learning are also deeply investigated.

Team: Nicolo' Cont, Manuel Dias, Dr. Susovan Pal