David Tewodrose

David Tewodrose is a Junior Professor in the Department of Mathematics and Data Science at the Vrije Universiteit Brussel (Belgium). His research focuses on geometric analysis, particularly metric measure spaces arising as Gromov-Hausdorff limits of Riemannian manifolds. His work involves studying Ricci curvature bounds, Sobolev inequalities, and spectral embeddings with applications in data analysis.

Key research areas include geometric flows, stability of manifolds under curvature conditions, and functional inequalities in non-smooth settings. His recent publications explore topics such as Kato bounds on Ricci curvature, asymptotic Laplacian operators, and heat kernel behavior in metric measure spaces.

He organizes academic events, such as the 2025 Workshop on Geometric Flows and Quantization of Kähler Metrics. Contact: David.Tewodrose@vub.be | Office: G.6.15.