Daniele Semola

Daniele Semola is an Assistant Professor at the Faculty of Mathematics, University of Vienna. His research focuses on geometric analysis, differential geometry, and non-smooth spaces with curvature bounds. He holds a Ph.D. from an unspecified institution (Ph.D. Thesis, 2020). His work addresses problems in Ricci curvature, isoperimetric inequalities, and topological aspects of manifolds.

Research interests include geometric analysis, metric measure spaces, curvature bounds, and applications to geometric flows. Recent studies explore stability of geometric structures, singular set stratification, and functional inequalities in non-smooth settings.

Key contributions include counterexamples to the Milnor Conjecture, analysis of manifolds with nonnegative Ricci curvature, and stability results for spaces with lower curvature bounds. Semola actively participates in workshops on optimal transport and synthetic curvature bounds, reflecting his interdisciplinary approach.