Daniele Semola

Daniele Semola is an Associate Professor in the Faculty of Mathematics at an unspecified institution. His research focuses on geometric analysis, Ricci curvature, and metric measure spaces, with significant contributions to the study of manifolds and non-smooth geometric structures.

Education

• PhD in Mathematics from Scuola Normale Superiore di Pisa (2017-2020)
• Master's degree in Mathematics from University of Pisa (2015-2017)
• Bachelor's degree in Mathematics from University of Pisa (2012-2015)

Research Interests

Semola's work centers on Ricci curvature, manifold analysis, and geometric measure theory, particularly in RCD(K,N) spaces and 4-manifolds with nonnegative Ricci curvature. His research explores asymptotics, isoperimetric profiles, and fundamental groups in geometric contexts.

Scientific Awards

• Frontiers of Science Award 2025 (shared with Elia Brué and Aaron Naber)

Academic Activities

Semola has delivered lectures on topics including:

• Fundamental groups and the Milnor conjecture (July 17, 2025)
• Geodesics on Alexandrov spaces (July 7, 2025)
• Large-scale structure of 4-manifolds (July 1, 2025)