RCD spaces: Splitting theorems and applications

These are the videos of the event RCD spaces: Splitting theorems and applications  held from November 9 -11, 2021 

November 9, 2021: 

Mauricio Che Moguel: Cheeger-Gromoll Splitting Theorem 

Jaime Santos Rodríguez: Introduction to RCD spaces  (see the last part of the video, please)

Christian Ketterer:  A maximal diameter theorem for metric measure spaces with positive Ricci curvature bounded below 

November 10, 2021: 

Enrico Pasqualetto:  Splitting Theorem of Gigli 

Daniele Semola: Mondino-Naber Almost Splitting Theorem 

Chiara Rigoni: Recognizing the flat torus among RCD*(0,N) spaces via the study of the first cohomology group 

November 11, 2021:

David Tewodrose: Gigli-de Philippis Volume cone to metric cone 

Ilaria Mondello: Torus stability for RCD spaces 

Jesús Núñez Zimbrón: Volume entropy rigidity