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Optimal Transport

and Geometric Analysis

April 1-5, 2019


The conference aims at bringing together experts in Geometric Analysis and Optimal transport. Particular focus will be given to Ricci curvature, including metric measure spaces satisfying Ricci curvature lower bounds in synthetic sense and connections with Ricci limit spaces, Ricci flow, geometric and functional inequalities, Alexandrov spaces, general relativity.


Luigi Ambrosio (Scuola Normale Superiore)


Gérard Besson (Institut Fourier, Grenoble)


Elia Brué (Scuola Normale Superiore)

Fabio Cavalletti (SISSA)

Tobias Colding (MIT)

Matthias Erbar (University of Bonn)

Fernando Galaz-Garcia (KIT)

Nicola Gigli (SISSA)

Shouhei Honda (Tohoku University)

Martin Kell (University of Tubingen)

Christian Ketterer (University of Toronto)

Eva Kopfer (University of Bonn)

Wenshuai Jiang (Zhejiang University)

John Lott (UC Berkeley)

Alexander Lytchak (University of Koln)

Robert McCann (University of Toronto)

Ilaria Mondello (University of Paris-Créteil)

Raquel Perales (Unam-Oaxaca)

Giuseppe Savaré (University of Pavia)

Felix Schulze (University College of London)

Daniele Semola (Scuola Normale Superiore)

Christina Sormani (CUNY)

Stefan Suhr (University of Bochum)

Peter Topping (University of Warwick)



Callede la Racheta, 3764

30121 Venezia (VE)


For more information:

(* registration is free but mandatory, deadline March 1st)
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