The workshop is partially supported by ERC "GeMeThnES GA n. 246923".

**Oct 27, 2014:**

*9.00:*
Marc
Peletier
(Technische Universiteit Eindhoven):
*Stochastic origins of gradient flows:a general connection *

*10.00:*
Shin-ichi
Ohta
(Department of Mathematics, Kyoto University):
*Gradient ﬂows of semi-convex functions on CAT(1)- spaces. *

*11.30:*
Yann
Brenier
(Nice):
*Optimal transport and combinatorial optimization: old and new.*

*2.30:*
Kazumasa
Kuwada
(Ochanomizu University):
*On the speed in Trasportation costs of heat distributions *

*3.30:*
Pierre
Cardaliaguet
(Université de Brest - Département de Mathématiques):
*Optimal transport and first order mean field games*

**Oct 28, 2014:**

*9.00:*
Takashi
Shioya
(Tohoku University):
*Metric measure limits of spheres and complex projective spaces. *

*9.55:*
Nathael
Gozlan
(Univ. Paris Est.):
*Transport proof of weighted Poincaré inequalities for log-concave probability measures.*

*11.15:*
Bertrand
Maury
(Université Paris-Sud):
*Crowd motion and pressureless Euler equation: an OT standpoint. *

*12.10:*
Facundo
Mémoli
( Ohio State University):
*The shape space deﬁned by the Gromov- Wasserstein distance *

*2.30:*
Eugene
Stepanov
(St. Petersburg):
*Flows of measures induced by measurable vector ﬁelds *

*3.25:*
Dario
Trevisan
(Scuola Normale Superiore, Italy):
* DiPerna-Lions flows in \(mathsf{RCD}(K,\infty)\) metric measure spaces. *

*4.00:*
Matthias
Liero
(Weierstrass Institute Berlin):
*Reaction-diffusion via optimal transport on the cone space. *

*4.50:*
Alpár Richárd
Mészáros
(Université Paris-Sud, Orsay):
*A diffusive crowd motion model with density constraints *

*5.25:*
Andrea
Pinamonti
(University of Bologna):
* Tensorization of Cheeger energies and applications to the area formula for graphs in metric measure spaces. *

**Oct 29, 2014:**

*9.00:*
Robert
McCann
(University of Toronto):
*The spectrum of a family of fourth-order nonlinear diffusions near the global attractor *

*9.55:*
Wilfrid
Gangbo
(Georgia Tech.):
* Metric Viscosity Solutions of Hamilton-Jacobi Equations Depending on Local Slopes. *

*11.15:*
Christian
Leonard
(Univ. Paris 10):
* An entropic interpolation problem for incompressible viscid ﬂuids. *

*12.10:*
Nicola
Gigli
(IMJ - UPMC):
*Nonsmooth differential geometry*

**Oct 30, 2014:**

*9.00:*
Alexander
Mielke
(Weierstrass Institute for Applied Analysis and Stochastics and Humboldt University, Berlin):
*A reaction-diffusion equation as a Hellinger-Kantorovich gradient flow *

*9.55:*
Matthias
Erbar
(Universität Bonn):
*Curvature-dimension bounds for continuous and discrete spaces*

*11.15:*
Jose A.
Carrillo De La Plata
(Imperial College):
*Minimizers of Interaction Energies *

*12.10:*
Tapio
Rajala
(University of Jyväskylä):
*Examples of branching metric spaces with Ricci curvature lower bounds. *

*2.30:*
Filippo
Santambrogio
(Laboratoire de Mathématiques, Université Paris-Sud):
*On the solutions of the variational problem \(\min_\rho W_2^2(\rho,\nu)+F(\rho)\): new estimates and applications *

*3.30:*
Ivan
Gentil
(Université Claude Bernard Lyon 1):
*Contraction in Wasserstein distance for Markov diffusion semigroups*

*4.50:*
Christian
Ketterer
(Universität Bonn):
* Obata’s theorem for metric measure spaces. *

**Oct 31, 2014:**

*9.00:*
Martin
Huesmann
(Universität Bonn):
*Optimal transport and Skorokhod embedding *

*10.00:*
Andrea
Mondino
(ETH (Zurich)):
*On the local structure of RCD(K,N)-spaces *

*11.30:*
Karl-Theodor
Sturm
((University of Bonn):
*Recent results in analysis on metric measure spaces*

[admin]