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Guillaume Carlier
In this talk, I will consider nonhomogeneous kinetic equations that involve a free transport operator and a diffusion of porous medium type acting on velocities. The main novelty is a gradient flow interpretation of dynamics driven by an interplay of conservative and dissipative effects. Relying on a notion of discrepancy adapted to a phase space of positions and velocities, built upon...
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Charles Bertucci
I will distinguish two geometries on Wasserstein spaces, one coming from the linear structure of signed measures, and one coming from the geometry of the base space. I will explain why a Radon-Nikodym property holds in both geometries, and draw their usual consequences. I will then spend some time explaining what I believe are natural expression of two "geometric" objects in this second...
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Shouhei Honda
In this talk, we introduce a structure theory of metric measure spaces with Ricci curvature bounded below and positive injectivity radii. In particular, we show that such spaces are weighted Riemannian manifolds of W^{1,p}-regularities for any finite p. Applications include a resolution to a conjecture of V. Kapovitch via a metric smoothing. This is a joint work with Ruobing Zhang (US San...
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Nataliia Monina
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Averil Aussedat
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Guy Bouchitté
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Mathias Braun
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Yann Brenier
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Sinho Chewi
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Krzysztof Ciosmak
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Giovanni Conforti
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Lauren Conger
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Fanch Coudreuse
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Martin Huesmann
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Anna Korba
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Robert McCann
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Alpar Meszaros
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Andrea Mondino
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Francesco Nobili
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Gudmund Pammer
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Clarice Poon
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Emanuela Radici
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Tapio Rajala
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Giacomo Sodini
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Gabriele Steidl
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Karl-Theodor Sturm
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Maxime Sylvestre
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Dario Trevisan
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Giacomo Cozzi (Università di Padova)
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Federico Renzi (Scuola Normale Superiore)
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Prof. Gero Friesecke (Technische Universität München)
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Vanessa Ryborz (Universität Wien, Austria)
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