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Focused Workshop on The log-Brunn-Minkowski conjecture: State of the art and ramifications

07/20/2026 - 07/24/2026
Rényi Institute, Erdős Center

Description

The logarithmic Brunn-Minkowski conjecture is a fascinating open problem on the borderline of convex geometry, differential geometry and non-linear PDE's. It is asking about a strengthening of the Brunn-Minkowski inequality on the class of symmetric convex bodies. The question is closely related to several open problems in geometry and probability.

Organizers

Galyna Livshyts (Georgia Tech, GA)
Allexander Kolesnikov (HSE, Moscow)
Jacopo Ulivelli (TU Wien)

Invited Speakers

Participants

Sotiris Armeniakos (TU Wien)
Rotem Assouline (IMJ, Paris)
Károly Böröczky (Rényi Institute)
Andrea Colesanti (University of Florence)
Tomer Falah (Technion, Haifa)
Peter van Hintum (ETH Zürich)
Luca Iffland (Goethe University, Frankfurt)
Alexander Kolesnikov (HSE, Moscow)
Liran Rotem Liran (Technion, Haifa) 
Galyna Livshyts (Georgia Tech, Atlanta, GA) 
Stephanie Mui (Georgia Tech, Atlanta, GA) 
Jacopo Ulivelli (TU Wien) jacopo.ulivelli@tuwien.ac.at
Elisabeth Werner (CWRU, Cleveland, OH)
Kasia Wyczesany (University of Leeds)
Gaoyong Zhang (NYU, New York City, NY)