Programs

Organizers

Florian Fischer, University of Bonn ✉

Shubham Gupta, Tsinghua University ✉

Matthias Keller, University of Potsdam ✉

Hua Bobo (华波波), Fudan University ✉

Abstract

This conference will focus on geometric and functional inequalities on discrete spaces, with particular emphasis on graphs, groups, and networks. Functional inequalities such as Hardy, Rellich, Sobolev, and Poincaré inequalities are cornerstones of modern analysis, providing fundamental tools for understanding diffusion, concentration, and geometry of discrete settings. Recent years have seen remarkable progress, including novel connections to discrete curvature, spectral geometry and random processes. The workshop will bring together leading experts and young researchers to present these advances, exchange ideas across analysis, probability and geometry, and identify promising directions for future research.