Sub-Riemannian Geometry and Beyond, III
A gist on Lie groups in Pisa
This conference is the 3rd of 5 meetings organized within the ERC project GeoMeG (Geometry of Metric Groups).
The general plan is to bring together international researchers working in various areas of mathematics with connections to sub-Riemannian geometry or, more generally, metric geometry.
The previous two editions were in Jyvaskyla, Finland:
The 2020 meeting will be in Pisa, Italy. It will be hosted by the Centro De Giorgi.
The idea for the 2020 meeting is to focus on the large-scale geometry of nilpotent groups, Heintze groups and their boundaries, and the geometry of solvable groups or, more generally, the large scale geometry of Lie groups.
Introductory courses: May 19-23, 2020
Conference: May 25-29, 2020
Scientific Committee: Enrico Le Donne (Jyvaskyla & Pisa), Luigi Ambrosio (SNS), Fulvio Ricci (SNS).
Organizing Committee: Enrico Le Donne (Jyvaskyla & Pisa), with the help of Roberto Frigerio (Pisa), Sebastiano Nicolussi Golo (Padova), Davide Vittone (Padova), Stefan Wenger (Fribourg).
Speakers of the mini-courses
Emmanuel Breuillard -- Large-scale geometry of groups of polynomial growth.
Luca Capogna -- Quasiconformal geometry of Carnot-Carathéodory visual boundaries.
Yves Cornulier -- Large-scale geometry of Lie groups.
Roman Sauer -- Cohomological methods in large-scale geometry of groups.
Speakers of the conference
Matias Carrasco Piaggio
Misha Gromov ▲
Gregory Margulis ▲
Nicolas Monod ▲
▲ not confirmed yet