Summer School and Workshop on Relative Langlands Duality, June 3-8, 2024, University of Minnesota
Description
The relative Langlands program is a generalization of the classical Langlands program from reductive groups to certain homogeneous spaces. The recent work of Ben-Zvi, Sakellaridis, and Venkatesh on relative Langlands duality reveals new connections of the program to algebraic geometry and physics. The summer school and workshop will cover several aspects of the relative Langlands program and explore those new connections.
Application
Summer school on Relative Langlands Duality, June 3-5, 2024
Invited Speakers
David Ben-Zvi (Austin)
Yiannis Sakellaridis (JHU)
Chen Wan (Rutgers)
Lei Zhang (NUS)
Hiraku Nakajima (IPMU)
Workshop on classical, geometric and physics aspects of the Relative Langlands program, June 6-8, 2024
Invited Speakers
Gurbir Dhillon (Yale)
Ruotao Yang (skoltech)
Wang Xiao (Chicago)
David Nadler (Berkeley)
Hiraku Nakajima (IPMU)
Zhilin Luo (Chicago)
Spencer Leslie (Boston College)
Charlotte Chan (Michigan)
Yiannis Sakellaridis (JHU)
Tony Feng (Berkeley)
Zhiwei Yun (MIT)
Xinwen Zhu (Stanford)
Organizers
Tsao-Hsien Chen (UMN)
Dihua Jiang (UMN)
Kai-Wen Lan (UMN)
David Nadler (Berkeley)
Funding
We expect some funding will be available for graduate students and post-docs. More information will be posted in January 2024.