Summer School and Workshop on Relative Langlands Duality
Overview
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.
Full resolution group photo download
Summer school on Relative Langlands Duality, June 3-5, 2024
Summer school schedule & talk info
Invited Speakers
- David Ben-Zvi (Austin)
- Chen Wan (Rutgers)
- Lei Zhang (NUS)
- Yiannis Sakellaridis (JHU)
- 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)
- Zhilin Luo (Chicago)
- Spencer Leslie (Boston College)
- Hiraku Nakajima (IPMU)
- Charlotte Chan (Michigan)
- Chen Wan (Rutgers)
- Tony Feng (Berkeley)
- Zhiwei Yun (MIT)
- Xinwen Zhu (Stanford)
Organizers
- Tsao-Hsien Chen (UMN)
- Dihua Jiang (UMN)
- Kai-Wen Lan (UMN)
- David Nadler (Berkeley)
- Lingfei Yi (UMN)
Recordings
June 3rd
June 4th
June 5th
June 6th
June 7th
June 8th
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