秋季学期
在线上举行。
组织者：李琼玲
| 日期 | 时间 | 报告人 | 学校 | 题目/Abstract | 会议号和密码/视频和讲义 | 海报 |
| 10/12 | 下午4-5：30 | 苏桃 | 清华大学，博士后 | Legendrian knots and constructible sheaves |  20211013 苏桃.mp4  Talk 01.pdf |  Talk1.jpeg |
| 10/13 | 下午4-5 | 苏桃 | 清华大学，博士后 | Dual boundary complexes of Betti moduli spaces Abstract: The homotopy type conjecture is part of the geometric P=W conjecture in non-abelian Hodge theory over curves. It states that (the dual boundary complex of) the smooth Betti moduli space of complex dimension d is homotopy equivalent to a sphere of dimension d-1. In this talk, via a microlocal/contact geometric perspective, I will explain a proof of the conjecture for a class of rank n wild character varieties over the two sphere with one puncture, associated to any Stokes Legendrian knot defined by a n-strand positive braid. | 20211013 苏桃.mp4Talk 02.pdf | Talk2.jpeg |
| 10/25 周一 | 上午9-11 | 那学森 | 美国马里兰大学，博士 | SU(1,2) Higgs bundle, spectral data and limiting configuration | 20211025 那学森.mp4Na.pdf | Na.jpeg |
11/1周一 | 上午10-11 | 赵鹭天 | 美国马里兰大学，博士后 | Stability condition for tame parahoric Higgs bundle | Zhao.jpeg |
春季学期
每周四在线上举行。
组织者：李琼玲
| 日期 | 时间 | 报告人 | 学校 | 题目 | 会议号和密码/视频和讲义 | 海报 |
| 3/25 | 上午10-11 | 杨田 | Texas A&M University, 助理教授 | Recent progress on the volume conjecture for the Reshetikhin-Turaev invariants |
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| 4/1 | 上午11-12 | Tengren Zhang | NUS，助理教授 | Directed Anosov representations and weakly positive representations | Zhang.jpg | |
| 4/8 | 下午4-5 | 姚成建 | 上海科技大学，助理教授 | Einstein-Bogomol’nyi equation and Gravitating Vortex equations on Riemann surfaces | Yao.jpg | |
| 4/30 (周五） | 上午10-11 | 江文帅 | 浙江大学，副教授 | Recent progress of Gromov-Hausdorff limit spaces and some applications | Jiang.jpg | |
| 5/13 | 上午10-11 | 徐甜 | 天津大学，副教授 | Nonlinear Dirac equations and surfaces of prescibed mean curvature | xu.jpeg | |
| 5/20 | 下午3-4 | 孙哲 | IHES,博士后 | Flows and symplectic structure on the higher Teichmuller space | sun.jpeg |
| 5/27 | 上午10-11 | Daniele Alessandrini | Columbia University, Visiting Professor | Non commutative cluster coordinates for Higher Teichmuller spaces | Alessandrini.jpeg | |
