Geometry of Integrable Systems II
The lecture on June 10 will be rescheduled to June 11,
Date: 2026-06-11
Weekday: Thu
Time: 13:30 - 16:05
Venue: C746
Zoom ID: 361 038 6975
Zoom PW: BIMSA
Link: https://us02web.zoom.us/j/3610386975?pwd=YW4yeWFKbkVjcWtVSXFxYnZVUnQ0Zz09
Also, there will be an additional lecture on June 18,
Date: 2026-06-18
Weekday: Thu
Time: 13:30 - 16:05
Venue: C746
Zoom ID: 361 038 6975
Zoom PW: BIMSA
Link: https://us02web.zoom.us/j/3610386975?pwd=YW4yeWFKbkVjcWtVSXFxYnZVUnQ0Zz09
This is the second iteration of the course in which I will take a deep dive into recent results in application of algebraic geometry to integrable systems and representation theory.
Date: 2026-06-11
Weekday: Thu
Time: 13:30 - 16:05
Venue: C746
Zoom ID: 361 038 6975
Zoom PW: BIMSA
Link: https://us02web.zoom.us/j/3610386975?pwd=YW4yeWFKbkVjcWtVSXFxYnZVUnQ0Zz09
Also, there will be an additional lecture on June 18,
Date: 2026-06-18
Weekday: Thu
Time: 13:30 - 16:05
Venue: C746
Zoom ID: 361 038 6975
Zoom PW: BIMSA
Link: https://us02web.zoom.us/j/3610386975?pwd=YW4yeWFKbkVjcWtVSXFxYnZVUnQ0Zz09
This is the second iteration of the course in which I will take a deep dive into recent results in application of algebraic geometry to integrable systems and representation theory.
讲师
日期
2026年05月08日 至 07月01日
位置
| Weekday | Time | Venue | Online | ID | Password |
|---|---|---|---|---|---|
| 周三,周五 | 13:30 - 16:05 | Shuangqing-C746 | ZOOM B | 462 110 5973 | BIMSA |
课程大纲
The topics will include
1. (q-)Opers on the projective line
2. QQ-systems, Bethe Ansatz
3. The ODE/IM Correspondence
4. Quantum/Classical duality
5. Elliptic integrable systems
6. Enumerative algebraic geometry with connections to integrability
1. (q-)Opers on the projective line
2. QQ-systems, Bethe Ansatz
3. The ODE/IM Correspondence
4. Quantum/Classical duality
5. Elliptic integrable systems
6. Enumerative algebraic geometry with connections to integrability
听众
Undergraduate
, Advanced Undergraduate
, Graduate
, 博士后
, Researcher
视频公开
公开
笔记公开
公开
语言
英文
讲师介绍
我的教育始于俄罗斯，在莫斯科物理技术学院学习数学和物理。移居美国后，我于2012年在明尼苏达大学获得博士学位，开始了理论物理学家的研究生涯。起初，我的研究聚焦于超对称规范理论和弦理论的多个方面。然而，自学生时代起，我一直对纯粹抽象数学充满兴趣。约从2017年起，我成为全职数学家。我当前的研究侧重于枚举代数几何、几何表示论与可积系统之间的互动。总的来说，我致力于物理数学的研究，这在当今代表了现代数学的重要组成部分。许多数学家研究的问题来源于弦理论/规范理论。最近，我开始研究数论及其与数学其他分支的联系。如果你是北京地区的博士后或研究生，并有意与我合作，请通过电子邮件联系我。