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Course by E. Yu. Bunkova, P. G. Grinevich and O. K. Sheinman "Algebraic-geometric methods in the theory of integrable systems: classical intehrable systems and Hitchin systems"
(September 8–December 1, 2020, online via Zoom)

The first part of the course, has been devoted to algebraic-geometric methods of integration of soliton equations (KdV, KP, NSE), and delivered in the spring semester of 2020.

The present, second part of the course is devoted to algebraic-geometric methods of integration of the systems with a finite number of degrees of freedom (classical integrable systems, Hitchin and Calogero–Moser systems).

Lectures start at 18:00. Email sheinman@mi-ras.ru for the Zoom meeting ID.

Financial support. The course is supported by the Ministry of Science and Higher Education of the Russian Federation (the grant to the Steklov International Mathematical Center, Agreement no. 075-15-2019-1614).

Program

Lecturers
Bunkova Elena Yurievna
Grinevich Petr Georgievich
Sheinman Oleg Karlovich

Institutions
Steklov Mathematical Institute of Russian Academy of Sciences, Moscow
Steklov International Mathematical Center


Course by E. Yu. Bunkova, P. G. Grinevich and O. K. Sheinman "Algebraic-geometric methods in the theory of integrable systems: classical intehrable systems and Hitchin systems", September 8–December 1, 2020

December 1, 2020 (Tue)
1. Lecture 13. Algebraic-geometric methods in the theory of integrable systems: classical intehrable systems and Hitchin systems
E. Yu. Bunkova, P. G. Grinevich, O. K. Sheinman
December 1, 2020 18:00, online via Zoom 		E. Yu. Bunkova, P. G. Grinevich, O. K. Sheinman
  

November 24, 2020 (Tue)
2. Lecture 12. Algebraic-geometric methods in the theory of integrable systems: classical intehrable systems and Hitchin systems
E. Yu. Bunkova, P. G. Grinevich, O. K. Sheinman
November 24, 2020 18:00, online via Zoom 		E. Yu. Bunkova, P. G. Grinevich, O. K. Sheinman
  

November 17, 2020 (Tue)
3. Lecture 11. Algebraic-geometric methods in the theory of integrable systems: classical intehrable systems and Hitchin systems
E. Yu. Bunkova, P. G. Grinevich, O. K. Sheinman
November 17, 2020 18:00, online via Zoom 		E. Yu. Bunkova, P. G. Grinevich, O. K. Sheinman
  

November 10, 2020 (Tue)
4. Lecture 10. Algebraic-geometric methods in the theory of integrable systems: classical intehrable systems and Hitchin systems
E. Yu. Bunkova, P. G. Grinevich, O. K. Sheinman
November 10, 2020 18:00, online via Zoom 		E. Yu. Bunkova, P. G. Grinevich, O. K. Sheinman
  

November 3, 2020 (Tue)
5. Lecture 9. Algebraic-geometric methods in the theory of integrable systems: classical intehrable systems and Hitchin systems
E. Yu. Bunkova, P. G. Grinevich, O. K. Sheinman
November 3, 2020 18:00, online via Zoom 		E. Yu. Bunkova, P. G. Grinevich, O. K. Sheinman
  

October 27, 2020 (Tue)
6. Lecture 8. Algebraic-geometric methods in the theory of integrable systems: classical intehrable systems and Hitchin systems
E. Yu. Bunkova, P. G. Grinevich, O. K. Sheinman
October 27, 2020 18:00, online via Zoom 		E. Yu. Bunkova, P. G. Grinevich, O. K. Sheinman
  

October 20, 2020 (Tue)
7. Lecture 7. Algebraic-geometric methods in the theory of integrable systems: classical intehrable systems and Hitchin systems
E. Yu. Bunkova, P. G. Grinevich, O. K. Sheinman
October 20, 2020 18:00, online via Zoom 		E. Yu. Bunkova, P. G. Grinevich, O. K. Sheinman
  

October 13, 2020 (Tue)
8. Lecture 6. Algebraic-geometric methods in the theory of integrable systems: classical intehrable systems and Hitchin systems
E. Yu. Bunkova, P. G. Grinevich, O. K. Sheinman
October 13, 2020 18:00, online via Zoom 		E. Yu. Bunkova, P. G. Grinevich, O. K. Sheinman
  

October 6, 2020 (Tue)
9. Lecture 5. Algebraic-geometric methods in the theory of integrable systems: classical intehrable systems and Hitchin systems
E. Yu. Bunkova, P. G. Grinevich, O. K. Sheinman
October 6, 2020 18:00, online via Zoom 		E. Yu. Bunkova, P. G. Grinevich, O. K. Sheinman
  

September 29, 2020 (Tue)
10. Lecture 4. Algebraic-geometric methods in the theory of integrable systems: classical intehrable systems and Hitchin systems
E. Yu. Bunkova, P. G. Grinevich, O. K. Sheinman
September 29, 2020 18:00, online via Zoom 		E. Yu. Bunkova, P. G. Grinevich, O. K. Sheinman
  

September 22, 2020 (Tue)
11. Lecture 3. Algebraic-geometric methods in the theory of integrable systems: classical intehrable systems and Hitchin systems
E. Yu. Bunkova, P. G. Grinevich, O. K. Sheinman
September 22, 2020 18:00, online via Zoom 		E. Yu. Bunkova, P. G. Grinevich, O. K. Sheinman
  

September 15, 2020 (Tue)
12. Lecture 2. Algebraic-geometric methods in the theory of integrable systems: classical intehrable systems and Hitchin systems
E. Yu. Bunkova, P. G. Grinevich, O. K. Sheinman
September 15, 2020 18:00, online via Zoom 		E. Yu. Bunkova, P. G. Grinevich, O. K. Sheinman

September 8, 2020 (Tue)
13. Lecture 1. Algebraic-geometric methods in the theory of integrable systems: classical intehrable systems and Hitchin systems
E. Yu. Bunkova, P. G. Grinevich, O. K. Sheinman
September 8, 2020 18:00, online via Zoom 		E. Yu. Bunkova, P. G. Grinevich, O. K. Sheinman
 
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