Лекции
![](/img/hd/lecture/2024-02-14-Grinevich.jpg?10153)
1
Лекция 1. Introduction to the conformal geometry
01:20:02
![](/img/hd/lecture/2024-02-21-Grinevich.jpg?10154)
2
Лекция 2. Conformal maps
01:38:15
![](/img/hd/lecture/2024-03-04-Grinevich.jpg?10197)
3
Лекция 3. Riemann tensor in dimension 3
02:00:09
![](/img/hd/lecture/2024-03-06-Grinevich.jpg?10198)
4
Лекция 4. Weyl and Cotton tensors
01:31:31
![](/img/hd/lecture/2024-03-13-Grinevich.jpg?10199)
5
Лекция 5. Weyl and Cotton tensors (continued)
01:46:29
![](/img/hd/lecture/2024-03-20-Grinevich.jpg?10284)
6
Лекция 6. Cotton tensor
01:35:24
![](/img/hd/lecture/2024-03-27-Grinevich.jpg?10285)
7
Лекция 7. Beltrami equation
01:47:25
![](/img/hd/lecture/2024-04-03-Grinevich.jpg?10286)
8
Лекция 8. Introduction to the Riemann surfaces
01:37:39
![](/img/hd/lecture/2024-04-10-Grinevich.jpg?10458)
9
Лекция 9. Riemann bilinear relations I
01:28:36
![](/img/hd/lecture/2024-04-17-Grinevich.jpg?10459)
10
Лекция 10. Riemann bilinear relations II
01:24:21
![](/img/hd/lecture/2024-04-24-Grinevich.jpg?10460)
11
Лекция 11. Divisors and Riemann-Roch theorem
01:33:44
![](/img/hd/lecture/2024-05-08-Grinevich.jpg?10461)
12
Лекция 12. Moduli space
01:24:46
![](/img/hd/lecture/2024-05-15-Grinevich.jpg?10462)
13
Лекция 13. Moduli space II
01:21:23