IHES 代数分析 (IHES 1914, Algebraic Analysis in honor of Masaki Kashiwara)

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2019-07-04 22:28:49
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封面:https://www.instagram.com/p/BzVRtRhheRB/ 目录:https://github.com/wenhan-wu/OpenCourseCatalog 链接:https://indico.math.cnrs.fr/event/1914/
视频选集
(1/19)
01. Masaki Kashiwara. Riemann-Hilbert correspondence and Laplace transform
47:00
02. Pierre Schapira. Opening
12:40
04. Philip Boalch. Nonabelian Hodge spaces and nonlinear representation theory
01:03:37
05. Motohico Mulase. Quantum Curves
01:01:04
06. Julien Grivaux. The Lie algebra attached to a tame closed embedding
01:00:45
07. Michèle Vergne. The graded equivariant Todd class...
48:32
08. Anton Alekseev. The Kashiwara-Vergne theory and 2-dimensional topology
01:00:57
09. Anna Cadoret. Galois representations and invariants in arithmetic geometry
59:19
10. PRIVÉ. Takuro Mochizuki. Mixed twistor D-modules and some examples
59:42
11. David Treumann. F-fields
01:01:32
12. Tony Yue Yu. The Frobenius conjecture in dimension two
01:02:28
13. Giovanni Felder. Elliptic quantum groups and elliptic equivariant cohomology
01:07:53
14. Hiraku Nakajima. Ring objects in the derived Satake category from Coulomb br
01:00:48
15. Maxim Kontsevich. Riemann-Hilbert correspondence for q-difference modules
01:02:41
16. Stéphane Guillermou. Microlocal sheaf theory and symplectic geometry
01:00:31
17. Raphaël Rouquier. Geometric representation theory as representation-theoret
01:07:11
18. Marco Robalo. Motivic realisations of singularity categories and vanishing c
44:01
19. Takeshi Saito. Characteristic cycle of an \ell-adic sheaf
59:37
20. Gabriele Vezzosi. Applications of non-commutative algebraic geometry to arit
01:00:34
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