MSRI 代数栈上的相交理论 (MSRI W-138, Intersection Theory on Stacks)
封面：https://www.instagram.com/p/BxfEYi_A4Ao/
公开课目录：https://github.com/wenhan-wu/OpenCourseCatalog
课程地址：http://www.msri.org/workshops/138
视频选集
（1/19）
01. A 2-Categorical Approach to Differential Graded by Kai Behrend
01:01:56
02. Intersection Theory on Algebraic Stacks - The Approach of Totaro, Edidin and
07:56
03. Can one do arithmetic intersection theory on stacks by Henri Gillet
58:03
04. Multigraded Hilbert Schemes by Bernd Sturmfels
57:46
05. Intersection Theory on Algebraic Stacks Chow Groups for Artin Stacks by And
59:41
06. Gromov by Witten Theory of P 1 by Part I by Rahul Pandharipande
01:19:23
07. Gromov by Witten Theory of P 1 by Part II by Andrei Okounkov
55:19
08. Riemann by Roch for Quotients and Todd Classes of Simplicial Toric Varieties
47:36
09. Degeneration Formula of Gromov by Witten Invariants by Jun Li
01:00:06
10. Quot Schemes for Deligne by Mumford Stacks by Jason Starr
57:34
11. Intersection Theory on Toric Hyperkahler Varieties by Tamas Hausel
37:29
12. Cohomology Ring of Crepant Resolutions of Orbifolds by Yongbin Ruan
54:20
13. Toric Stacks of Pavings by Laurent Lafforgue
01:06:17
14. Logarithmic Geometry and Algebraic Stacks by Martin Olsson
01:00:56
15. How Many Gromov by Witten Invariants of Rational Curves are There Really b
57:16
16. Differential Graded Schemes in Algebraic Geometry by Mikhail Kapranov
55:53
17. Higher Intersection Theory for Algebraic Stacks by Roy Joshua
44:17
18. K by Theory of Algebraic Stacks by Bertrand Toen
59:36
19. On Symmetric Degeneracy Loci by William Graham
01:03:30
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