Abstract: The McKay correspondence ties the representation theory of a finite subgroup G of SL(n,ℂ) with resolution of singularities of the quotient varieties ℂ_n/G. In the series of talks, we shall introduce to the classical McKay correspondence, i.e. n=2, from the side of resolution of singularities.
The tentative lectures are:
1. Affine varieties, quotient varieties, toric varieties
2. Projective varieties, resolution of singularities
3. Intersection numbers
4. Resolution of singularities for ℂ_2/G, where G is an abelian subgroup of SL(2,ℂ)
5. Resolution of singularities for ℂ_2/G, where G is an non-abelian subgroup of SL(2,ℂ)
报告人：陈亦飞 (中国科学院数学与系统科学研究院)
报告地点：理科一号楼1303
具体时间：
2023-09-22 10:00-12:00
2023-10-05 10:00-12:00
2023-10-13 09:00-11:00
2023-10-20 10:00-12:00
2023-10-27 10:00-12:00
2023-11-03 10:00-12:00
每周五10:00-12:00
