研讨班报告

学术报告:On the transversality of triple intersections of Schubert varieties

发布时间:2015-11-19

中科院数学与系统科学研究院

数学研究所

学术报告会

 

报告人Changzheng LI IBS, KOREA

 On the transversality of triple intersections of Schubert varieties

  间:11.27 (星期五) ,16:00--17:00

  点:数学院南楼N913

 

   The cohomology ring of a complex Grassmannian has an additive basis of Schubert cohomology classes. The well-known Littlewood-Richardson rule gives a manifestly positive formula of the structure constants in the cup product of Schubert classes, which count the intersection number of the corresponding Schubert varieties in general position. In this talk, we will discuss how special the general position could be, provided that one given Schubert variety is a divisor. This is my joint work with DongSeon Hwang, Hwayoung Lee and Jae-Hyouk Lee.


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