地点: 数学高等研究院报告厅

时间: 4月27，10:00 - 11:00

主讲人: 曹亚龙 Yalong Cao(晨兴数学中心)

摘要： Stable envelopes are geometric objects introduced by Maulik-Okounkov on cohomology of Nakajima quiver varieties. They can be used to construct R-matrices and Yangian type quantum groups. 

In a joint work with Andrei Okounkov, Yehao Zhou and Zijun Zhou. We extend the theory of stable envelopes to critical cohomology of symmetric quiver varieties with potentials. We prove that critical stable envelopes are compatible with dimensional reductions, specializations, Hall products, and other geometric constructions.  

These have applications to geometric representation theory of shifted quantum groups and enumerative geometry of critical loci.