Department of Mathematics - PhD Student Seminar - Geometric construction of Shuffle Algebra acting on Moduli Spaces of Stable Sheaves on Surfaces

3:00pm - 4:00pm
https://hkust.zoom.us/j/99010866815 (Passcode: 220506)

Geometric representation theory contains various realizations of representation some infinite dimensional Lie algebras  in geometric ways. In this talk we will introduce a geometric construction of representation of Hecke algebra realizing as action on K-theory groups of moduli spaces of stable bundles on smooth surfaces given by Andrei Negut, which is a generalization of Nakajima’s results on Hilbert scheme of n points on affine plane. In his work, Negut introduces a way to understand the operators on K-theory groups without using equivariant settings.

講者/ 表演者:
Mr. Zhongyi SHI
語言
英文
適合對象
校友
教職員
研究生
本科生
主辦單位
數學系
新增活動
請各校內團體將活動發布至大學活動日曆。