On the hbar-Riemann-Hilbert program
组织者
黄鹏飞
,
苏桃
, 孙浩
演讲者
Tatsuki Kuwagaki
时间
2024年05月22日 16:00 至 17:00
地点
A3-2-303
线上
Zoom 242 742 6089
(BIMSA)
摘要
The classical Riemann-Hilbert correspondence is about an equivalence between $D$-modules and constructible sheaves. $D$-modules can be considered as a specialization of $D_h$-modules, the latter is a deformation quantization of $T^*M$. Can we upgrade Riemann-Hilbert correspondence to $D_h$-setting? An expected answer has a very rich structure involving sheaf quantization, Fukaya category, exact WKB/resurgent analysis, and etc. In this talk, I’d like to explain these things.