报告题目：Logarithmic Riemann-Hilbert Correspondence

报告人㊗️：吴磊 副教授 （浙江大学）

时间🫕：2023年6月9日 星期五 13:30

地点🙇🏼‍♀️：宁静楼104室

摘要👂🏼：Riemann-Hilbert correspondence is one of the most important results in modern mathematics, which gives an equivalence between D-modules and topological constructible sheaves. In this talk, I will propose a way to study Riemann-Hilbert correspondence on logarithmic spaces. Then I will focus on examples on log spaces given by normal crossing divisors on smooth complex scheme. This talk is partly based on on-going work with Andreas Hohl.

欢迎各位参加！