Title：Introduction to Noncommutative Isolated Singularities and Resolutions
Reporter：Quanshui Wu
Work Unit：Fudan University
Time：2023/08/23 10:30-11:30
Address：Room 313, Zhengxin Building
Summary of the report: This will be an introductory talk to noncommutative isolated singularities and resolutions. I will recall some examples of commutative isolated singularities and noncommutative isolated singularities first. Then I will survey some related results, and introduce a version of noncommutative resolutions of commonly graded AS-Gorenstein singularities.
Introduction of the Reporter: Quanshui Wu is a professor at the School of Mathematical Sciences, Fudan University, and the Executive Director of Shanghai Mathematics Center. He is mainly engaged in the research of noncommutative ring theory, noncommutative projective algebraic geometry, and the homology theory of Hopf algebra. He has won the Second Prize of Science and Technology Progress Award of the Ministry of Education, the Huo Yingdong Education Foundation Young Teachers Award of the Ministry of Education, the "Young Teachers Award" of the Ministry of Education, the Baosteel Excellent Teacher Award, the Shanghai Excellent Academic Leader, and the Shanghai Excellent Young Teachers. He published more than 50 SCI papers in Duke Math. J., Trans. Amer. Math. Soc., Israel J. Math., J. Noncommut. Geom., J. Algebra., J. Pure Appl. Algebra and other internationally renowned journals. He hosted several National Natural Science Foundation projects and was the editor of Comm. Algebra for SCI journal.
