Algebra Seminar | Calabi-Yau structures on Drinfeld quotients

Abstract In 2009, Claire Amiot constructed Calabi-Yau structures on certain Verdier quotients. Our aim in this talk is to lift her construction to the differential graded level. This is a central

Fourier restriction type problems: New developments in the last 15 years

Speaker  Ruixiang Zhang is an assistant professor in the Department of Mathematics. He works in harmonic analysis on Euclidean spaces and related problems. He is also interested in harmonic analysi...

Random matrices and asymptotic representation theory

Prerequisite Some knowledge of representation theory of Lie groups or symmetric group and random matrix theory would be helpful. Demonstrations require the use of Python programming language and Sa...

The Art of Mathematics

报告人 考切尔·比尔卡尔，2018年菲尔兹奖得主、欧洲科学院院士、英国皇家科学院院士、清华大学教授。在伊朗德黑兰大学获学士学位，英国诺丁汉大学获博士学位。主要从事代数几何中双有理几何领域的研究。2010 年获...

Geometry and Dynamics Seminar | Formal deformations of higher categories

Abstract After recalling Lurie's axiomatic framework for deformation theory, I will formulate the deformation theory of k-linear ∞-categories within this framework. Following joint work with Blanc...

From Coxeter-Conway friezes to cluster algebras

Speaker Bernhard Keller is a renowned mathematician. He has made foundational contributions in the theories of differential graded categories, Hochschild cohomology and cluster algebras. He is

Elliptic PDE learning is provably data-efficient

Abstract Can one learn a solution operator associated with a differential operator from pairs of solutions and righthand sides? If so, how many pairs are required? These two questions have received

“求真游目讲座”在沪举办 丘成桐鼓励青少年大胆创新

​

关注 | 世界华人数学家联盟年会即将开幕

关注 | ICCM2023日程出炉