Abstract Each configuration in a quantum field theory corresponds to a map from a space X of functions or bundles with sections to the space of complex numbers. These maps are called Schrodinger wa...
讲座提要： The combinatorial invariance conjecture is a fascinating conjecture in Representation Theory. Basically it says that certain important polynomials ("Kazhdan-Lusztig polynomials") are det...
Abstract The goal of this course is to introduce the audience to the emerging field of perverse schobers in the language of Lurie's stable infinity-categories and describe applications
Join Zoom Meeting : https://us02web.zoom.us/j/3610386975?pwd=YW4yeWFKbkVjcWtVSXFxYnZVUnQ0Zz09 The lecture notes can be found at https://www.math.uni-hamburg.de/home/christ/schobers.pdf After
课程介绍： The goal of this course is to introduce the audience to the emerging field of perverse schobers in the language of Lurie's stable infinity-categories and describe applications
摘 要： 本课程将回顾经典傅立叶分析并简要介绍量子对称上的傅立叶分析理论。 主讲人简介： 吴劲松， 现就职北京雁栖湖应用数学研究院，研究员。曾取得北京大学数学科学学院本科学历，中科院数学与系统科学研究...
摘 要： 本课程针对数学物理和凝聚态物理方向而开设, 讲授相关的范畴学专门课题. 授课内容将根据具体情况从下列课题中选择: • Advanced topics on fusion categories • Higher categories • Higher fusion ca...
课程描述 Description Vertex operator algebras (VOAs) are mathematical objects describing 2d chiral conformal field theory. The representation category of a “strongly rational” VOA is a modular te...
Note：Due to the COVID-19，the course will be delivered via Tencent. 课程描述 Description This is the second part of a two semesters course. For this semester, we will explain the theory of perve...
