Numbers in modular tensor categories
演讲者
时间
2023年11月08日 12:00 至 13:00
地点
A4-1
摘要
Modular tensor categories (MTCs) are finite tensor categories giving interesting SL(2,Z) representations. They can be viewed as generalizations of quadratic forms and their Weil representations. In this talk, I will give a quick introduction to MTCs, and briefly explain how, via the congruence property and Galois symmetry of the associated SL(2,Z) representations, basic algebraic number theory appears in the study of MTCs.
演讲者介绍
王亦龙于2018年从俄亥俄州立大学数学专业博士毕业，之后在路易斯安那州立大学任博士后，并于2021年加入BIMSA任助理研究员。主要研究方向为量子代数与量子拓扑，具体课题包括模张量范畴及其对应的拓扑量子场论的代数与数论性质。