报告题目：Constructing CFTD from TQFTD+1 and Precision Discretization of CFT2

报告人：陈霖  教授（宁波大学）

报告时间：2026 年 5 月 14 日（周四）10 : 00-11 : 30

报告地点：北洋园校区 49 教 410 室

报告摘要：

In recent years, the concepts and techniques of topological field theory have received growing attention in the field of high energy physics, such as symTFT. In this talk, I will show that the path integral of conformal field theories in D dimensions (CFTD) can be constructed by solving for eigenstates of a renormalization group (RG) operator following from the Turaev-Viro formulation of a topological quantum field theory in D+1 dimensions (TQFTD+1), explicitly realizing the holographic relation between a symmetric theory and a TQFT. Generically, exact eigenstates corresponding to symmetric TQFTD follow from Frobenius algebra in TQFTD+1. For D= 2, we construct eigenstates that produce 2D rational CFT path integrals exactly, which curiously connect a continuous-field theoretic path integral with the Turaev-Viro state sum. We also devise and illustrate numerical methods for D= 2, 3 to search for CFTD as phase transition points between symmetric TQFTD.

报告人简介：

       陈霖，宁波大学基础物理与量子科技研究院教授。2014年于清华大学获得学士学位，2019年于北京大学获得博士学位。2020-2022年在复旦大学从事博士后研究。2022-2025年在华南理工大学任副教授。2025年8月入职宁波大学基础物理与量子科技研究院。主要研究方向为量子引力与全息对应，尤其关注共形场论、拓扑场论以及张量网络的交叉研究。