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SL(2,C) Chern-Simons theory, quantum curves, and 4d quantum geometry |
2015-04-17
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Institute of Theoretical Physics | Chinese Academy of Sciences | State Key Laboratory of Theoretical Physics | Seminar | | Title 题目 | SL(2,C) Chern-Simons theory, quantum curves, and 4d quantum geometry | Speaker 报告人 | 韩慕辛(博士) | Affiliation 所在单位 | 德国埃尔朗根大学 | Date 日期 | 2015年4月17日(周五)上午10:00 | Venue 地点 | 理论所新楼6420会议室 | Abstract 摘要 | "This talk explains the relation between a class of flat connections on a 3-manifold and the constant curvature simplicial geometries in 4-dimensions. The quantization of 4d simplicial geometry can be carried out via the quantization of flat connection on 3-manifold. It reduces to the quantization of a Lagrangian submanifold in Hitchin moduli space. It also relates to a certain class of superconformal field theories in 3-dimensions." | Contact Personn 所内合作者 | 蔡荣根 |
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