(2024-09-27) Seminar: Jie Ren (任杰) -- Numerical relativity for stationary solutions of Einstein's equations in AdS/CFT

发布者:蒋红燕发布时间:2024-09-23浏览次数:11


Title(报告题目): Numerical relativity for stationary solutions of Einstein's equations in AdS/CFT

Speaker(报告人)Jie Ren (任杰)

Affiliation(单位): Sun Yat-sen University(中山大学)

Time(时间)16:00-17:15, Friday, September 27, 2024 (UTC+8, Beijing Time)

Venue(地点):Zoom Meeting (ID: 385 442 0225; Passcode: yauc)

Inviter(邀请人): Hai Lin (林海)



Abstract(报告摘要)

In the context of the AdS/CFT correspondence, we aim to construct AdS spacetimes with reduced symmetry to study more general states in the CFT. When the geometry depends on a spatial coordinate in addition to the AdS radial coordinate, we typically need to solve Einstein's equations numerically. I will introduce numerical relativity in AdS/CFT, focusing on the theoretical aspects of stationary solutions to Einstein's equations. In AdS spacetimes, black hole solutions evade the no-hair, topology, and rigidity theorems applicable to asymptotically flat spacetimes, leading to a significantly richer variety of solutions. Topics include ellipticity, gauge-fixing methods, boundary conditions, and numerical algorithms. Physics examples include black funnels, droplets, tunnels, hammocks, and holographic quantum matter.



Speaker(报告人介绍)

Jie Ren is an associate professor at Sun Yat-sen University. He received his bachelor's and master's degrees from Nankai University. Jie Ren received his PhD from Princeton University in 2013. He did postdoctoral research at the University of Crete in Greece and the Hebrew University of Jerusalem in Israel. The research of Prof. Jie Ren has mainly focused on the AdS/CFT correspondence, particularly using general relativity in AdS spacetime as a tool to study the properties of certain strongly coupled systems.



The seminar will be broadcasted online by Zoom. 

Interested people are free to join, without registration in advance.



The Zoom info is

URL: https://us02web.zoom.us/j/3854420225?pwd=SXY4eWJKOTBFZWJDaE16aXpTamY1QT09

Meeting ID: 385 442 0225

Passcode: yauc