报告题目：Algebra of diffeomorphism invariant observables in Jackiw-Teitelboim gravity

报告人：吴洁强 (麻省理工学院)

报告时间: 2021年11月25日上午9点

报告地点: 物理楼302 (ZOOM会议号: 860 5946 7981)

报告摘要:

Diffeomorphism symmetry is an intrinsic difficulty in gravitational theory, which appears in almost all of the questions in gravity. As is well known, the diffeomorphism symmetries in gravity should be interpreted as gauge symmetries, so only diffeomorphism invariant operators are physically interesting. However, because of the non-linear effect of gravitational theory, the results for diffeomorphism invariant operators are very limited.

In this work, we focus on the Jackiw-Teitelboim gravity in classical limit, and use Peierls bracket (which is a linear response like computation of observables’ bracket) to compute the algebra of a large class of diffeomorphism invariant observables. With this algebra, we can reproduce some recent results in Jackiw-Teitelboim gravity including: traversable wormhole, scrambling effect, and SL(2) charges. We can also use it to clarify the question of when the creation of an excitation deep in the bulk increases or decreases the boundary energy, which is of crucial importance for the “typical state” version of the firewall paradox.

In the talk, I will first give a brief introduction of Peierls bracket, and then use the Peierls bracket to study the brackets between diffeomorphism invariant observables in Jackiw-Teitelboim gravity. I will then give two applications of this algebra: reproducing the scrambling effect, and studying the energy change after creating an excitation in the bulk.

Reference: 2108.04841

报告人简介：

吴洁强博士于2017年在北京大学bv伟德国际体育获得博士学位。随后在MIT、UCSB做博士后。吴洁强感兴趣的方向是量子引力和黑洞物理。

举办单位：bv伟德国际体育

　　　　　伟德BETVlCTOR1946理论物理中心