ITP OpenIR  > 理论物理所2016年知识产出
On 3d bulk geometry of Virasoro coadjoint orbits: orbit invariant charges and Virasoro hair on locally AdS(3) geometries
Sheikh-Jabbari, MM; Yavartanoo, H; Sheikh-Jabbari, MM (reprint author), Inst Res Fundamental Sci IPM, Sch Phys, POB 19395-5531, Tehran, Iran.
2016
发表期刊EUROPEAN PHYSICAL JOURNAL C
卷号76期号:9
文章类型Article
摘要Expanding upon [arXiv:1404.4472,arXiv:1511.06079], we provide a further detailed analysis of Banados geometries, the most general solutions to the AdS(3) Einstein gravity with Brown-Henneaux boundary conditions. We analyze in some detail the causal, horizon, and boundary structure, and the geodesic motion on these geometries, as well as the two classes of symplectic charges one can associate with these geometries: charges associated with the exact symmetries and the Virasoro charges. We elaborate on the one-to-one relation between the coadjoint orbits of two copies of the Virasoro group and Banados geometries. We discuss that the information as regards the Banados goemetries falls into two categories: "orbit invariant" information and "Virasoro hairs". The former concerns geometric quantities, while the latter are specified by the non-local surface integrals. We elaborate onmulti-BTZ geometries which have a number of disconnected pieces at the horizon bifurcation curve. We study multi-BTZ black hole thermodynamics and discuss that the thermodynamic quantities are orbit invariants. We also comment on the implications of our analysis for a 2d CFT dual which could possibly be dual to AdS3 Einstein gravity.
学科领域Physics
资助者Allameh Tabatabaii Prize Grant of Boniad Melli Nokhbegan of Iran ; Allameh Tabatabaii Prize Grant of Boniad Melli Nokhbegan of Iran ; SarAmadan grant of Iranian vice presidency in science and technology ; SarAmadan grant of Iranian vice presidency in science and technology ; ICTP network [NET-68] ; ICTP network [NET-68] ; ICTP Simons fellowship ; ICTP Simons fellowship ; Allameh Tabatabaii Prize Grant of Boniad Melli Nokhbegan of Iran ; Allameh Tabatabaii Prize Grant of Boniad Melli Nokhbegan of Iran ; SarAmadan grant of Iranian vice presidency in science and technology ; SarAmadan grant of Iranian vice presidency in science and technology ; ICTP network [NET-68] ; ICTP network [NET-68] ; ICTP Simons fellowship ; ICTP Simons fellowship
DOIhttp://dx.doi.org/10.1140/epjc/s10052-016-4326-z
关键词[WOS]BLACK-HOLE ; (2+1)-DIMENSIONAL GRAVITY ; ASYMPTOTIC SYMMETRIES ; DYNAMICS ; DIFFEOMORPHISMS ; ALGEBRA ; SPACE
收录类别SCI
语种英语
资助者Allameh Tabatabaii Prize Grant of Boniad Melli Nokhbegan of Iran ; Allameh Tabatabaii Prize Grant of Boniad Melli Nokhbegan of Iran ; SarAmadan grant of Iranian vice presidency in science and technology ; SarAmadan grant of Iranian vice presidency in science and technology ; ICTP network [NET-68] ; ICTP network [NET-68] ; ICTP Simons fellowship ; ICTP Simons fellowship ; Allameh Tabatabaii Prize Grant of Boniad Melli Nokhbegan of Iran ; Allameh Tabatabaii Prize Grant of Boniad Melli Nokhbegan of Iran ; SarAmadan grant of Iranian vice presidency in science and technology ; SarAmadan grant of Iranian vice presidency in science and technology ; ICTP network [NET-68] ; ICTP network [NET-68] ; ICTP Simons fellowship ; ICTP Simons fellowship
WOS类目Physics, Particles & Fields
引用统计
文献类型期刊论文
条目标识符http://ir.itp.ac.cn/handle/311006/21537
专题理论物理所2016年知识产出
通讯作者Sheikh-Jabbari, MM (reprint author), Inst Res Fundamental Sci IPM, Sch Phys, POB 19395-5531, Tehran, Iran.
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Sheikh-Jabbari, MM,Yavartanoo, H,Sheikh-Jabbari, MM . On 3d bulk geometry of Virasoro coadjoint orbits: orbit invariant charges and Virasoro hair on locally AdS(3) geometries[J]. EUROPEAN PHYSICAL JOURNAL C,2016,76(9).
APA Sheikh-Jabbari, MM,Yavartanoo, H,&Sheikh-Jabbari, MM .(2016).On 3d bulk geometry of Virasoro coadjoint orbits: orbit invariant charges and Virasoro hair on locally AdS(3) geometries.EUROPEAN PHYSICAL JOURNAL C,76(9).
MLA Sheikh-Jabbari, MM,et al."On 3d bulk geometry of Virasoro coadjoint orbits: orbit invariant charges and Virasoro hair on locally AdS(3) geometries".EUROPEAN PHYSICAL JOURNAL C 76.9(2016).
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