ASYMPTOTICALLY ANTI DE SITTER SPACETIMES IN THREE DIMENSIONS

机译：三维渐近抗Deatter Spacetims

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We revisit the asymptotically Anti de Sitter spacetimes in three dimensions. Using the conformal-completion technique, we formulate the boundary conditions in a covariant fashion and construct the global charges associated with the asymptotic symmetries. The charges so constructed are conserved for the asymptotic Killing vectors fields but are not conserved for the asymptotic conformal Killing vector fields. The quantity integrated to obtain the global charge is interpreted as the Brown-York boundary stress-energy tensor and it is found not to be traceless. The trace is interpreted as the Trace Anomaly and it turns out to be the same as the Brown-Henneaux central charge.

机译：我们在三维中重新审视渐近反德·斯特特偶像。使用保形完井技术，我们以协调性方式制定边界条件，并构建与渐近对称相关的全局电荷。如此构建的电荷用于渐近杀死载体场，但不保守渐近保留杀死捕捞量田。综合纳入全球费用的数量被解释为棕1克边界应力 - 能量张量，并且发现它不无意无愧。该迹线被解释为痕量异常，结果与棕色Henneaux中心电荷相同。

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《Marcel Grossmann Meeting on General Relativity》|2012年||共3页
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LUCA BOMBELLI; ARIF MOHD;
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中图分类 O412.1-532;
关键词
Asymptotically AdS spacetimes; trace anomaly; central charge.;

机译：渐近ads spacetimes;微量异常;中心充电。;

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机译：渐近（反）de-Sitter空间时空背景下黑洞视界熵和的“通用性质”
2. The “universal property” of horizon entropy sum of black holes in four dimensional asymptotical (anti-)de-Sitter spacetime background [J] . Jia Wang, Wei Xu, Xin-he Meng The journal of high energy physics . 2014,第1期

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3. A class of interior solutions corresponding to a (2+1)-dimensional asymptotically anti-de Sitter spacetime [J] . Sharma R., Rahaman F., Karar I. Physics Letters, B. Nuclear Physics and High Energy Physics . 2011,第1a2期

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4. ASYMPTOTICALLY ANTI DE SITTER SPACETIMES IN THREE DIMENSIONS [C] . LUCA BOMBELLI, ARIF MOHD Marcel Grossmann Meeting on General Relativity . 2012

机译：三维渐近抗Deatter Spacetims
5. Boundary conditions in asymptotically anti-de Sitter spacetime and the Anti-de Sitter/Conformal Field Theory correspondence. [D] . Amsel, Aaron Jesse. 2009

机译：渐近反德西特时空的边界条件和反德西特/保形场理论的对应关系。
6. Asymptotic Properties of Linear Field Equations in Anti-de Sitter Space [O] . Gustav Holzegel, Jonathan Luk, Jacques Smulevici, -1

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7. 3 POSITIVE ENERGY THEOREM FOR (4+1)-DIMENSIONAL ASYMPTOTICALLY ANTI-DE SITTER SPACETIMES [O] . Yaohua Wang, Xu Xu 2016

机译：3（4 + 1） - 维数渐近抗静电空间的正能量定理

ASYMPTOTICALLY ANTI DE SITTER SPACETIMES IN THREE DIMENSIONS

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