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arXiv 0709.3254hep-thgr-qc
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一维非齐次背景的高阶扰动

Higher Order Perturbations Around Backgrounds with One Non-Homogeneous Dimension

Barak Kol

摘要:

它示出了一个非齐次的维度,即共齐性1,背景周围的扰动,可以被正则简化,一个属性,被证明是持有任何秩序的扰动理论。回顾一下,这个问题自然减少到1D,一个程序被描述,从而为每个规范功能在1D两个1D字段被消除的行动-一个是规范,可以消除没有约束,另一个是辅助。这些结果推广了hep-th/0609001的结果,从线性到非线性扰动,它们统一了两种物理感兴趣的情况:宇宙学扰动和静态球对称背景扰动。黑字符串的应用程序进行了详细讨论。

英文摘要:

It is shown that perturbations around backgrounds with one non-homogeneous dimension, namely of co-homogeneity 1, can be canonically simplified, a property that is shown to hold to any order in perturbation theory. Recalling that the problem naturally reduces to 1d, a procedure is described whereby for each gauge function in 1d two 1d fields are eliminated from the action - one is gauge and can be eliminated without a constraint and the other is auxiliary. These results generalize the results of hep-th/0609001 from linear to non-linear perturbations and they unify two cases of physical interest: cosmological perturbations and perturbations to static spherically symmetric backgrounds. An application to black strings is discussed in some detail.

机构、总结、中文摘要均由AI分析而来,可能存在错误,请以论文正文为准。

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