A Note on the Weyl anomaly in the holographic renormalization group
A Note on the Weyl anomaly in the holographic renormalization group
复制标题
关于全息重正化群中Weyl异常的注解
DOI：
10.1143/ptp.104.1089
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发表时间：
2000
影响因子：
--
通讯作者：
T. Sakai
中科院分区：
文献类型：
--
作者：
M. Fukuma;So Matsuura;T. Sakai
基于de Boer、Verlinde和Verlinde提出的Hamilton-Jacobi方程，我们给出了在任意维度上计算全息Weyl异常的方法。进行了一些示例计算并显示了它们，以重现此时使用不同方法获得的结果。我们进一步讨论连续统极限，并认为全息重整化群可以描述参数空间中的重整化轨迹。我们还澄清了当前形式主义与亨宁森和斯肯德里斯进行的分析的关系。
We give a prescription for calculating the holographic Weyl anomaly in arbitrary dimension within the framework based on the Hamilton-Jacobi equation proposed by de Boer, Verlinde and Verlinde. A few sample calculations are made and shown to reproduce the results that are obtained to this time with a different method. We further discuss continuum limits, and argue that the holographic renormalization group may describe the renormalized trajectory in the parameter space. We also clarify the relationship of the present formalism to the analysis carried out by Henningson and Skenderis.