论文标题
关于递归的非统一晶体的全息重新归一化的注释
A note on holographic renormalization for non-conformal branes by recursion
论文作者
论文摘要
我们回顾了使用汉密尔顿 - 雅各比形式主义的非统一麸皮的全息重归于。我们提供了计算全息词典所需的工具，而我们为Einstein-Maxwell理论耦合到DILATON的Einstein-Maxwell理论，提供了有关$ DP $ - BRANES的全息重新归如此的新技术结果，$ P <5 $。这些计算基于papadimitriou的递归算法，该算法求解了整体的渐近边界中的径向汉密尔顿 - 雅各比方程。本文是2014年在马德里UAM的TeóricaInstitutodeFísicaTeórida撰写的作者的硕士论文的简短版本。
We review holographic renormalization for non-conformal branes using the Hamilton-Jacobi formalism. We provide the tools required for the computation of the holographic dictionary, while we present some marginally new technical results regarding holographic renormalization for $Dp$-branes, $p<5$, for Einstein-Maxwell theory coupled to a dilaton. The computations are based on a recursive algorithm by Papadimitriou, that solves the radial Hamilton-Jacobi equation in the asymptotic boundary of the bulk. This paper is a short version of the Master thesis of the author written in 2014 at the Instituto de Física Teórica, UAM, Madrid.
