论文标题
全息两点在疾病系统中的功能
Holographic two-point functions in a disorder system
论文作者
论文摘要
我们研究了非符号场理论的两点相关函数的全息二。我们首先考虑到Lifshitz几何形状是LIFSHITZ场理论的双重，它可能出现在关键或IR固定点。我们通过计算两点相关器和状态参数方程来明确显示LIFSHITZ几何形状与LIFSHITZ场理论之间的全息关系。我们还研究了一种疾病变形，该变形使紫外线综合场理论可以流入新的IR Lifshitz场理论中。在这个变形的理论中，我们研究了一个异常的维度，代表了沿RG流量的操作员缩放维度的变化。
We study the holographic dual of two-point correlation functions for nonconformal field theories. We first take into account a Lifshitz geometry as the dual of a Lifshitz field theory which may appear at a critical or IR fixed point. We explicitly show the holographic relation between a Lifshitz geometry and a Lifshitz field theory by calculating two-point correlators and equation of state parameter on both sides. We also investigate a disorder deformation, which allows a UV conformal field theory to flow into a new IR Lifshitz field theory. In this deformed theory, we investigate an anomalous dimension representing the change of an operator's scaling dimension along the RG flow.
