论文标题
全息相关因子中的扬式对称性
Yangian Symmetry in Holographic Correlators
论文作者
论文摘要
我们指出的是，在扬吉对称性下，无限的Witten图是不变的。这些图是全息相关因子的基础，并且通过差分关系的网络相关。我们表明Yangian不变性等效于递归关系的一致性条件。
We point out that an infinite class of Witten diagrams is invariant under a Yangian symmetry. These diagrams are building blocks of holographic correlators and are related by a web of differential recursion relations. We show that Yangian invariance is equivalent to the consistency conditions of the recursion relations.
