论文标题
Ricci流的单副本
Single copy of the Ricci flow
论文作者
论文摘要
扰动双复制现在是重力和量规理论之间高度建立的对应关系。非扰动，从经典解决方案到双方拓扑数量的信息通过双复制通信相互关联。在本文中，我们添加了另一个结果，在其中，我们证明了RICCI流的单个副本是Yang-Mills Flow在主$ \ text {u}（1）$ - 捆绑包的连接空间上。
The perturbative double copy is by now a highly established correspondence between gravity and gauge theories. Non-perturbatively, information ranging from classical solutions to topological quantities on both sides have been related to each other via the double copy correspondence. In this paper, we add another result, where we show that the single copy of the Ricci flow is the Yang-Mills flow on the space of connections of a principal $\text{U}(1)$-bundle.
