论文标题
在经典全息张量网络中随机步行两分旋转
Random Walk of Bipartite Spins in a Classicalized Holographic Tensor Network
论文作者
论文摘要
我们考虑在强烈耦合的二维形成性场理论的基础状态的经典全息张量网络中，在经典全息张量网络中随机行走。双方旋转分布在该网络中诱导了一个度量。在随机步行的稳定状态下，诱导的度量标准给出了二维抗DE保姆（ADS $ _2 $）空间度量。我们认为此分布是ADS $ _2 $ SPACE Metric的微观统计模型。
We consider the random walk of spin-zero bipartite spins in the classicalized holographic tensor network of the ground state of a strongly coupled two-dimensional conformal field theory. The bipartite-spin distribution induces a metric in this network. In the steady state of the random walk, the induced metric gives the two-dimensional anti-de Sitter (AdS$_2$) space metric. We consider this distribution as a microscopic statistical model of the AdS$_2$ space metric.
