论文标题
广告/CFT中信息的全息图
Holography of Information in AdS/CFT
论文作者
论文摘要
信息的全息原理指出，在量子重力理论中，在Cauchy Slice上可用的所有信息的副本也可以在Cauchy Slice的边界附近可用。该理论中的这种冗余已经存在于低能。在AD/CFT对应关系的背景下，该原理可以转化为有关双保形场理论的陈述。我们进行了这一翻译，并证明了信息全息的原理在双向全息图中。
The principle of the holography of information states that in a theory of quantum gravity a copy of all the information available on a Cauchy slice is also available near the boundary of the Cauchy slice. This redundancy in the theory is already present at low energy. In the context of the AdS/CFT correspondence, this principle can be translated into a statement about the dual conformal field theory. We carry out this translation and demonstrate that the principle of the holography of information holds in bilocal holography.
