本项目旨在对引力的全息性质及其与张量网络的关系展开理论、数值及引力波观测效应方面的研究。理论方面，我们将致力于全息引力的演生模型的构建及其性质的研究，包括面/态对偶关系及演生引力的动力学模型研究。数值方面，项目将着重利用多尺度纠缠重整化方案(MERA)具有逐层产生纠缠的特点，对引力演生模型的动力学进行数值模拟，并期望能据此给出演生论观点的引力波解释。观测效应上，项目将借助引力记忆效应，研究引力全息的引力波的观测效应，以便在今后的引力波探测中能给出可能的实验验证。这些研究能加深我们对引力的起源及其全息本质的认识，对于量子纠缠及量子信息的理解也有极大帮助，并能为全息性质的实验研究提供线索。

This project aims to study the holographic property of gravity and its relationship with tensor network, from theory to numerical simulations to its gravitational observation effects. In the theoretical side, attentions will be paid to the models of the emergent gravity and their properties, mainly focus on the surface/state correspondence and the dynamics of emergent gravity. On the numerical side, with the remarkable properties that the MERA generates entanglements level by level, we numerically simulate the dynamics of the emergent model of gravity. On the observation effect side, in virtue of the gravitational memory effect, we study the gravitational-wave effects of the holography, so that they can have possible confirmations in the future gravitational wave experiments. Those investigations can shed lights on the origin of gravity and its holographic properties. They are also helpful in understanding the quantum entanglement and quantum information, which in turn, provides useful clues to the exprimental ivestigations of the holographic properties.