Huang Ni-Ni, Huang Wei-Hao, Li Che-Ming
Department of Engineering Science, National Cheng Kung University, Tainan, 70101, Taiwan.
Center for Quantum Frontiers of Research & Technology, National Cheng Kung University, Tainan, 701, Taiwan.
Sci Rep. 2020 Feb 20;10(1):3093. doi: 10.1038/s41598-020-60061-y.
Quantum teleportation enables networking participants to move an unknown quantum state between the nodes of a quantum network, and hence constitutes an essential element in constructing large-sale quantum processors with a quantum modular architecture. Herein, we propose two protocols for teleporting qubits through an N-node quantum network in a highly-entangled box-cluster state or chain-type cluster state. The proposed protocols are systematically scalable to an arbitrary finite number N and applicable to arbitrary size of modules. The protocol based on a box-cluster state is implemented on a 14-qubit IBM quantum computer for N up to 12. To identify faithful networking teleportation, namely that the elements on real devices required for the networking teleportation process are all qualified for achieving teleportation task, we quantify quantum-mechanical processes using a generic classical-process model through which any classical strategies of mimicry of teleportation can be ruled out. From the viewpoint of achieving a genuinely quantum-mechanical process, the present work provides a novel toolbox consisting of the networking teleportation protocols and the criteria for identifying faithful teleportation for universal quantum computers with modular architectures and facilitates further improvements in the reliability of quantum-information processing.
量子隐形传态使网络参与者能够在量子网络的节点之间移动未知量子态,因此是构建具有量子模块化架构的大规模量子处理器的关键要素。在此,我们提出了两种通过处于高度纠缠的盒状簇态或链状簇态的N节点量子网络来隐形传态量子比特的协议。所提出的协议可系统地扩展到任意有限数量N,并且适用于任意大小的模块。基于盒状簇态的协议在一台14量子比特的IBM量子计算机上实现,N最大可达12。为了识别可靠的网络隐形传态,即网络隐形传态过程所需的真实设备上的元件都符合实现隐形传态任务的要求,我们使用通用经典过程模型对量子力学过程进行量化,通过该模型可以排除任何模仿隐形传态的经典策略。从实现真正的量子力学过程的角度来看,本工作提供了一个新颖的工具箱,它由网络隐形传态协议和用于识别具有模块化架构的通用量子计算机的可靠隐形传态的标准组成,并有助于进一步提高量子信息处理的可靠性。