论文标题
混合量子密钥分布网络的拓扑优化
Topological optimization of hybrid quantum key distribution networks
论文作者
论文摘要
随着量子密钥分布(QKD)网络结构的复杂性的日益增长,上面的拓扑设计对于支持大空间区域的大量节点具有重要意义。但是,量子通道的排他性,关键生成能力的局限性,QKD协议的多样性以及不受信任的Relay选择的必要性,使最佳拓扑设计成为非常复杂的任务。在这项研究中,通过分析各种QKD协议的拓扑差异,首次从拓扑的角度研究了混合QKD网络。此外,为了充分利用混合网络,提出了一个用于最佳拓扑计算的分析模型,以通过优化各种QKD设备的部署以及在给定的成本限制下的不信任率来实现最佳安全通信服务的目标。大量的仿真结果表明,混合网络和不信任的重层选择可以带来巨大的性能优势,然后验证了所提出的分析模型的普遍性和有效性。
With the growing complexity of quantum key distribution (QKD) network structures, aforehand topology design is of great significance to support a large-number of nodes over a large-spatial area. However, the exclusivity of quantum channels, the limitation of key generation capabilities, the variety of QKD protocols and the necessity of untrusted-relay selection, make the optimal topology design a very complicated task. In this research, a hybrid QKD network is studied for the first time from the perspective of topology, by analyzing the topological differences of various QKD protocols. In addition, to make full use of hybrid networking, an analytical model for optimal topology calculation is proposed, to reach the goal of best secure communication service by optimizing the deployment of various QKD devices and the selection of untrusted-relays under a given cost limit. Plentiful simulation results show that hybrid networking and untrusted-relay selection can bring great performance advantages, and then the universality and effectiveness of the proposed analytical model are verified.