SPARQ:空地量子网络中的高效纠缠分发和路由选择

Mohamed Shaban;Muhammad Ismail;Walid Saad
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摘要

本文开发了一种空间-空气-地面量子(SPARQ)网络,作为提供无缝按需纠缠分发的一种手段。SPARQ 中的节点移动性给纠缠路由带来了巨大挑战。现有的量子路由算法侧重于静止的地面节点,并利用链路距离作为优化指标,这对于像 SPARQ 这样的动态系统来说是不现实的。此外,与假定节点同质的现有技术不同,SPARQ 包含具有不同功能的异质节点,这使得纠缠分发更加复杂。为了解决纠缠路由问题,我们提出了一种深度强化学习(RL)框架,并在 SPARQ 的多个图上使用深度 Q 网络(DQN)进行训练,以考虑网络动态。随后,提出了一种纠缠分发策略--第三方纠缠分发(TPED),以建立通信各方之间的纠缠。为进行性能评估,设计了一个现实量子网络模拟器。仿真结果表明,与基准相比,TPED 策略将纠缠保真度提高了 3%,内存消耗减少了 50%。结果还显示,与最短路径基线相比,所提出的 DQN 算法将已解决的远距传输请求数量提高了 39%,与基于长短期内存的 RL 算法相比,纠缠保真度提高了 2%。与最先进的基准相比,它还将纠缠保真度分别提高了 6% 和 9%。此外,与根据 SPARQ 快照训练的 DQN 相比,纠缠保真度提高了 15%。此外,与仅跨越空间层和地面层的现有网络相比,SPARQ 将平均纠缠保真度提高了 23.5%。
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SPARQ: Efficient Entanglement Distribution and Routing in Space–Air–Ground Quantum Networks
In this article, a space–air–ground quantum (SPARQ) network is developed as a means for providing a seamless on-demand entanglement distribution. The node mobility in SPARQ poses significant challenges to entanglement routing. Existing quantum routing algorithms focus on stationary ground nodes and utilize link distance as an optimality metric, which is unrealistic for dynamic systems, like SPARQ. Moreover, in contrast to the prior art that assumes homogeneous nodes, SPARQ encompasses heterogeneous nodes with different functionalities further complicates the entanglement distribution. To solve the entanglement routing problem, a deep reinforcement learning (RL) framework is proposed and trained using deep Q-network (DQN) on multiple graphs of SPARQ to account for the network dynamics. Subsequently, an entanglement distribution policy, third-party entanglement distribution (TPED), is proposed to establish entanglement between communication parties. A realistic quantum network simulator is designed for performance evaluation. Simulation results show that the TPED policy improves entanglement fidelity by 3% and reduces memory consumption by 50% compared with benchmark. The results also show that the proposed DQN algorithm improves the number of resolved teleportation requests by 39% compared with shortest path baseline and the entanglement fidelity by 2% compared with an RL algorithm that is based on long short-term memory. It also improved entanglement fidelity by 6% and 9% compared with state-of-the-art benchmarks. Moreover, the entanglement fidelity is improved by 15% compared with DQN trained on a snapshot of SPARQ. Additionally, SPARQ enhances the average entanglement fidelity by 23.5% compared with existing networks spanning only space and ground layers.
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