Quantum Entanglement Routing in Distributed Computing
Jincheng Zhang
Abstract
This paper proposes a novel routing algorithm for distributed computing networks leveraging the unique properties of quantum entanglement. The core concept involves utilizing quantum entanglement to create "quantum routes" for computational tasks, effectively bypassing the limitations of traditional physical network topologies. The algorithm is designed to optimize the generation and utilization of entanglement states, thereby achieving optimal task transmission paths and reducing latency and energy consumption. The theoretical framework is presented, outlining the key mathematical formulations and the proposed routing protocol. This approach represents a significant departure from conventional distributed computing routing methods, offering a potentially transformative solution for high-performance and energy-efficient distributed systems. Specifically, the algorithm aims to minimize the quantum distance (Q-distance) between nodes, where Q-distance is defined as the number of entangled pairs required to establish a communication channel. The efficiency of the proposed routing is evaluated through analytical models and discussed in terms of scalability and adaptability within complex distributed computing environments.