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1.北京邮电大学信息与通信工程学院,北京 100876
2.北京邮电大学电子工程学院,北京 100876
Received:23 November 2024,
Revised:2025-03-11,
Published:25 June 2025
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师子琦, 谢刚, 范文浩, 等. 边缘计算中基于QoE感知的任务卸载:势博弈方法[J]. 电子学报, 2025, 53(06): 1943-1957.
SHI Zi-qi, XIE Gang, FAN Wen-hao, et al. QoE-Aware Task Offloading in Edge Computing Environment: Potential Game Approach[J]. Acta Electronica Sinica, 2025, 53(06): 1943-1957.
师子琦, 谢刚, 范文浩, 等. 边缘计算中基于QoE感知的任务卸载:势博弈方法[J]. 电子学报, 2025, 53(06): 1943-1957. DOI:10.12263/DZXB.20241053
SHI Zi-qi, XIE Gang, FAN Wen-hao, et al. QoE-Aware Task Offloading in Edge Computing Environment: Potential Game Approach[J]. Acta Electronica Sinica, 2025, 53(06): 1943-1957. DOI:10.12263/DZXB.20241053
随着5G的广泛应用,边缘计算技术被用于任务卸载和处理,基于博弈论的边缘计算策略成为当前研究领域中的热点.本文以最大化用户体验质量(Quality of Experience,QoE)为目标,研究时间约束条件下的多用户任务卸载问题.本文首先从通信模型、计算模型和时间约束三个方面建立系统模型,然后将优化问题转换为博弈问题,给出并证明存在纳什均衡解.本文提出了一种分布式多用户卸载算法(Distributed Multi-User Offloading,DMUO),首次实现了多用户在单时隙内同步更新策略,显著降低了计算开销并提升了收敛速度.理论分析表明,DMUO算法能够收敛至纳什均衡解,并给出了迭代次数的上限.此外,通过分析最坏情况策略与最优解的性能差距,验证了算法的鲁棒性.仿真实验表明,DMUO算法具有优异的收敛性和系统性能,证明了其在大规模边缘计算环境中的可扩展性和实际适用性.
With the widespread adoption of 5G technology
the importance of edge computing in task offloading and processing has become increasingly prominent. Consequently
this trend has led to the emergence of game theory-based edge computing strategies as a research hot spot. This paper aims to maximize the quality of experience (QoE) by studying the multi-user task offloading problem under time constraints. A system model is constructed from three aspects: communication model
computation model
and time constraints. The optimization problem is first transformed into a game-theoretic problem
and thereafter
the existence of a Nash equilibrium solution is proven. This paper proposes a distributed multi-user offloading (DMUO) algorithm
which enables multiple users to simultaneously update their policies within a single time slot for the first time
significantly reducing computational overhead and improving convergence speed. Theoretical analysis not only demonstrates that the DMUO algorithm converges to the Nash equilibrium solution
but also provides an upper bound on the number of iterations.Furthermore
the robustness of the algorithm is verified by analyzing the performance gap between the worst-case strategy and the optimal solution. Simulation results show that the DMUO algorithm exhibits excellent convergence and system performance
proving its scalability and practical applicability in large-scale edge computing environments
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