Joint Service Placement and Request Scheduling for Multi-SP Mobile Edge Computing Network

Zhengwei Lei, Hongli Xu, Liusheng Huang, Zeyu Meng
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引用次数: 3

Abstract

Mobile edge computing(MEC), as an emerging computing paradigm, pushes services away from centralized remote cloud to distributed edge servers deployed by multiple service providers(SPs), improving user experience and reducing the communication burden on core network. However, this distributed computing architecture also brings some new challenges to the network. In multi-SP MEC system, a SP prefers to use edge servers deployed by itself instead of others, which not only improves service quality but also reduces processing cost. The service placement and request scheduling strategies directly affect the revenue of SPs. Since the service popularity changes over time and the resources of edge servers are limited, the network system needs to make decisions about service placement and request scheduling dynamically to provide better service for users. Owing to the lack of long-term prior knowledge and involving binary decision variables, how to place services and schedule requests to boost the profit of SPs is a challenging problem. We formally formalize this joint optimization problem and propose an efficient online algorithm. First, we invoke Lyapunov optimization technology to convert the long-term optimization problem into a series of subproblems, then a dual-decomposition algorithm is utilized to solve the subproblem. Experimental results show that the algorithm proposed in this paper achieves nearly optimal performance, and it raises 25% and 70% profit compared to greedy and Top-K algorithms, respectively.
多sp移动边缘计算网络的联合服务布局与请求调度
移动边缘计算(MEC)作为一种新兴的计算范式,将服务从集中式远程云转移到由多个服务提供商(sp)部署的分布式边缘服务器上,从而改善了用户体验,减轻了核心网络的通信负担。然而,这种分布式计算架构也给网络带来了一些新的挑战。在多服务提供商MEC系统中,服务提供商更倾向于使用自己部署的边缘服务器,而不是使用其他服务提供商部署的边缘服务器,这样不仅可以提高服务质量,还可以降低处理成本。服务布局和请求调度策略直接影响服务提供商的收益。由于服务受欢迎程度会随着时间的推移而变化,而边缘服务器的资源又是有限的,因此网络系统需要动态地决定服务的位置和请求调度,以便为用户提供更好的服务。由于缺乏长期先验知识和涉及二元决策变量,如何放置服务和调度请求以提高服务提供商的利润是一个具有挑战性的问题。我们正式形式化了这个联合优化问题,并提出了一个高效的在线算法。首先,利用Lyapunov优化技术将长期优化问题转化为一系列子问题,然后利用双重分解算法求解子问题。实验结果表明,本文提出的算法达到了近乎最优的性能,与贪婪算法和Top-K算法相比,分别提高了25%和70%的利润。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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