软件定义2d车辆网络计算卸载的博弈论方法

Richard N. K. Mensah, L. Zhiyuan, Andrews A. Okine, J. M. Adeke
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引用次数: 2

摘要

车载应用的萌芽和数据的爆炸式增长普遍导致通信、计算和存储资源需求的增加,以及对延迟和无线网络容量的严格性能要求。为了应对这些挑战,车辆边缘计算是一种有前景的解决方案,它将计算能力扩展到车辆网络的边缘,并在车辆附近提供计算卸载服务。车辆边缘计算(VEC)和D2D通信的设计受益于接近增益,以优化计算卸载。针对目前车用网络存在的大部分问题,本文提出了车内软件定义网络(SDN)。此外,SDVN控制器处理车辆的D2D配对,并与边缘云协调,在车辆和移动用户之间灵活分配计算资源。在本文中,我们将D2D通信和VEC相结合,进一步增强了车联网的计算能力。我们的目标是优化车辆网络在通信和计算限制下可以支持的设备数量。我们将任务卸载和相关的资源分配问题表述为一个混合策略的博弈问题。参与游戏的玩家是处理网络边缘计算资源分配的SDN控制器和决定任务卸载的车辆。从理论上证明了纳什均衡的存在唯一性。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
A Game-Theoretic Approach to Computation Offloading in Software-Defined D2D-Enabled Vehicular Networks
The incipient vehicular applications and the explosive growth of data generally led to the increase in demand for communication, computation, and storage resources, as well as the stringent performance requirement on latency and wireless network capacity. To address these challenges, Vehicular Edge Computing is an envisioned promising solution that extends the computation capability to the edge of the vehicular network and computation offloading service is provided in the proximity of the vehicles. Vehicular edge computing (VEC) and D2D communication have been designed to benefit from proximity gain to optimize computation offloading. Software-defined network (SDN) inside the vehicular network (SDVN) is developed in this article to rectify most problems in the vehicular network. Besides, the SDVN controller handles D2D pairing of vehicles and co-ordinates with the edge cloud for flexible allocation of computing resources among vehicles and mobile users. In this article, we combine D2D communication and VEC to further enhance the computation capacity of the vehicular network. Our goal is to optimize the number of devices the vehicular network can support under communication and computational limitation. We formulate the task offloading and associated resource allocation problem as a game with mixed strategies. The players involved in the game are the SDN controller handling the computation resource allocation at the network edge and a vehicle deciding on task offloading. The existence and uniqueness of Nash equilibrium are theoretically proved.
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