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A Stackelberg Game for Incentive Proactive Caching Mechanisms in Wireless Networks

机译:一种激励主动缓存机制的stackelberg博弈   无线网络

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摘要

In this paper, an incentive proactive cache mechanism in cache-enabled smallcell networks (SCNs) is proposed, in order to motivate the content providers(CPs) to participate in the caching procedure. A network composed of a singlemobile network operator (MNO) and multiple CPs is considered. The MNO aims todefine the price it charges the CPs to maximize its revenue while the CPscompete to determine the number of files they cache at the MNO's small basestations (SBSs) to improve the quality of service (QoS) of their users. Thisproblem is formulated as a Stackelberg game where a single MNO is considered asthe leader and the multiple CPs willing to cache files are the followers. Thefollowers game is modeled as a non-cooperative game and both the existence anduniqueness of a Nash equilibrium (NE) are proved. The closed-form expression ofthe NE which corresponds to the amount of storage each CP requests from the MNOis derived. An optimization problem is formulated at the MNO side to determinethe optimal price that the MNO should charge the CPs. Simulation results showthat at the equilibrium, the MNO and CPs can all achieve a utility that is upto 50% higher than the cases in which the prices and storage quantities arerequested arbitrarily.
机译:本文提出了一种启用缓存的小型蜂窝网络(SCN)中的激励主动缓存机制,以激励内容提供者(CP)参与缓存过程。考虑由单个移动网络运营商(MNO)和多个CP组成的网络。 MNO的目的是确定向CP收取的价格,以最大程度地增加收入,同时CP竞争确定他们在MNO的小型基站(SBS)缓存的文件数,以提高其用户的服务质量(QoS)。此问题被表述为Stackelberg游戏,其中单个MNO被视为领导者,而愿意缓存文件的多个CP则是跟随者。跟随者博弈被建模为非合作博弈,并证明了纳什均衡(NE)的存在性和唯一性。 NE的闭式表达式,对应于每个CP从MNO请求的存储量。在MNO端提出了一个优化问题,以确定MNO应该向CP收取的最佳价格。仿真结果表明,在均衡状态下,MNO和CP都可以达到比任意要求价格和存储量的情况高50%的效用。

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