论文标题
优化无线网络中的信息新鲜度:随机几何方法
Optimizing Information Freshness in Wireless Networks: A Stochastic Geometry Approach
论文作者
论文摘要
通常基于排队分析进行了无线网络中信息新鲜度的优化,该分析仅捕获与发射器和接收器相关的时间流量动态。但是,主要理解的主要由干扰物的地理位置主导的干扰效果。在本文中,我们利用了时空模型,该模型可以从联合队列几何学的角度来表征信息时代(AOI),以设计分散的调度计划策略,该策略利用本地观察来利用本地观察以做出使AOI最小化的传输决策。为了量化性能,我们还为峰AOI得出了准确且可拖动的表达式。数值结果表明:i)数据包的到达率直接影响由于排队相互作用而导致的服务过程,ii)提议的方案可以适应流量变化并在很大程度上降低峰值AOI,而iiii)提出的方案随着网络的大小增长而良好缩放。这是通过自适应调整每个发射器的无线电访问概率来完成环境环境的变化来完成的。
Optimization of information freshness in wireless networks has usually been performed based on queueing analysis that captures only the temporal traffic dynamics associated with the transmitters and receivers. However, the effect of interference, which is mainly dominated by the interferers' geographic locations, is not well understood. In this paper, we leverage a spatiotemporal model, which allows one to characterize the age of information (AoI) from a joint queueing-geometry perspective, for the design of a decentralized scheduling policy that exploits local observation to make transmission decisions that minimize the AoI. To quantify the performance, we also derive accurate and tractable expressions for the peak AoI. Numerical results reveal that: i) the packet arrival rate directly affects the service process due to queueing interactions, ii) the proposed scheme can adapt to traffic variations and largely reduce the peak AoI, and iii) the proposed scheme scales well as the network grows in size. This is done by adaptively adjusting the radio access probability at each transmitter to the change of the ambient environment.