Cost-aware compressive sensing for networked sensing systems

Liwen Xu, Xiaohong Hao, N. Lane, Xin Liu, T. Moscibroda
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引用次数: 39

Abstract

Compressive Sensing is a technique that can help reduce the sampling rate of sensing tasks. In mobile crowdsensing applications or wireless sensor networks, the resource burden of collecting samples is often a major concern. Therefore, compressive sensing is a promising approach in such scenarios. An implicit assumption underlying compressive sensing -- both in theory and its applications -- is that every sample has the same cost: its goal is to simply reduce the number of samples while achieving a good recovery accuracy. In many networked sensing systems, however, the cost of obtaining a specific sample may depend highly on the location, time, condition of the device, and many other factors of the sample. In this paper, we study compressive sensing in situations where different samples have different costs, and we seek to find a good trade-off between minimizing the total sample cost and the resulting recovery accuracy. We design Cost-Aware Compressive Sensing (CACS), which incorporates the cost-diversity of samples into the compressive sensing framework, and we apply CACS in networked sensing systems. Technically, we use regularized column sum (RCS) as a predictive metric for recovery accuracy, and use this metric to design an optimization algorithm for finding a least cost randomized sampling scheme with provable recovery bounds. We also show how CACS can be applied in a distributed context. Using traffic monitoring and air pollution as concrete application examples, we evaluate CACS based on large-scale real-life traces. Our results show that CACS achieves significant cost savings, outperforming natural baselines (greedy and random sampling) by up to 4x.
网络传感系统的成本感知压缩感知
压缩感知是一种有助于降低感知任务采样率的技术。在移动众测应用或无线传感器网络中,采集样本的资源负担往往是一个主要问题。因此,在这种情况下,压缩感知是一种很有前途的方法。压缩感知的一个隐含假设——无论是在理论上还是在应用中——是每个样本都有相同的成本:它的目标是简单地减少样本数量,同时获得良好的恢复精度。然而,在许多联网传感系统中,获得特定样品的成本可能高度依赖于样品的位置、时间、设备条件和许多其他因素。在本文中,我们研究了不同样本具有不同成本的情况下的压缩感知,并寻求在最小化总样本成本和由此产生的恢复精度之间找到一个很好的权衡。我们设计了成本感知压缩感知(CACS),将样本的成本多样性纳入压缩感知框架,并将其应用于网络感知系统。从技术上讲,我们使用正则化列和(RCS)作为恢复精度的预测指标,并使用该指标设计了一种优化算法,用于寻找具有可证明恢复界限的最小成本随机抽样方案。我们还将展示如何在分布式上下文中应用CACS。以交通监测和空气污染为具体应用实例,基于大规模的现实生活轨迹对CACS进行了评估。我们的结果表明,CACS实现了显著的成本节约,优于自然基线(贪婪和随机抽样)高达4倍。
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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