User recruitment for mobile crowdsensing over opportunistic networks

M. Karaliopoulos, Orestis Telelis, I. Koutsopoulos
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引用次数: 181

Abstract

We look into the realization of mobile crowdsensing campaigns that draw on the opportunistic networking paradigm, as practised in delay-tolerant networks but also in the emerging device-to-device communication mode in cellular networks. In particular, we ask how mobile users can be optimally selected in order to generate the required space-time paths across the network for collecting data from a set of fixed locations. The users hold different roles in these paths, from collecting data with their sensing-enabled devices to relaying them across the network and uploading them to data collection points with Internet connectivity. We first consider scenarios with deterministic node mobility and formulate the selection of users as a minimum-cost set cover problem with a submodular objective function. We then generalize to more realistic settings with uncertainty about the user mobility. A methodology is devised for translating the statistics of individual user mobility to statistics of spacetime path formation and feeding them to the set cover problem formulation. We describe practical greedy heuristics for the resulting NP-hard problems and compute their approximation ratios. Our experimentation with real mobility datasets (a) illustrates the multiple tradeoffs between the campaign cost and duration, the bound on the hopcount of space-time paths, and the number of collection points; and (b) provides evidence that in realistic problem instances the heuristics perform much better than what their pessimistic worst-case bounds suggest.
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通过机会主义网络进行移动众测的用户招募
我们研究了利用机会主义网络范例的移动众测活动的实现,如在延迟容忍网络中实践的那样,也在蜂窝网络中新兴的设备对设备通信模式中实践。特别是,我们询问如何最佳地选择移动用户,以便在网络中生成所需的时空路径,以便从一组固定位置收集数据。用户在这些路径中扮演着不同的角色,从使用具有传感功能的设备收集数据,到通过网络转发数据,并将数据上传到具有互联网连接的数据收集点。我们首先考虑具有确定性节点移动性的场景,并将用户的选择表述为具有子模块目标函数的最小成本集覆盖问题。然后,我们将其推广到具有用户移动性不确定性的更现实的设置。设计了一种将个人用户移动性统计转化为时空路径形成统计的方法,并将其提供给集合覆盖问题公式。我们描述了实际的贪心启发式算法,并计算了它们的近似比。我们对真实移动数据集的实验(a)说明了活动成本和持续时间之间的多重权衡,时空路径的跳跃数的界限,以及收集点的数量;并且(b)提供证据表明,在现实问题实例中,启发式比其悲观的最坏情况边界所建议的效果要好得多。
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