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Deadline-sensitive User Recruitment for mobile crowdsensing with probabilistic collaboration

机译:具有概率协作的移动人群感知的时限敏感型用户招聘

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Mobile crowdsensing is a new paradigm in which a group of mobile users exploit their smart devices to cooperatively perform a large-scale sensing job over urban environments. In this paper, we focus on the Deadline-sensitive User Recruitment (DUR) problem for probabilistically collaborative mobile crowdsensing. Unlike previous works, mobile users in this problem perform sensing tasks with probabilities, and multiple users might be recruited to cooperatively perform a common task, ensuring that the expected completion time is no larger than a deadline. Owing to such a probabilistic collaboration, DUR can be formalized as a non-trivial set cover problem with non-linear programming constraints and an optimization objective of real function. We first prove that the DUR problem is NP-hard. Then, we propose a greedy DUR algorithm, called gDUR, to solve this problem. Next, we prove that the gDUR algorithm can achieve a logarithmic approximation ratio. Furthermore, we extend the problem to a more complex case where sensing duration is taken into consideration, and we propose a sensing-duration-aware user recruitment algorithm, called dDUR. Finally, we validate the performance of the proposed algorithms through extensive simulations, based on a real mobile social network trace and a synthetic trace.
机译:移动人群感应是一种新的范例,其中一群移动用户利用他们的智能设备在城市环境中协作执行大规模感应工作。在本文中,我们专注于概率协作型移动人群感知的截止日期敏感的用户招募(DUR)问题。与以前的工作不同,此问题中的移动用户将执行具有概率的感测任务,并且可能会招募多个用户来协作执行一项常见任务,从而确保预期的完成时间不超过最后期限。由于这种概率协作,DUR可以形式化为具有非线性编程约束和实函数优化目标的非平凡覆盖问题。我们首先证明DUR问题是NP问题。然后,我们提出了一种贪婪的DUR算法,称为gDUR,以解决此问题。接下来,我们证明gDUR算法可以实现对数逼近比。此外,我们将问题扩展到考虑传感持续时间的更为复杂的情况,并提出了一种感知持续时间的用户招募算法,称为dDUR。最后,我们基于真实的移动社交网络轨迹和综合轨迹,通过广泛的仿真验证了所提出算法的性能。

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