4.7 Article

Preference-Aware Task Assignment in Spatial Crowdsourcing: From Individuals to Groups

期刊

出版社

IEEE COMPUTER SOC
DOI: 10.1109/TKDE.2020.3021028

关键词

Task analysis; Tensile stress; Crowdsourcing; History; Electronic mail; Performance evaluation; Computer science; Spatial crowdsourcing; task assignment; worker preference

资金

  1. Natural Science Foundation of China [61972069, 61532018, 61836007, 61832017]
  2. Sichuan Science and Technology Program [2020JDTD0007]
  3. Alibaba Innovation Research (AIR)

向作者/读者索取更多资源

In this paper, a preference-aware spatial task assignment system based on workers' temporal preferences is proposed. The system models workers' preferences using a three-dimension tensor and devises preference-aware individual task assignment algorithms. The original framework is further optimized by considering workers' tolerable waiting time, consensus, and tasks' rewards.
With the ubiquity of smart devices, Spatial Crowdsourcing (SC) has emerged as a new transformative platform that engages mobile users to perform spatio-temporal tasks by physically traveling to specified locations. Thus, various SC techniques have been studied for performance optimization, among which one of the major challenges is how to assign workers the tasks that they are really interested in and willing to perform. In this paper, we propose a novel preference-aware spatial task assignment system based on workers' temporal preferences, which consists of two components: History-based Context-aware Tensor Decomposition (HCTD) for workers' temporal preferences modeling and preference-aware task assignment. We model workers' preferences with a three-dimension tensor (worker-task-time). Supplementing the missing entries of the tensor through HCTD with the assistant of historical data and other two context matrices, we recover workers' preferences for different categories of tasks in different time slots. Several preference-aware individual task assignment algorithms are then devised, aiming to maximize the total number of task assignments at every time instance, in which we give higher priorities to the workers who are more interested in the tasks. In order to make our proposed framework applicable to more scenarios, we further optimize the original framework by proposing strategies to allow each task to be assigned to a group of workers such that the task can be completed by these workers simultaneously, wherein workers' tolerable waiting time, consensus, and tasks' rewards are taken into consideration. We conduct extensive experiments using a real dataset, verifying the practicability of our proposed methods.

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