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A Bayesian-Based Approach for Activity and Mobility Inference in Location-Based Social Networks

机译:基于位置的社交网络中基于贝叶斯的活动和移动推理方法

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With the popularity of location-based social networks (LBSNs), users would like to share their check-ins with their friends for more social interactions. These check-in records reflect not only when and where they are, but also what they are doing. If we can capture the relations of the location, time, and activity factors in LBSNs, the location-based social platforms can provide more personalized location-based services to users. In this paper, we aim to infer individual activity and mobility based on their check-in records in LBSNs. For these two inference problems, we analyze check-in records, and utilize Bayesian network to represent the relations among location, time, and activity factors of check-in records. Based on the proposed network model, the two inference problems can be simplified to two modules, the activity-time and the location-activity relation. For the activity-time relation, we propose Order-1 Activity Transition Model to capture the activity-time relations of check-in records. Moreover, for the location-activity relation, we exploit the Gaussian mixture model to capture individual mobility features in different activities. To evaluate the proposed network model for the two inference problems, we conduct extensive experiments on two real datasets, and the experimental results show that our proposed Bayesian-based approach has higher performance than the state-of-the-art approaches for activity and mobility inference in LBSNs.
机译:随着基于位置的社交网络(LBSN)的普及,用户希望与朋友共享签到信息以进行更多的社交互动。这些签到记录不仅反映了他们的时间和地点,还反映了他们在做什么。如果我们可以捕获LBSN中位置,时间和活动因素的关系,则基于位置的社交平台可以为用户提供更多个性化的基于位置的服务。在本文中,我们旨在根据个人在LBSN中的签到记录来推断其个人活动和流动性。针对这两个推断问题,我们分析了签到记录,并利用贝叶斯网络来表示签到记录的位置,时间和活动因素之间的关系。基于所提出的网络模型,可以将两个推理问题简化为活动时间和位置活动关系两个模块。对于活动时间关系,我们提出了Order-1活动过渡模型来捕获签到记录的活动时间关系。此外,对于位置-活动关系,我们利用高斯混合模型来捕获不同活动中的个体活动性特征。为了评估所提出的网络模型的两个推理问题,我们在两个真实的数据集上进行了广泛的实验,实验结果表明,我们提出的基于贝叶斯的方法具有比最新的活动和移动性方法更高的性能。 LBSN中的推断。

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