Guoqiong Liao, Philip S. Yu, Qianhui Zhong, Sihong Xie, Zhen Shen, Changxuan Wan, Dexi Liu
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引用次数: 1
摘要
随着射频识别(RFID)、传感器和无线技术的快速发展,大量运动物体的轨迹数据不断涌现,轨迹数据挖掘越来越受到人们的关注。然而,由于传感器和RFID读写器采集的数据通常存在噪声,因此对噪声进行清理是必要和有意义的,包括缺失的检测事件和交叉检测事件,以便为使用轨迹数据的各种应用提供高质量的数据。轨迹事件的清理要同时考虑到定位的不确定性和事件检测的不可靠性。本文首先讨论了利用相邻检测区域之间的连续运动约束和相邻物理区域之间的直接运动时间约束来区分轨迹中正常检测事件和假检测事件的规则。然后,作为统一的清洗框架,我们建立了一个概率区域连接图来表示相邻物理区域的区域检测特征、区域连接关系和区域转移概率。针对缺失事件的插值问题,本文提出了两种基于路径的概率插值策略,即最可能路径(Most Likely Path, MLP)策略和最高加权概率路径(Highest weighted Probability Path, HWPP)策略。此外,我们还讨论了候选路径的剪枝规则,以减少计算成本。最后,通过仿真数据实验验证了所提方法的有效性和高效性。
With the rapid development of Radio Frequency Identification (RFID), sensor and wireless technologies, a large amount of trajectory data of moving objects are emerging, and trajectory data mining has received more and more attentions recently. However, since the data collected by sensors and RFID readers are usually noisy, it is necessary and meaningful to clean up the noise, including missing detection events and cross detection events, so as to provide high quality data for various applications using trajectory data. Cleaning up the trajectory events should take into account of uncertainty of location and unreliability of event detection at the same time. In the paper, we first discuss the rules to distinguish between normal detection events and false detection events in the trajectories, using constraints on continuous motion between adjacent detection regions and direct moving time between neighboring physical regions. Then, as a unified cleaning framework, we establish a probabilistic region connection graph to represent region detection features, region connection relationships, and region transition probabilities of neighboring physical regions. Focusing on interpolating missing events, we suggest two path-based probabilistic interpolating strategies, namely, the Most Likely Path (MLP) strategy and the Highest Weighting Probability Path (HWPP) strategy. Also, we discuss pruning rules of candidate paths for reducing computational cost. Finally, we conduct experiments over simulation data to demonstrate the effectiveness and efficiency of the proposed methods.