建模和可视化具有不确定性的常规人类流动模式:使用Twitter数据的示例

Qunying Huang, D. Wong
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引用次数: 86

摘要

传统的时空路径显示个体在一天到几天内的时空轨迹。基于如此短时间的数据,这些时空路径可能无法显示与各种规划和政策分析相关的常规活动模式。长时间收集的旅行数据可能会捕捉到规律的活动模式,但这些数据捕捉到的足迹也包括不规则的活动,引入噪音或不确定性。我们的目标是确定个体的代表性时空轨迹,考虑随机干扰和时空变异性,但使用持续时间较长的活动数据。因此,我们使用Twitter数据进行探索,Twitter数据具有相对较低且不规则的时空分辨率。本文介绍了一种利用各种聚合和时空聚类技术构建个体代表性时空路径的方法。为了描述和可视化具有不确定信息的时空轨迹,我们提出了可变尺寸的时空锥来反映路径的空间精度,并使用锥上的颜色来表示置信水平。为了说明所提出的方法,我们在较长一段时间内使用地理标记的tweet。我们的分析表明,代表性时空路径合理地描述了个体的规律活动模式。作为视觉元素,锥体和锥体颜色分别有效地表现了沿路径的地理精度变化和不同路径段的确定性变化。
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Modeling and Visualizing Regular Human Mobility Patterns with Uncertainty: An Example Using Twitter Data
Traditional space–time paths show the spatiotemporal trajectories of individuals in one to several days. Based on data for such short periods, these space–time paths might not be able to show regular activity patterns, which are pertinent to various types of planning and policy analysis. Travel data gathered for longer periods might capture regular activity patterns, but footprints captured by these data also include irregular activities, introducing noises or uncertainty. Our objective is to determine the representative spatiotemporal trajectories of individuals, accounting for stochastic disturbances and spatiotemporal variability, but using activity data with longer duration. Therefore, we explore using Twitter data, which have relatively low and irregular spatial and temporal resolutions. This article introduces a methodology to construct individual representative space–time paths using various aggregation and spatiotemporal clustering techniques. To depict and visualize spatiotemporal trajectories with uncertain information, we propose space–time cones of variable sizes to reflect the spatial precision of the paths and use colors on the cones to represent the confidence level. To illustrate the proposed methodology, we use the geo-tagged tweets for an extended period. Our analysis indicates that the representative space–time path reasonably describes an individual's regular activity patterns. As visual elements, cones and cone colors effectively show the varying geographical precision along the path and changing certainty levels across different path segments, respectively.
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