CrimeTensor: Fine-Scale Crime Prediction via Tensor Learning with Spatiotemporal Consistency

Weichao Liang, Zhiang Wu, Z. Li, Yong Ge
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引用次数: 4

Abstract

Crime poses a major threat to human life and property, which has been recognized as one of the most crucial problems in our society. Predicting the number of crime incidents in each region of a city before they happen is of great importance to fight against crime. There has been a great deal of research focused on crime prediction, ranging from introducing diversified data sources to exploring various prediction models. However, most of the existing approaches fail to offer fine-scale prediction results and take little notice of the intricate spatial-temporal-categorical correlations contained in crime incidents. In this article, we propose a tailor-made framework called CrimeTensor to predict the number of crime incidents belonging to different categories within each target region via tensor learning with spatiotemporal consistency. In particular, we model the crime data as a tensor and present an objective function which tries to take full advantage of the spatial, temporal, and categorical correlations contained in crime incidents. Moreover, a well-designed optimization algorithm which transforms the objective into a compact form and then applies CP decomposition to find the optimal solution is elaborated to solve the objective function. Furthermore, we develop an enhanced framework which takes a set of pre-selected regions to conduct prediction so as to further improve the computational efficiency of the optimization algorithm. Finally, extensive experiments are performed on both proprietary and public datasets and our framework significantly outperforms all the baselines in terms of each evaluation metric.
CrimeTensor:基于时空一致性张量学习的精细尺度犯罪预测
犯罪对人的生命和财产构成重大威胁,已被认为是我们社会中最重要的问题之一。在犯罪事件发生之前预测城市每个地区的犯罪事件数量对打击犯罪非常重要。从引入多样化的数据来源到探索各种预测模型,对犯罪预测进行了大量的研究。然而,现有的大多数方法无法提供精细尺度的预测结果,并且很少注意到犯罪事件中包含的复杂的时空分类相关性。在本文中,我们提出了一个名为CrimeTensor的定制框架,通过具有时空一致性的张量学习来预测每个目标区域内属于不同类别的犯罪事件的数量。特别是,我们将犯罪数据建模为一个张量,并提出一个目标函数,该函数试图充分利用犯罪事件中包含的空间、时间和类别相关性。此外,还详细阐述了一种设计良好的优化算法,该算法将目标转化为紧致形式,然后利用CP分解求最优解来求解目标函数。此外,我们开发了一个增强框架,利用一组预先选择的区域进行预测,从而进一步提高优化算法的计算效率。最后,在专有和公共数据集上进行了广泛的实验,我们的框架在每个评估指标方面显着优于所有基线。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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