CP-ORTHO: An Orthogonal Tensor Factorization Framework for Spatio-Temporal Data

Ardavan Afshar, Joyce Ho, B. Dilkina, Ioakeim Perros, Elias Boutros Khalil, Li Xiong, V. Sunderam
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引用次数: 25

Abstract

Extracting patterns and deriving insights from spatio-temporal data finds many target applications in various domains, such as in urban planning and computational sustainability. Due to their inherent capability of simultaneously modeling the spatial and temporal aspects of multiple instances, tensors have been successfully used to analyze such spatio-temporal data. However, standard tensor factorization approaches often result in components that are highly overlapping, which hinders the practitioner's ability to interpret them without advanced domain knowledge. In this work, we tackle this challenge by proposing a tensor factorization framework, called CP-ORTHO, to discover distinct and easily-interpretable patterns from multi-modal, spatio-temporal data. We evaluate our approach on real data reflecting taxi drop-off activity. CP-ORTHO provides more distinct and interpretable patterns than prior art, as measured via relevant quantitative metrics, without compromising the solution's accuracy. We observe that CP-ORTHO is fast, in that it achieves this result in 5x less time than the most accurate competing approach.
CP-ORTHO:一个时空数据的正交张量分解框架
从时空数据中提取模式和获得见解在城市规划和计算可持续性等各个领域都有许多目标应用。由于张量具有同时对多个实例的空间和时间方面进行建模的固有能力,因此已成功地用于分析此类时空数据。然而,标准张量分解方法经常导致组件高度重叠,这阻碍了从业者在没有高级领域知识的情况下解释它们的能力。在这项工作中,我们通过提出一个名为CP-ORTHO的张量分解框架来解决这一挑战,以从多模态时空数据中发现独特且易于解释的模式。我们用反映出租车下车活动的真实数据来评估我们的方法。CP-ORTHO提供了比现有技术更明显和可解释的模式,通过相关的定量指标进行测量,而不会影响解决方案的准确性。我们观察到CP-ORTHO是快速的,因为它比最准确的竞争方法少5倍的时间达到这个结果。
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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