从异构移动数据中学习多方面潜在活动

Thanh-Binh Nguyen, Vu Nguyen, Nguyen Cong Thuong, S. Venkatesh, Mohan J. Kumar, Dinh Q. Phung
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引用次数: 1

摘要

从异构数据中推断抽象上下文和活动对于上下文感知的泛在应用程序至关重要,但仍然是最具挑战性的问题之一。贝叶斯非参数机器学习的最新进展,特别是基于层次狄利克雷过程(HDP)的主题模型理论,为这些挑战提供了一个优雅的解决方案。然而,有限的现有方法已经解决了从异构数据源(如从移动设备收集的数据)推断潜在的多方面活动和上下文的问题。在本文中,我们将原始的HDP扩展到使用更丰富的基本度量作为产品空间的结构来建模异构数据。该模型被称为产品空间HDP (PS-HDP),能够自然地处理来自多个来源的异构数据,并能原理地识别未知数量的潜在结构。虽然这个框架是通用的,但我们目前的工作主要集中在推断(潜在的)who-when-where同时进行的三重活动,这对应于从收集的身份、地点和时间数据中诱导活动。我们在合成数据和真实数据集(StudentLife数据集)上演示了我们的模型。我们报告结果,并对发现的活动和模式进行分析,以证明该模型的优点。我们还使用包括f1评分、NMI、RI、纯度在内的标准指标定量评估PS-HDP模型的性能,并将其与已知的现有基线方法进行比较。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Learning Multifaceted Latent Activities from Heterogeneous Mobile Data
Inferring abstract contexts and activities from heterogeneous data is vital to context-aware ubiquitous applications but still remains one of the most challenging problems. Recent advances in Bayesian nonparametric machine learning, in particular the theory of topic models based on Hierarchical Dirichlet Process (HDP), has provided an elegant solution towards these challenges. However, limited existing methods have addressed the problem of inferring latent multifaceted activities and contexts from heterogeneous data sources such as those collected from mobile devices. In this paper, we extend the original HDP to model heterogeneous data using a richer structure of the base measure being a product-space. The proposed model, called product-space HDP (PS-HDP), naturally handles the heterogeneous data from multiple sources and identify the unknown number of latent structures in a principle way. Although this framework is generic, our current work primarily focuses on inferring (latent) threefold activities of who-when-where simultaneously, which corresponds to inducing activities from data collected for identity, location and time. We demonstrate our model on synthetic data as well as on a real-world dataset – the StudentLife dataset. We report results and provide analysis on the discovered activities and patterns to demonstrate the merit of the model. We also quantitatively evaluate the performance of PS-HDP model using standard metrics including F1-score, NMI, RI, purity, and compare them with well-known existing baseline methods.
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