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Extraction of latent patterns and contexts from social honest signals using hierarchical Dirichlet processes

机译:使用分层Dirichlet过程从社交诚实信号中提取潜在模式和上下文

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A fundamental task in pervasive computing is reliable acquisition of contexts from sensor data. This is crucial to the operation of smart pervasive systems and services so that they might behave efficiently and appropriately upon a given context. Simple forms of context can often be extracted directly from raw data. Equally important, or more, is the hidden context and pattern buried inside the data, which is more challenging to discover. Most of existing approaches borrow methods and techniques from machine learning, dominantly employ parametric unsupervised learning and clustering techniques. Being parametric, a severe drawback of these methods is the requirement to specify the number of latent patterns in advance. In this paper, we explore the use of Bayesian nonparametric methods, a recent data modelling framework in machine learning, to infer latent patterns from sensor data acquired in a pervasive setting. Under this formalism, nonparametric prior distributions are used for data generative process, and thus, they allow the number of latent patterns to be learned automatically and grow with the data — as more data comes in, the model complexity can grow to explain new and unseen patterns. In particular, we make use of the hierarchical Dirichlet processes (HDP) to infer atomic activities and interaction patterns from honest signals collected from sociometric badges. We show how data from these sensors can be represented and learned with HDP. We illustrate insights into atomic patterns learned by the model and use them to achieve high-performance clustering. We also demonstrate the framework on the popular Reality Mining dataset, illustrating the ability of the model to automatically infer typical social groups in this dataset. Finally, our framework is generic and applicable to a much wider range of problems in pervasive computing where one needs to infer high-level, latent patterns and contexts from sensor data.
机译:普适计算的基本任务是从传感器数据中可靠地获取上下文。这对于智能无处不在的系统和服务的运行至关重要,因此它们可能会在给定的上下文中有效且适当地运行。简单形式的上下文通常可以直接从原始数据中提取。同样重要的是,或者隐藏在数据内部的隐藏上下文和模式,这对于发现更具挑战性。现有的大多数方法都借鉴了机器学习中的方法和技术,主要采用参数化无监督学习和聚类技术。由于参数化,这些方法的严重缺点是需要预先指定潜在模式的数量。在本文中,我们探索使用贝叶斯非参数方法(一种最新的机器学习数据建模框架)从普适环境中获取的传感器数据中推断出潜在模式。在这种形式主义下,非参数先验分布用于数据生成过程,因此,它们允许自动学习潜在模式的数量并随数据增长—随着数据的进入,模型的复杂性可能会增加,以解释新的和看不见的模式。特别是,我们利用分级Dirichlet流程(HDP)从从社会计量学徽章收集的诚实信号中推断出原子活动和相互作用模式。我们展示了如何使用HDP表示和学习来自这些传感器的数据。我们说明了对模型学习到的原子模式的见解,并使用它们来实现高性能的聚类。我们还演示了流行的Reality Mining数据集上的框架,说明了该模型自动推断该数据集中的典型社会群体的能力。最后,我们的框架是通用的,适用于普适计算中范围更广的问题,这些问题需要从传感器数据中推断出高级的潜在模式和环境。

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