人际和多模态行为动力学的表征学习:潜在变化评分模型的多视角扩展

Alexandria K. Vail, Jeffrey M. Girard, Lauren M. Bylsma, Jay Fournier, Holly A. Swartz, Jeffrey F. Cohn, Louis-Philippe Morency
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摘要

描述跨多种模式和个体的行为动态是计算行为分析的重要组成部分。这在某些应用中尤其重要,例如心理治疗,在这些应用中,对行为模式的个性化跟踪可以提供有关患者精神状态的宝贵信息。依赖于汇总统计和相关度量的传统方法可能并不总是足够的,因为它们通常无法捕捉因果关系或评估已识别模式的真实概率。为了解决这些挑战,我们提出了一种新的方法来学习一对一互动过程中行为动力学的多模态和人际表征。我们的方法是通过引入潜在变化评分模型的多视角扩展来实现的,这有助于同时捕获模态间和人际行为动态,并识别它们之间的方向关系。我们的方法的一个核心优势是其高水平的可解释性,同时实现强大的预测性能。我们在治疗师-客户互动领域评估我们的方法,目的是更深入地了解两者之间的合作关系,这是治疗过程的关键要素。我们的结果表明,与依赖于汇总统计或相关度量的传统方法相比,性能得到了改善。此外,由于我们的多视图方法包括不确定性的显式建模,因此它自然适合与概率分类器(如高斯过程模型)集成。我们证明了这种集成可以进一步提高性能,同时保持高度可解释的质量。我们的分析为进一步探索行为计算模型中的随机系统提供了令人信服的动机。
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Representation Learning for Interpersonal and Multimodal Behavior Dynamics: A Multiview Extension of Latent Change Score Models
Characterizing the dynamics of behavior across multiple modalities and individuals is a vital component of computational behavior analysis. This is especially important in certain applications, such as psychotherapy, where individualized tracking of behavior patterns can provide valuable information about the patient’s mental state. Conventional methods that rely on aggregate statistics and correlational metrics may not always suffice, as they are often unable to capture causal relationships or evaluate the true probability of identified patterns. To address these challenges, we present a novel approach to learning multimodal and interpersonal representations of behavior dynamics during one-on-one interaction. Our approach is enabled by the introduction of a multiview extension of latent change score models, which facilitates the concurrent capture of both inter-modal and interpersonal behavior dynamics and the identification of directional relationships between them. A core advantage of our approach is its high level of interpretability while simultaneously achieving strong predictive performance. We evaluate our approach within the domain of therapist-client interactions, with the objective of gaining a deeper understanding about the collaborative relationship between the two, a crucial element of the therapeutic process. Our results demonstrate improved performance over conventional approaches that rely upon summary statistics or correlational metrics. Furthermore, since our multiview approach includes the explicit modeling of uncertainty, it naturally lends itself to integration with probabilistic classifiers, such as Gaussian process models. We demonstrate that this integration leads to even further improved performance, all the while maintaining highly interpretable qualities. Our analysis provides compelling motivation for further exploration of stochastic systems within computational models of behavior.
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