Timing of Support in One-on-one Math Problem Solving Coaching: A Survival Analysis Approach with Multimodal Data

L. Chen
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引用次数: 1

Abstract

In this paper, we explore a kind of teaching-oriented temporal analytics on the timing of support in the context of one-on-one math problem-solving coaching. We build the analytical framework upon the human-human multimodal interaction data collected from the naturalist environments. We demonstrated the potential utility of leveraging survival analysis, a class of statistical methods to model time-to-event data, to gain insights into the timing decisions. We shed light on the heterogeneity of coaching decisions as to when to render support in connection to the problem-solving stages, coaching dyads, as well as the pre-intervention event characteristics. This work opens future avenues into a different type of human tutoring study supported by multimodal data, computational models, and statistical frameworks. This model framework may yield useful reflective teaching analytics to tutors, coaches, or teachers when further developed. We also envision that those analyses may ultimately inform the design of AI-supported autonomous agents that could learn the tutorial interaction logic from empirical data.
一对一数学问题解决辅导中的支持时机:多模态数据的生存分析方法
在本文中,我们探讨了一种教学为导向的时间分析在一对一的数学问题解决辅导的背景下支持的时间。我们将分析框架建立在从自然环境中收集的人类多模态交互数据之上。我们展示了利用生存分析的潜在效用,生存分析是一种统计方法,用于对时间到事件的数据进行建模,从而深入了解时机决策。我们揭示了教练决策的异质性,即何时提供与问题解决阶段、教练组合以及干预前事件特征相关的支持。这项工作为未来开辟了一条由多模态数据、计算模型和统计框架支持的不同类型的人类辅导研究的道路。当进一步发展时,这个模型框架可能会对导师、教练或教师产生有用的反思性教学分析。我们还设想,这些分析可能最终为人工智能支持的自主代理的设计提供信息,这些代理可以从经验数据中学习教程交互逻辑。
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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