首页> 外文期刊>Educational studies in mathematics >Domain-specific interpretation of eye tracking data: towards a refined use of the eye-mind hypothesis for the field of geometry
【24h】

Domain-specific interpretation of eye tracking data: towards a refined use of the eye-mind hypothesis for the field of geometry

机译:眼镜跟踪数据的域特异性解释:朝着几何领域的精致用途的眼睛假设

获取原文
获取原文并翻译 | 示例
           

摘要

Eye tracking is getting increasingly popular in mathematics education research. Studies predominantly rely on the so-called eye-mind hypothesis (EMH), which posits that what persons fixate on closely relates to what they process. Given that the EMH was developed in reading research, we see the risk that implicit assumptions are tacitly adopted in mathematics even though they may not apply in this domain. This article investigates to what extent the EMH applies in mathematicsgeometry in particularand aims to lift the discussion of what inferences can be validly made from eye-tracking data. We use a case study to investigate the need for a refinement of the use of the EMH. In a stimulated recall interview, a student described his original thoughts perusing a gaze-overlaid video recorded when he was working on a geometry problem. Our findings contribute to better a understanding of when and how the EMH applies in the subdomain of geometry. In particular, we identify patterns of eye movements that provide valuable information on students' geometry problem solving: certain patterns where the eye fixates on what the student is processing and others where the EMH does not hold. Identifying such patterns may contribute to an interpretation theory for students' eye movements in geometryexemplifying a domain-specific theory that may reduce the inherent ambiguity and uncertainty that eye tracking data analysis has.
机译:眼追踪在数学教育研究中越来越受欢迎。主要研究主要依赖于所谓的眼神假设(EMH),这些假设(EMH),这些假设涉及到他们处理的内容密切相关的人。鉴于EMH是在阅读研究中开发的,我们认为即使在此领域不适用,我们也会看到隐式假设在数学中采用隐含假设的风险。本文调查了EMH在数学上应用的程度特殊情况,旨在提升可以有效地从眼睛跟踪数据有效制作的推论。我们使用案例研究来调查对EMH使用的改进的需求。在受刺激的召回面试中,一名学生描述了他的原始想法,仔细阅读了在几何问题上录制的录音录制的视频。我们的调查结果有助于更好地了解EMH如何在几何形状的子域内应用。特别是,我们确定了对学生几何问题解决有价值信息的眼球运动模式:某些模式,眼睛对学生正在处理的内容以及EMH不持有的其他模式。识别这些模式可能有助于学生对几何形状的眼球运动的解释理论,该域特定理论可以降低眼睛跟踪数据分析具有的固有的模糊性和不确定性。

著录项

相似文献

  • 外文文献
  • 中文文献
  • 专利
获取原文

客服邮箱:kefu@zhangqiaokeyan.com

京公网安备:11010802029741号 ICP备案号:京ICP备15016152号-6 六维联合信息科技 (北京) 有限公司©版权所有
  • 客服微信

  • 服务号