Saleh Mozaffari, P. Klein, J. Viiri, Sheraz Ahmed, J. Kuhn, A. Dengel
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引用次数: 3
摘要
理解物理概念、发展解决问题的能力和获得科学专业知识都需要有能力处理表征。采用眼动追踪方法,我们提出了本文的贡献如下:我们首先调查了不同知识水平学生的偏好;专家,中级和新手,在物理问题解决领域的代表性能力。它揭示了专家更倾向于使用向量而不是其他表示法。此外,在所有组中都观察到相似的表表示使用趋势。此外,图表示比其他表示使用得更少。其次,我们评估了三个相似性度量;Levenshtein距离,跃迁熵,和Jensen-Shannon散度。递归特征消去技术表明Jensen-Shannon散度是三者之间最好的判别特征。然而,对特征相互依赖性的研究表明,转移熵与其他两个特征之间相互联系,并且与Levenshtein距离具有互信息(maximum information Coefficient = 0.44),并且与Jensen-Shannon散度具有相关性(r(18313) = 0.70, p < .001)。
Evaluating similarity measures for gaze patterns in the context of representational competence in physics education
The competent handling of representations is required for understanding physics' concepts, developing problem-solving skills, and achieving scientific expertise. Using eye-tracking methodology, we present the contributions of this paper as follows: We first investigated the preferences of students with the different levels of knowledge; experts, intermediates, and novices, in representational competence in the domain of physics problem-solving. It reveals that experts more likely prefer to use vector than other representations. Besides, a similar tendency of table representation usage was observed in all groups. Also, diagram representation has been used less than others. Secondly, we evaluated three similarity measures; Levenshtein distance, transition entropy, and Jensen-Shannon divergence. Conducting Recursive Feature Elimination technique suggests Jensen-Shannon divergence is the best discriminating feature among the three. However, investigation on mutual dependency of the features implies transition entropy mutually links between two other features where it has mutual information with Levenshtein distance (Maximal Information Coefficient = 0.44) and has a correlation with Jensen-Shannon divergence (r(18313) = 0.70, p < .001).