论文标题
Qlens:用于改进问题设计的多步骤解决行为的视觉分析
QLens: Visual Analytics of Multi-step Problem-solving Behaviors for Improving Question Design
论文作者
论文摘要
近年来,随着在线教育的快速发展,越来越多的学习平台为学生提供了多步问题,以培养解决问题的技能。为了确保此类学习材料的高质量,问题设计师需要检查学生解决问题的过程的逐步发展,以推断学生解决问题的逻辑是否与他们的设计意图相匹配。他们还需要比较不同群体的行为(例如,来自不同等级的学生),以向具有正确知识水平的学生分发问题。细粒度交互数据的可用性,例如在线平台的鼠标移动轨迹,为分析解决问题的行为提供了机会。但是,解释,总结和比较高维问题的序列数据仍然具有挑战性。在本文中,我们提出了一个视觉分析系统,QLENS,以帮助问题设计师检查详细的解决问题的轨迹,比较不同的学生群体,用于设计改进的蒸馏见解。特别是,Qlens模型解决问题的行为是混合状态过渡图,并通过新颖的字形式的Sankey图将其形象化,这反映了学生解决问题的逻辑,参与度和遇到困难。我们进行了三项案例研究和三项专家访谈,以证明Qlens对数千个解决问题的痕迹组成的现实世界数据集的有用性。
With the rapid development of online education in recent years, there has been an increasing number of learning platforms that provide students with multi-step questions to cultivate their problem-solving skills. To guarantee the high quality of such learning materials, question designers need to inspect how students' problem-solving processes unfold step by step to infer whether students' problem-solving logic matches their design intent. They also need to compare the behaviors of different groups (e.g., students from different grades) to distribute questions to students with the right level of knowledge. The availability of fine-grained interaction data, such as mouse movement trajectories from the online platforms, provides the opportunity to analyze problem-solving behaviors. However, it is still challenging to interpret, summarize, and compare the high dimensional problem-solving sequence data. In this paper, we present a visual analytics system, QLens, to help question designers inspect detailed problem-solving trajectories, compare different student groups, distill insights for design improvements. In particular, QLens models problem-solving behavior as a hybrid state transition graph and visualizes it through a novel glyph-embedded Sankey diagram, which reflects students' problem-solving logic, engagement, and encountered difficulties. We conduct three case studies and three expert interviews to demonstrate the usefulness of QLens on real-world datasets that consist of thousands of problem-solving traces.