kp -遍历方案

Siddharth Srivastava, T. Prabhakar
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引用次数: 0

摘要

讲座的目的是解释一个主题。本课题由几个概念和子概念组成。这些概念和子概念可以组合成一个知识点(KP)结构。这些kp进一步以层次结构的形式排列,称为KP-Hierarchy。教师向学生解释这些kp的顺序称为遍历顺序。遍历顺序对讲座的成功与否起着重要的作用,因为不同的遍历顺序适合不同类型的学生。在讲课时,经验丰富的教师会根据课堂反应找到合适的遍历顺序,从而调整讲课内容。然而,新手或没有经验的教师很难确定不同的遍历顺序来教授不同类型的学生。我们能否自动化遍历顺序识别不同类型学生的过程?本研究为解决这一问题提供了一个思路。本研究提出一种自动生成遍历顺序的kp -遍历方案。我们相信,这项研究有助于教育行业开发教学有效的个性化学习系统。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
The KP-Traversal Scheme
A lecture aims to explain a topic. This topic is composed of several concepts and sub-concepts. These concepts and sub-concepts can be grouped to form a knowledge point (KP) structure. These KPs are further arranged in the form of a hierarchy called KP-Hierarchy. The order in which teachers explain these KPs to the students is called the traversal order. A traversal order plays a significant role in deciding the success of a lecture because different traversal orders suit different types of students. While lecturing, experienced teachers tune their lectures by finding appropriate traversal orders based on the class response. Whereas new or inexperienced teachers struggle hard to identify different traversal orders to teach different types of students. Can we automate the traversal order identification process concerning different types of students? This research provides a handle to address this problem. This research proposes a KP-Traversal scheme that automates the traversal order generation process. We believe that this research helps the education industry to develop pedagogically effective personalized learning systems.
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