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The Q-matrix method of fault-tolerant teaching in knowledge assessment and data mining.

机译:知识评估和数据挖掘中的容错教学的Q矩阵方法。

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摘要

Fault tolerant teaching (FTT) systems are adaptive teaching systems that tolerate student, teacher, and system errors in diagnosing student misconceptions. These systems automatically assess student knowledge of the concepts underlying a tutorial topic, and use this assessment to direct remediation of knowledge. FTT methods use statistical techniques to interpret student responses to questions, and are constructed to tolerate the usual errors that occur during student testing—such as a student answering a question correctly without knowing how, or accidentally missing a question they understand well. These methods do not require any knowledge about the subject area being taught.; In this dissertation, we implement the q-matrix method of FTT in three NovaNET tutorials, covering three topics and several levels of difficulty. During the course of the experiment, a q-matrix model was constructed to explain the relationship between tutorial questions and the concepts underlying these questions. The q-matrix model was then used to assess student knowledge of each concept, and to guide their remediation. The learning paths of self-guided students were compared to those prescribed by the FTT system, to determine if a student's self-assessment corresponds to that made by the system. We evaluate the q-matrix model in terms of interpretability and its correspondence to expert models of the topics. We also compare the q-matrix extraction method to other data mining techniques, such as cluster analysis and factor analysis.; This dissertation resulted in the construction of a fully automated, fault tolerant, intelligent tutoring system, which can diagnose and correct student misconceptions. This system also provides a model for each topic that relates each tutorial question to its underlying concepts. The experimental analysis provides valuable insight into the factors that influence the extraction and interpretability of these models, as well as their value in automatically assessing student knowledge. In addition, the q-matrix method is used as a general data mining tool in one tutorial where a traditional application of the q-matrix method would not be appropriate. This application and its favorable comparison with other data mining tools mark the q-matrix method as a viable data clustering and interpretation tool for data mining.
机译:容错教学(FTT)系统是适应性教学系统,可以在诊断学生误解时容忍学生,老师和系统错误。这些系统自动评估学生对教程主题基础概念的知识,并使用此评估指导知识的补救。 FTT方法使用统计技术来解释学生对问题的回答,并被构造为可以容忍在学生测试过程中发生的常见错误,例如学生正确地回答问题而不知道如何做,或者偶然错过了他们很好理解的问题。这些方法不需要任何关于所教授学科领域的知识。本文在三篇NovaNET教程中实现了FTT的q-matrix方法,涵盖了三个主题和几个难度级别。在实验过程中,建立了一个q矩阵模型来解释教程问题与这些问题所依据的概念之间的关系。然后使用q-矩阵模型评估学生对每个概念的知识,并指导他们的补救。将自我指导学生的学习路径与FTT系统规定的学习路径进行比较,以确定学生的自我评估是否与系统进行的自我评估相对应。我们根据可解释性及其与主题专家模型的对应性来评估q矩阵模型。我们还将q矩阵提取方法与其他数据挖掘技术进行了比较,例如聚类分析和因子分析。论文的结果是构建了一个可以诊断和纠正学生误解的全自动,容错,智能辅导系统。该系统还为每个主题提供了一个模型,该模型将每个教程问题与其基础概念相关联。实验分析为影响这些模型的提取和可解释性的因素以及它们在自动评估学生知识中的价值提供了宝贵的见识。另外,在一个教程中,q-matrix方法被用作通用数据挖掘工具,而传统的q-matrix方法应用不合适。该应用程序及其与其他数据挖掘工具的良好对比将q-矩阵方法标记为一种可行的数据挖掘数据聚类和解释工具。

著录项

  • 作者

    Barnes, Tiffany Michelle.;

  • 作者单位

    North Carolina State University.;

  • 授予单位 North Carolina State University.;
  • 学科 Computer Science.
  • 学位 Ph.D.
  • 年度 2003
  • 页码 185 p.
  • 总页数 185
  • 原文格式 PDF
  • 正文语种 eng
  • 中图分类 自动化技术、计算机技术;
  • 关键词

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