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Cognitive presence among mathematics teachers: An analysis of tasks and discussions in an asynchronous online graduate course.

机译:数学老师之间的认知存在:异步在线研究生课程中的任务和讨论分析。

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摘要

Higher order learning, in terms of both process and outcome, is frequently cited as the goal of higher education (Garrison, Anderson, & Archer, 2000). However, the adoption of computer mediated communication in higher education has far outpaced our understanding of how this medium can best be used to promote higher order learning (Garrison, Anderson, & Archer, 2004). Researchers have examined quantitative components of computer mediated communication, but little work has been done to examine the cognitive aspects of online discussion. Those studies that do exist demonstrate inconsistent evidence of higher order learning in online discussions (Kanuka & Anderson, 1998; Littleton & Whitelock, 2005; McLoughlin & Luca, 2000; Meyer, 2003). Researchers conjecture that this could be due to the nature of the tasks that instructors implement for discussion purposes (Arnold & Ducate, 2006; Meyer, 2004; Murphy, 2004; Vonderwell, 2003).; This study explored whether one component of instruction, the tasks assigned to students, had an effect on the level of cognitive presence that existed in the mathematical discussions of practicing mathematics teachers enrolled in an online graduate course. Through the method of content analysis, discussion transcripts were analyzed to look for evidence of higher-order learning based on the cognitive presence coding protocol developed by Garrison, Anderson, and Archer (2001). Seventeen students in a History of Mathematics course form the primary sample for this study. The results of the content analysis were triangulated with qualitative data from a questionnaire on student backgrounds and demographics and a post-course survey assessing student perceptions of their learning experiences.; The researcher concluded that the MATH 500 course discussions did provide evidence of higher order learning in terms of cognitive presence. Task type, as defined in this study, was not directly related to the levels of cognitive presence achieved in the course. This finding does not negate the possibility of such a relationship, but in this study the effects of task type could not be isolated from other features of the course structure and assignments.
机译:就过程和结果而言,高阶学习经常被认为是高等教育的目标(Garrison,Anderson,&Archer,2000)。但是,在高等教育中采用计算机介导的交流方式远远超出了我们对如何最好地使用这种媒介来促进高阶学习的理解(Garrison,Anderson和Archer,2004年)。研究人员已经研究了计算机介导的交流的定量组成部分,但是几乎没有工作来研究在线讨论的认知方面。确实存在的那些研究在网上讨论中证明了高阶学习的不一致证据(Kanuka&Anderson,1998; Littleton&Whitelock,2005; McLoughlin&Luca,2000; Meyer,2003)。研究人员推测这可能是由于讲师为讨论目的而执行的任务的性质所致(Arnold&Ducate,2006; Meyer,2004; Murphy,2004; Vonderwell,2003)。这项研究探讨了教学的一项内容,即分配给学生的任务,是否会影响在线研究生课程中实践数学老师的数学讨论中存在的认知存在水平。通过内容分析的方法,对讨论记录进行分析,以根据Garrison,Anderson和Archer(2001)开发的认知存在编码协议来寻找高级学习的证据。数学史课程中的17名学生构成了本研究的主要样本。内容分析的结果与来自有关学生背景和人口统计学的调查表中的定性数据以及评估学生对其学习经历的看法的课后调查相结合。研究人员得出的结论是,MATH 500课程的讨论确实提供了关于认知状态的高阶学习的证据。在这项研究中定义的任务类型,与该过程中所达到的认知水平没有直接关系。这一发现并没有否定这种关系的可能性,但是在这项研究中,任务类型的影响无法与课程结构和作业的其他特征区分开。

著录项

  • 作者

    Colt, Diana Lynn.;

  • 作者单位

    Montana State University.$bMathematical Sciences.;

  • 授予单位 Montana State University.$bMathematical Sciences.;
  • 学科 Education Mathematics.; Education Technology.; Education Higher.
  • 学位 Ph.D.
  • 年度 2008
  • 页码 234 p.
  • 总页数 234
  • 原文格式 PDF
  • 正文语种 eng
  • 中图分类 高等教育;
  • 关键词

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