微积分 I 学生参与课程作业和补充教学平行空间的新经验表述

Karmen Tracy Yu, Steven Greenstein
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引用次数: 0

摘要

长期以来,微积分一直因其在中学后学生从事 STEM 职业方面的 "把关 "作用而闻名。为了解决这个紧迫的问题,蒙特克莱尔州立大学的研究人员开发了一种同伴互补教学模式,让微积分 I 的学生以小组合作的方式参与到以探究为导向、适合小组合作的任务中,共同解决问题。这项工作来自于一项多案例研究,该研究试图解决这样一个问题:"本科生如何在课程作业和探究导向的补充教学的平行空间中体验和驾驭微积分学习?本文介绍了为体现该研究结果而构建的分析表征。这些发现包括微积分 I 学生不同形式的代理参与以及课堂和补充教学的图解世界的特征。分析表述以词云和维恩图的形式描述了这些发现。本文对 "维克多 "参与的分析表述进行了介绍和讨论,并对其特殊的表述能力和效率进行了论证。因此,这项工作旨在为教育研究做出方法论上的贡献,以描述图示世界中行动者参与的性质。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Novel Representations of the Experiences of Calculus I Students’ Participation in the Parallel Spaces of Coursework and Complementary Instruction
Calculus has long been known for its "gatekeeping" role in postsecondary students' pursuit of STEM careers. In addressing this pressing issue, researchers at Montclair State University developed a model of peer-led complementary instruction to engage Calculus I students in small-group, collaborative problem solving on inquiry-oriented, groupworthy tasks. This work comes from a multiple-case study that sought to address the question, “How do undergraduate students experience and navigate their calculus learning in the parallel spaces of coursework and inquiry-oriented complementary instruction?” The analytic representations that were constructed to represent the findings of that study are presented here. Those findings include characterizations of the different forms of Calculus I students’ agentive participation and the figured worlds of class and complementary instruction. The analytic representations depict those findings in the form of word clouds and Venn diagrams. The analytical representations of “Victor’s” participation are presented and discussed here, and an argument is made for their particular representational power and efficiency. As such, this work seeks to make a methodological contribution to education research that seeks to characterize the nature of participation by the actors in figured worlds.
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