教师知识在课堂学习中的发展

João Pedro Mendes Da Ponte, Marisa Quaresma, Joana Mata-Pereira
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引用次数: 0

摘要

本文旨在了解教师的数学教学知识(MKT)是如何在课程研究中发展起来的,课程研究被认为是一个专业发展过程,特别强调教师对任务、表征和学生学习的知识。设计/方法/途径本研究基于教师专业成长互联模型(IMTPG)和MKT两种理论的网络。方法是定性的和解释性的。参与者是参与课程研究的三位小学教师和团队成员。数据收集是通过参与观察的方式进行的,包括会议录音和最后的个人访谈。参与教师发展了他们对任务和表征的知识,这是内容和教学知识的基本要素,以及对课程、内容和学生的知识。此外,他们发展了专门的数学知识,分数作为一种度量的意义及其在数轴上的表示。这种发展源于在实践领域中进行的活动,在许多情况下是由外部领域推动的,当这些活动产生不可预见的后果时,这种发展尤为重要。各个领域之间的联系是通过制定和反思过程建立起来的。原创性/价值本研究表明,两种不同理论(本研究中为IMTPG和MKT)的结合,可能会进一步增进对教育现象的理解。这种网络涉及到这两种理论的协调,这两种理论叠加在群体领域中。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
The development of teachers' knowledge in a lesson study
PurposeThis paper seeks to understand how teachers' mathematical knowledge for teaching (MKT) is developed during a lesson study regarded as a professional development process that places particular emphasis on teachers' knowledge of tasks, representations and students' learning.Design/methodology/approachThis study is based on the networking of two theories, namely the Interconnected Model of Teacher Professional Growth (IMTPG) and MKT. The methodology is qualitative and interpretative. The participants are three primary school teachers and team members involved in a lesson study. Data collection was conducted by means of participant observation, with audio recordings of the sessions and a final individual interview.FindingsThe participant teachers developed their knowledge of tasks and representations, which are essential elements of content and teaching knowledge, as well as knowledge of the curriculum, content and students. Additionally, they developed specialized knowledge of mathematics, the meaning of fraction as a measure and its representation on the number line. This development arose from activities conducted in the Domain of Practice, in many cases prompted by the External Domain, and was particularly important when these activities gave rise to unforeseen consequences. Connections among the various domains were established through enactment and reflection processes.Originality/valueThe study shows how the networking of two different theories, in this case the IMTPG and MKT, may enhance further understanding of educational phenomena. This networking involved the coordination of these two theories, which were superimposed in the Group Domain.
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