抽象
计算思维
构造(python库)
桥(图论)
数学教育
背景(考古学)
意义(存在)
计算机科学
平行思维
光学(聚焦)
反思性思维
认识论
批判性思维
数学
批判性系统思维
程序设计语言
哲学
内科学
物理
古生物学
光学
生物
医学
作者
İbrahim Çetin,Ed Dubinsky
标识
DOI:10.1016/j.jmathb.2017.06.004
摘要
Computational thinking has become an increasingly popular notion in K-12 and college level education. Although researchers have accepted that abstraction is a central concept in computational thinking, they are quick to disagree on the meaning of it. A focus on reflective abstraction has led to the development of APOS Theory in Mathematics education. This has resulted in many cases of improved student learning in Mathematics (Arnon et al., 2013). Our main aim in this paper is to construct a theoretical bridge between computational thinking and APOS Theory and show that reflective abstraction can be used in the context of computational thinking.
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