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Computational Thinking (CT) Problem Solving Orientation Based on Logic-Decomposition-Abstraction (LDA) by Rural Elementary School Children Using Visual-Based Presentations

机译:基于逻辑分解 - 抽象(LDA)的计算思维(CT)问题解决了农村小学儿童使用视觉介绍的演示文稿

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This qualitative and ethnographic study examines how interactions embedded in the Collaborative Computational Thinking Design Practices (CCTDP) framework, has helped rural children think to solve STEM related open ended problems in English lessons. Our multimodal interactive approach revealed that students naturally has an orientation to problem solving that can be nurtured and trained towards a certain preferred computational thinking concept practices. The CCTDP has specifically three problem solving orientations, but this paper highlights only one of these orientation; 'logic-decomposition-abstraction' (LDA) orientation which is identified as the second level of problem solving orientation in the CCTDP framework. This study also highlights the importance of group interactions in computational design thinking practices integrated in learning of English across science, technology, engineering and mathematics (STEM).
机译:这种定性和民族造影研究审查了如何在协作计算思维设计实践(CCTDP)框架中嵌入的互动,帮助农村儿童在英语课程中解决阀杆相关的开放式问题。我们的多模式互动方法透露,学生自然地对解决问题的解决方向,可以培养和培训,以实现某种优选的计算思维概念实践。 CCTDP专门有三个问题解决方向,但本文仅突出了这些方向之一; '逻辑分解 - 抽象'(LDA)方向被识别为CCTDP框架中的第二级问题求解方向。本研究还突出了集体互动在科学,技术,工程和数学(Stew)学习中综合的计算设计思维实践中的重要性。

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