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In search of the mechanisms that enable transfer from spatial reasoning to mathematics understanding

机译:寻找能够从空间推理转移到数学理解的机制

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Spatial reasoning, the ability to mentally represent and transform objects and their relations, is considered so closely connected to mathematics that there is no longer a question of whether the two are related. Instead, there remains debate about how to answer the question of why. This paper explores the way the two fields of mathematics education and psychology define, assess and examine this important relationship. We find that both fields rely extensively on psychometric tests to define spatial reasoning skills and do not characterise spatial reasoning in context. We look at the points of connection and propose that the best way forward is to build on the complementary approaches currently undertaken. We suggest better alignment between the spatial and mathematics reasoning skills that have been identified (theoretically and for assessment development), and a focus on how spatial reasoning interventions influence how students think and learn. With the growing interest in spatial intervention for mathematics achievement, we analyse the different ways this has been undertaken and suggest directions for future research. For example, how might laboratory-based studies be scaled up within a range of classroom contexts, and how might classroom-based studies offer more control settings and systematic variation?
机译:空间推理,精神上代表和转换对象的能力及其关系,被认为如此紧密地连接到数学,即不再存在两者是相关的问题。相反,仍然有关于如何回答原因的辩论。本文探讨了两种数学教育和心理学的定义,评估和检查这一重要关系的方式。我们发现这两个领域都依赖于心理测量测试来定义空间推理技能,并且在上下文中没有表征空间推理。我们看看联系点,并提出最佳前进方式是建立目前正在进行的互补方法。我们建议在已经确定的空间和数学推理技能之间更好地对准(理论上和评估开发),并专注于空间推理干预如何影响学生如何思考和学习。随着对数学成果的空间干预越来越令人兴趣,我们分析了这种不同的方式,并建议未来研究的指示。例如,如何在一系列课堂上下文中进行基于实验室的研究,以及课堂的研究如何提供更多的控制设置和系统变化?

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