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Need for a Prescriptive Taxonomy of Interaction for Mathematical Cognitive Tools

机译:需要针对数学认知工具的交互性规范分类法

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Cognitive tools encode and display information in different representational forms. Through interaction with these representations, people can make sense of and reason about the information. Mathematical cognitive tools can allow people to interact with mathematical ideas in ways and levels not hitherto possible. These tools can support reasoning and enhance the experience and understanding of mathematics. However, currently, there exists no prescriptive taxonomy of interaction with mathematical representations to guide designers of mathematical cognitive tools. Given different representations, cognitive activities, and users, such a taxonomy can help designers know what interaction techniques to use, when, and to what end. This paper discusses the need for the development of a comprehensive prescriptive taxonomy of interaction with visual representations used in mathematical cognitive tools. Additionally, the paper outlines some inter-related lines of action that can be followed to develop such a taxonomy.
机译:认知工具以不同的表示形式对信息进行编码和显示。通过与这些表示的交互,人们可以了解和推理信息。数学认知工具可以使人们以前所未有的方式和水平与数学观念进行互动。这些工具可以支持推理并增强对数学的体验和理解。但是,目前尚不存在与数学表示进行交互的说明性分类法,以指导数学认知工具的设计者。在给出不同的表示形式,认知活动和用户的情况下,这种分类法可以帮助设计人员知道要使用什么交互技术,何时使用以及达到何种目的。本文讨论了开发与数学认知工具中使用的视觉表示进行交互的综合规范分类法的需求。此外,本文概述了一些相互关联的行动方针,可以遵循这些行动方针来制定这种分类法。

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