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首页> 外文期刊>Technology,knowledge and learning: Learning mathematics,science and the art in the context of figital technologies >On the Embedded Complementarity of Agent-Based and Aggregate Reasoning in Students' Developing Understanding of Dynamic Systems
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On the Embedded Complementarity of Agent-Based and Aggregate Reasoning in Students' Developing Understanding of Dynamic Systems

机译:基于主体和集合推理的嵌入式互补在学生对动态系统发展的理解中

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Placed in the larger context of broadening the engagement with systems dynamics and complexity theory in school-aged learning and teaching, this paper is intended to introduce, situate, and illustrate--with results from the use of network supported participatory simulations in classrooms--a stance we call 'embedded complementarity' as an account of the relations between two major forms of systems-related learning and reasoning. The two forms of systems reasoning discussed are called 'aggregate' and 'agent-based.' These forms of reasoning are presented as distinct yet we also outline how there are forms of complementarity, between and within these approaches, useful in analyzing complex dynamic systems. We then explore specific ways in which the embedded complementarity stance can be used to analyze how learner understandings progress in science, technology, engineering, and mathematics-related participatory simulations supported by the HubNet (Wilensky and Stroup 1999c) learning environment developed with support from the National Science Foundation. We found that the learners used and built on the interdependence of agent and aggregate forms of reasoning in ways consistent with the discussion of embedded complementarity outlined in the early parts of the paper.
机译:本文旨在扩大在学龄期学与教中系统动力学和复杂性理论的参与度,本文旨在介绍,定位和说明-通过在教室中使用网络支持的参与式仿真得出的结果-我们称这种“嵌入式互补性”为对系统相关的学习和推理的两种主要形式之间的关系的解释。讨论的两种形式的系统推理称为“聚合”和“基于代理”。这些形式的推理以独特的方式呈现,但我们也概述了这些方法之间和之内如何存在互补形式,可用于分析复杂的动态系统。然后,我们探索嵌入互补性姿态可用于分析学习者如何在由HubNet(Wilensky and Stroup 1999c)支持的HubNet(Wilensky and Stroup 1999c)学习环境支持下在科学,技术,工程和数学相关的参与式仿真中理解进步的具体方法。国家科学基金会。我们发现学习者使用和建立了主体的相互依存关系和推理的整体形式,并与本文前半部分对嵌入式互补性的讨论相一致。

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