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Analysis of Combination Types in Paired Collaborative Learning by Using a Self-Organizing Neural Network

机译:基于自组织神经网络的配对协作学习中的组合类型分析

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In this paper, we consider the paired collaborative learning which technical high school students solve a design problem of a printed circuit board. A self-organizing neural network is used for the analysis of the relation between cooperative abilities of both students. Principally, we investigate the difference in this relation between the homogeneous pair and the heterogeneous pair. The neural network learns to categorize input vectors, each of which consists of the cooperative abilities for two students. The output vectors of this neural network are three representative values corresponding to each input vector. In order to analyze the feature of pair types, we make use of the following variables, the gravity center and the area of a triangle shaped by three output vectors. These variables mean the magnitude of cooperation of each pair and the difference of cooperation between two students, respectively. As the result of this analysis, it is found that heterogeneous pairs in the suboptimal combination satisfy either of two conditions. One is the condition that the cooperation of both students is higher on the average than that of a homogeneous pair. The other is the condition that there is a large difference in the cooperation between two students.
机译:在本文中,我们考虑了配对协作学习,技术高中生解决了印刷电路板的设计问题。自组织神经网络用于分析两个学生的合作能力之间的关系。原则上,我们研究了同质对和异质对之间这种关系的差异。神经网络学习对输入向量进行分类,每个输入向量都包含两个学生的协作能力。该神经网络的输出向量是与每个输入向量相对应的三个代表值。为了分析线对类型的特征,我们利用以下变量,即重心和由三个输出矢量形成的三角形的面积。这些变量分别表示每对学生的合作程度和两个学生之间的合作差异。作为该分析的结果,发现次优组合中的异类对满足两个条件之一。一个条件是两个学生的合作平均水平要高于同质的学生。另一个条件是两个学生之间的合作差异很大。

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