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High School Statistical Graph Classification Using Hierarchical Model for Intelligent Mathematics Problem Solving

机译:高中统计图表分类使用智能数学问题解决的分层模型

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摘要

High school statistical graph classification is one of the key steps in intelligent mathematics problem solving system. In this paper, a hierarchial classification method is proposed for high school statistical graph classification. Firstly, the dense Scale-invariant Feature Transform (SIFT) features of the input images are extracted. Secondly, the sparse coding of the SIFT features are obtained. Thirdly, these sparse features are pooled in multiscale. Finally, these pooled features are concatenated and then fed into single-hidden layer feedforward neural network for classification. The effectiveness of the proposed method is demonstrated on the constructed dataset, which contains 400 statistical graphs. In contrast to several state-of-the-art methods, the proposed method achieves better performance in terms of classification accuracy, especially when the size of the training samples is small.
机译:高中统计图分类是智能数学问题解决系统中的关键步骤之一。在本文中,提出了一种高中统计图分类的层次分类方法。首先,提取输入图像的密集级不变特征变换(SIFT)特征。其次,获得了SIFT特征的稀疏编码。第三,这些稀疏功能汇集在多尺度。最后,这些汇总功能被连接,然后进入单隐藏的层前馈神经网络以进行分类。在构造的数据集上对所提出的方法的有效性进行了说明,其中包含400个统计图。与多个最先进的方法相比,该方法在分类精度方面实现了更好的性能,尤其是当训练样本的大小很小时。

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