典型建筑物群组模式的空间图卷积模型DGCNN识别方法

Recognition of Typical Building Group Patterns Using Spatial Graph Convolutional Model DGCNN

  • 摘要: 建筑物群组模式的识别是建筑物综合的重要步骤,高效的建筑物群组模式识别方法能有效提升地图自动综合的质量。建筑物群组模式的识别目前主要包括几何方法和传统的机器学习方法两种,存在规则定义复杂、特征工程庞大等缺点。图卷积神经网络方法克服了传统方法的局限性,已成功地应用于建筑物的模式分析。然而,目前使用图卷积进行建筑物群组多模式识别的相关研究较少,且已有的图卷积大多基于谱域图卷积,对空间局部信息考虑不足。引入空间图卷积模型DGCNN(deep graph convolutional neural network)进行建筑物群组的多模式识别,首先聚类建筑物数据形成群组,并构建建筑物群组的几何模型;然后定义建筑物的特征向量,建立建筑物群组的图结构;最后将图结构输入DGCNN模型训练,得到建筑物群组模式。结果发现,该模型在训练集的精度达到97.60%,测试集的精度达到95%,优于谱域图卷积方法,能有效用于建筑物群组模式分类。

     

    Abstract:
    Objectives Recognition of building group patterns is an important part of the building generalization. Efficient methods for the recognition of building group patterns can effectively improve the quality of automated map generalization. Traditional recognition methods mainly include geometric methods and traditional machine learning methods, which are limited by the complex rule definitions and huge feature engineering. The graph convolution neural network (GCN) can overcome the limitations of traditional methods to some extent and has been successfully applied to the pattern analysis of buildings. However, there are few methods to recognize multiple building group patterns using GCN, and the existing GCN methods are almost based on spectral graph convolution, which do not consider local spatial information fully.
    Methods As the spatial GCN is more efficient than the spectral GCN, this paper introduces a spatial GCN method DGCNN to recognize three building group patterns, including linear pattern, grid pattern and irregular pattern. The first step is to cluster the buildings into different groups, then some indices are selected to construct the feature vector of each group according to the Gestalt principles. Second, Delaunay triangulation (DT) and minimum spanning tree (MST) are chosen to construct graph structures of building groups. Finally, graph structures are used as input for the DGCNN model, and building group patterns are obtained after training.
    Results The experiment selects the urban areas in Shanghai and we compare the accuracies with traditional spectral GCN method. The results show that the accuracy for the DGCNN model in the train set can reach 97.06%, and 95% for the test set. And the accuracies for the spectral GCN model in the train set is 90.90%, and 86.05% in the test set.
    Conclusions The proposed method overcomes the limitations of spectral GCN, and it does not need graph Fourier transform. It can improve the recognition accuracy significantly and faces less difficulty in explaining the process of feature extraction. Hence it is an effective method for the recognition of building group patterns.

     

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