利用空间变换网络和XGBoost建模学习图像分类的几何不变性特征和判别表示

IEEA '18 Pub Date : 2018-03-28 DOI:10.1145/3208854.3208886
Liye Mei, Xiaopeng Guo, Wang Yin
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引用次数: 0

摘要

卷积神经网络(CNN)由于其对输入数据的高效分层特征学习,已被证明是一种很有前途的计算机视觉方法。然而,预训练的CNN模型对图像的空间不变性能力有限,因为卷积层对一般的仿射变换(如旋转和缩放)不变性。这种情况将极大地影响训练后的cnn的泛化能力。在这项工作中,我们通过利用空间变换网络(STN)和XGBoost的最新进展来解决这个问题。具体来说,我们提出了一个由嵌入式STN和XGBoost组成的框架,用于学习图像数据的几何不变性特征和区分表示。首先建立嵌入STN的CNN,有效提取输入图像的几何不变性特征;然后,我们不再使用传统的softmax单元作为分类器,而是采用高效、快速的XGBoost作为学习到的特征的区分表示。我们基于基准数据集Fashion MNIST进行了一系列实验来验证我们框架的有效性。结果表明,该方法不仅可以学习到输入图像的几何不变性特征,而且与目前几种代表性方法相比,对学习到的特征的判别表示也有较好的表现。
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Learning Geometric Invariance Features and Discrimination Representation for Image Classification via Spatial Transform Network and XGBoost Modeling
Convolutional neural network (CNN) has proven itself as a promising methodology for various computer vision tasks due to its efficient hierarchical feature learning of input data. However, the pre-trained CNN model always has a limited ability to be spatially invariant to the image as the convolutional layers are not invariant to general affine transformations, such as rotation and scale. This scenario will extremely affect the generalization ability of the trained CNNs. In this work, we address this problem by leveraging recent advances in spatial transform network (STN) and XGBoost. Specifically, we propose a framework which consists of an embedded STN and XGBoost for learning the geometric invariance features and discrimination representation of the image data. We firstly establish a CNN embedding a STN to effectively extract the geometric invariance features of input image; then instead of employing the conventional softmax unit as the classifier, we adopt the high-efficient and faster XGBoost as the discrimination representation of the learned features. We conduct a series of experiments based on benchmark dataset Fashion MNIST to verify the effectiveness of our framework. The results demonstrate that our method can not only learn the geometric invariance features of input images, but also have a superior performance for the discriminate representation of the learned features, compared with recent several representative methods.
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