基于改进Siamese网络的SAR目标少弹学习快速推理网络

Jiaxin Tang, Fan Zhang, Yongsheng Zhou, Q. Yin, Wei Hu
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引用次数: 12

摘要

本文对Siamese网络进行改进,用于SAR目标的少弹学习。SAR目标识别是SAR应用的一个重要分支。它可以有效地从复杂的SAR图像中提取目标类别信息,帮助人类快速理解SAR图像。然而,许多成功的机器学习方法需要大量的注释数据。所以,少次学习一直是机器学习的一个热门挑战。将Siamese网络应用于有限数据条件下的SAR目标识别,并对其进行了改进。该模型由CNN编码器、相似判别器和分类器组成。相应的,它有两个输入和三个输出。CNN编码器受到相似判别器和分类器的约束。此外,与Siamese网络的较大区别在于,目标类别是由分类器输出的,而不是由相似判别器输出的。该方法不仅利用了度量学习的优势,提高了有限数据条件下SAR目标识别的精度,而且显著降低了基于度量学习模型的预测耗时。在十类军车分类任务中,每类只有5个样本,总共2425个测试样本。我们的方法比A-ConvNet和Siamese Networks分别高出15.8%和8.41%。Siamese Networks的预测耗时为114.832s,而我们的方法的预测耗时为1.172s。
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A Fast Inference Networks for SAR Target Few-Shot Learning Based on Improved Siamese Networks
In this paper, we improve the Siamese Networks for SAR target few-shot learning. SAR target recognition is an important branch of SAR application. It can efficiently extract target category information from complex SAR images and help humans quickly understand SAR images. However, many successful machine learning methods require large amounts of annotated data. So, few-shot learning is always a topical challenge for machine learning. We apply Siamese Networks to SAR target recognition with limited data and improved it. Our model consists of CNN encoder, similarity discriminator and classifier. Relevantly, it has two inputs and three outputs. CNN encoder is constrained by similarity discriminator and classifier. Furthermore, the larger difference from the Siamese Network is that the target category is outputted by the classifier, not by the similarity discriminator. Our method not only makes use of the advantage of metric learning to improve the accuracy of SAR target recognition with limited data, but also significantly reduces the prediction time consumption for the model based on metric learning. In the ten categories military vehicle classification task, there are only five samples for each category and a total of 2425 testing samples. Our method outperforms A-ConvNet and Siamese Networks by 15.8% and 8.41%. The prediction time consumption of Siamese Networks is 114.832s, while that of our method is 1.172s.
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