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Domain Adaptation Using Representation Learning for the Classification of Remote Sensing Images

机译:基于表示学习的遥感影像领域自适应

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摘要

Traditional machine learning (ML) techniques are often employed to perform complex pattern recognition tasks for remote sensing images, such as land-use classification. In order to obtain acceptable classification results, these techniques require there to be sufficient training data available for every particular image. Obtaining training samples is challenging, particularly for near real-time applications. Therefore, past knowledge must be utilized to overcome the lack of training data in the current regime. This challenge is known as domain adaptation (DA), and one of the common approaches to this problem is based on finding invariant representations for both the training and test data, which are often assumed to come from different “domains.” In this study, we consider two deep learning techniques for learning domain-invariant representations: Denoising autoencoders (DAE) and domain-adversarial neural networks (DANN). While the DAE is a typical two-stage DA technique (unsupervised invariant representation learning followed by supervised classification), DANN is an end-to-end approach where invariant representation learning and classification are considered jointly during training. The proposed techniques are applied to both hyperspectral and multispectral images under different DA scenarios. Results obtained show that the proposed techniques outperform traditional approaches, such as principal component analysis (PCA) and kernel PCA, and can also compete with a fully supervised model in the multispatial scenario.
机译:传统的机器学习(ML)技术通常用于对遥感图像执行复杂的模式识别任务,例如土地用途分类。为了获得可接受的分类结果,这些技术要求有足够的训练数据可用于每个特定图像。获取训练样本具有挑战性,尤其是对于近实时应用而言。因此,必须利用过去的知识来克服当前制度中缺乏训练数据的情况。这一挑战被称为领域适应(DA),解决此问题的一种常见方法是基于找到训练数据和测试数据的不变表示形式,通常认为它们来自不同的“领域”。在这项研究中,我们考虑了两种用于学习领域不变表示的深度学习技术:去噪自动编码器(DAE)和领域对抗神经网络(DANN)。 DAE是典型的两阶段DA技术(无监督不变表示学习,然后进行监督分类),而DANN是一种端到端方法,在训练过程中将不变表示学习和分类一起考虑。所提出的技术适用于不同DA场景下的高光谱和多光谱图像。获得的结果表明,所提出的技术优于传统方法,例如主成分分析(PCA)和内核PCA,并且还可以在多空间方案中与完全受监督的模型竞争。

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