Meta Feature Disentanglement under continuous-valued domain modeling for generalizable remote sensing image segmentation on unseen domains

IF 12.2 1区 地球科学 Q1 GEOGRAPHY, PHYSICAL
Chenbin Liang , Xiaoping Zhang , Wenlin Fu , Weibin Li , Yunyun Dong
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引用次数: 0

Abstract

As a long-standing challenge, the generalization ability of segmentation models has invoked enormous research on domain-agnostic learning, but current methods tend to be invalid in remote sensing. On the one hand, their common assumption that domains can be represented as discrete labels holds with difficulty in remote sensing, where domain shifts arise from dynamic and continuous changes. On the other hand, they struggle to perform well on unseen domains in remote sensing image segmentation tasks, where gaining diversity-sufficient and semantic-effective training distributions remains a significant challenge. To address these obstacles, this paper develops a novel domain generalization (DG) method, termed Meta Feature Disentanglement (MetaFD), for remote sensing image segmentation. To circumvent the inherent issue of discrete-valued domain modeling, MetaFD outlines domains in remote sensing with the continuous-valued space modeled by a variational autoencoder (VAE) and performs domain-label-free feature disentanglement aided by vector decomposition and semantic guidance. And to enhance generalization on unseen domains, MetaFD expands training distributions under the meta-learning framework by using the VAE to directionally randomize domain-specific variations, which can generate novel domains with vast diversity but no severe semantic distortions, and employs the generated data to maintain disentanglement consistency and design more realistic meta-episodes. Multiple public datasets are organized to construct three DG benchmark datasets for experimental studies. Extensive experimental results demonstrate that MetaFD significantly outperforms other state-of-the-art methods in remote sensing image segmentation tasks. The code is available at https://github.com/LCB1970/MetaFD.
基于连续值域建模的元特征解纠缠方法在遥感图像不可见域上的广义分割
分割模型的泛化能力是一个长期存在的难题,引起了对领域不可知学习的大量研究,但目前的方法在遥感中往往是无效的。一方面,他们认为域可以用离散标签表示的共同假设在遥感中很难成立,因为域的变化是由动态和连续的变化引起的。另一方面,在遥感图像分割任务中,它们难以在不可见域上表现良好,其中获得多样性充足且语义有效的训练分布仍然是一个重大挑战。为了解决这些问题,本文开发了一种新的领域泛化(DG)方法,称为元特征解纠缠(MetaFD),用于遥感图像分割。为了避免离散值领域建模的固有问题,MetaFD使用变分自编码器(VAE)建模的连续值空间来勾画遥感领域,并在向量分解和语义引导的辅助下进行无标记的领域特征解纠缠。为了增强对未知领域的泛化,MetaFD在元学习框架下扩展训练分布,使用VAE对特定领域的变量进行定向随机化,生成多样性大但没有严重语义扭曲的新领域,并利用生成的数据保持解纠缠一致性,设计更真实的元集。组织多个公共数据集,构建三个DG基准数据集进行实验研究。大量的实验结果表明,MetaFD在遥感图像分割任务中明显优于其他最先进的方法。代码可在https://github.com/LCB1970/MetaFD上获得。
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来源期刊
ISPRS Journal of Photogrammetry and Remote Sensing
ISPRS Journal of Photogrammetry and Remote Sensing 工程技术-成像科学与照相技术
CiteScore
21.00
自引率
6.30%
发文量
273
审稿时长
40 days
期刊介绍: The ISPRS Journal of Photogrammetry and Remote Sensing (P&RS) serves as the official journal of the International Society for Photogrammetry and Remote Sensing (ISPRS). It acts as a platform for scientists and professionals worldwide who are involved in various disciplines that utilize photogrammetry, remote sensing, spatial information systems, computer vision, and related fields. The journal aims to facilitate communication and dissemination of advancements in these disciplines, while also acting as a comprehensive source of reference and archive. P&RS endeavors to publish high-quality, peer-reviewed research papers that are preferably original and have not been published before. These papers can cover scientific/research, technological development, or application/practical aspects. Additionally, the journal welcomes papers that are based on presentations from ISPRS meetings, as long as they are considered significant contributions to the aforementioned fields. In particular, P&RS encourages the submission of papers that are of broad scientific interest, showcase innovative applications (especially in emerging fields), have an interdisciplinary focus, discuss topics that have received limited attention in P&RS or related journals, or explore new directions in scientific or professional realms. It is preferred that theoretical papers include practical applications, while papers focusing on systems and applications should include a theoretical background.
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