Very high-resolution (VHR) remote sensing (RS) image classification is the fundamental task for RS image analysis and understanding. Recently, transformer-based models demonstrated outstanding potential for learning high-order contextual relationships from natural images with general resolution (224x224 pixels) and achieved remarkable results on general image classification tasks. However, the complexity of the naive transformer grows quadratically with the increase in image size, which prevents transformer-based models from VHR RS image (500x500 pixels) classification and other computationally expensive downstream tasks. To this end, we propose to decompose the expensive self-attention (SA) into real and imaginary parts via discrete Fourier transform (DFT) and therefore propose an efficient complex self-attention (CSA) mechanism. Benefiting from the conjugated symmetric property of DFT, CSA is capable to model the high-order contextual information with less than half computations of naive SA. To overcome the gradient explosion in Fourier complex field, we replace the Softmax function with the carefully designed Logmax function to normalize the attention map of CSA and stabilize the gradient propagation. By stacking various layers of CSA blocks, we propose the Fourier Complex Transformer (FCT) model to learn global contextual information from VHR aerial images following the hierarchical manners. Universal experiments conducted on commonly used RS classification data sets demonstrate the effectiveness and efficiency of FCT, especially on very high-resolution RS images.
翻译:甚高分辨率(VHR)遥感图像分类是RSS图像分析和理解的基本任务。最近,基于变压器的模型展示了从具有一般分辨率(224x224像素)的自然图像中学习高阶背景关系的巨大潜力,并在一般图像分类任务方面取得了显著的成果。然而,天真的变压器的复杂性随着图像大小的增加而四进化,使基于变压器的模型无法从VHRRS图像(500x500像素)分类和其他计算昂贵的下游任务中得出。为此,我们提议通过离散的 Fourier变换(DFT) 将昂贵的自我注意(SA) 转换成真实和想象部分,从而提出一个高效的复杂自我注意机制。从DFT的对称性属性中得益益益于高端变异形图像,使基于变压的变压模型无法从天性SA(500像素)分类和其他计算成本昂贵的下游任务。我们用精心设计的测算的测算器函数取代了SOftmax 功能,以便将注意力图解解解码化为CSA的C-RBL ASLI AS AS AS AS 系统 系统,特别学习我们用的C-SLVA AS AS AS AS AS AS AS AS 的系统压 的系统 的系统 的系统 的系统 的系统化 。