Lintao HanYuchen ZhaoHengyi LvYisa ZhangHailong LiuGuoling BiQing Han
Recently, optical remote-sensing images have been widely applied in fields such as environmental monitoring and land cover classification. However, due to limitations in imaging equipment and other factors, low-resolution images that are unfavorable for image analysis are often obtained. Although existing image super-resolution algorithms can enhance image resolution, these algorithms are not specifically designed for the characteristics of remote-sensing images and cannot effectively recover high-resolution images. Therefore, this paper proposes a novel remote-sensing image super-resolution algorithm based on an efficient hybrid conditional diffusion model (EHC-DMSR). The algorithm applies the theory of diffusion models to remote-sensing image super-resolution. Firstly, the comprehensive features of low-resolution images are extracted through a transformer network and CNN to serve as conditions for guiding image generation. Furthermore, to constrain the diffusion model and generate more high-frequency information, a Fourier high-frequency spatial constraint is proposed to emphasize high-frequency spatial loss and optimize the reverse diffusion direction. To address the time-consuming issue of the diffusion model during the reverse diffusion process, a feature-distillation-based method is proposed to reduce the computational load of U-Net, thereby shortening the inference time without affecting the super-resolution performance. Extensive experiments on multiple test datasets demonstrated that our proposed algorithm not only achieves excellent results in quantitative evaluation metrics but also generates sharper super-resolved images with rich detailed information.
Fanen MengYijun ChenHaoyu JingLaifu ZhangYiming YanYingchao RenSensen WuTian FengRenyi LiuZhenhong Du
Yi XiaoQiangqiang YuanKui JiangJiang HeXianyu JinLiangpei Zhang
Shuo WangShuzhen XuCuicui LvFangbo Cai
Tai AnBin XueChunlei HuoShiming XiangChunhong Pan
Wu-Ding WengChuanjiang ZhengJian-Nan SuGuangyong ChenMin Gan