基于生成对抗网络的大规模超分辨率改进残差密集网络

Inad A. Aljarrah, Eman M. Alshare
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引用次数: 2

摘要

目前的单幅超分辨率(SISR)研究主要集中在遥感影像上x2、x4等小尺度因子上,而对x8、x16等大尺度因子的研究较少。由于生成式对抗网络(GAN)的高性能,本文采用两种GAN框架对x8比例因子下大放大残差遥感图像的SISR进行了研究,但仍缺乏可接受的结果。本文提出了一种改进版本的残差密集网络(RDN),并在GAN框架内实现,命名为RDGAN。第二种GAN框架是基于密集采样超分辨率网络(DSSR)构建的,我们将其命名为DSGAN。用于训练的损失函数采用了来自VGG19模型的对抗、均方误差(MSE)和感知损失。我们通过使用Adam来优化训练,然后切换到SGD优化器。我们在本文提出的数据集和其他三个遥感数据集(UC Merced, WHU-RS19和RSSCN7)上验证了框架。为了验证框架,我们使用以下图像质量评估指标:RGB和Y通道上的PSNR和SSIM以及MSE。在该数据集上,PSNR、SSIM和MSE的RDGAN评价值分别为26.02、0.704和257.70;在同一数据集上,DSGAN评价的PSNR、SSIM和MSE分别为26.13、0.708和251.89。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Improved Residual Dense Network for Large Scale Super-Resolution via Generative Adversarial Network
Recent single image super resolution (SISR) studies were conducted extensively on small upscaling factors such as x2 and x4 on remote sensing images, while less work was conducted on large factors such as the factor x8 and x16. Owing to the high performance of the generative adversarial networks (GANs), in this paper, two GAN’s frameworks are implemented to study the SISR on the residual remote sensing image with large magnification under x8 scale factor, which is still lacking acceptable results. This work proposes a modified version of the residual dense network (RDN) and then it been implemented within GAN framework which named RDGAN. The second GAN framework has been built based on the densely sampled super resolution network (DSSR) and we named DSGAN. The used loss function for the training employs the adversarial, mean squared error (MSE) and the perceptual loss derived from the VGG19 model. We optimize the training by using Adam for number of epochs then switching to the SGD optimizer. We validate the frameworks on the proposed dataset of this work and other three remote sensing datasets: the UC Merced, WHU-RS19 and RSSCN7. To validate the frameworks, we use the following image quality assessment metrics: the PSNR and the SSIM on the RGB and the Y channel and the MSE. The RDGAN evaluation values on the proposed dataset were 26.02, 0.704, and 257.70 for PSNR, SSIM and the MSE, respectively, and the DSGAN evaluation on the same dataset yielded 26.13, 0.708 and 251.89 for the PSNR, the SSIM, and the MSE.
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