计算机科学
小波
人工智能
迭代重建
水准点(测量)
离散小波变换
计算机视觉
卷积神经网络
算法
图像质量
小波变换
图像处理
反问题
噪音(视频)
领域(数学分析)
图像(数学)
压缩传感
小波包分解
时域
第二代小波变换
模式识别(心理学)
重建算法
图像复原
网络体系结构
信号重构
先验概率
平稳小波变换
频域
体积热力学
空间分析
吊装方案
钥匙(锁)
作者
Min He,Dong Seon Cheng,Rugang Wang,Yuanyuan Wang,Xuesheng Bian,Feng Zhou
出处
期刊:Applied Optics
[Optica Publishing Group]
日期:2025-09-08
卷期号:64 (28): 8435-8435
摘要
To address the issues of low contrast, blurred details, and blurred edges in images, a super-resolution reconstruction network DWTSISR that integrates discrete wavelet transform (DWT) is proposed and demonstrated in this paper. DWTSISR can effectively preserve key information of images and reduce data volume through multi-scale decomposition of DWT, thereby reducing processing complexity. In particular, the integration of DWT with physical optics priors enables the method to not only efficiently extract features in the wavelet domain but also reconstruct high-quality images in the spatial domain, overcoming the computational bottlenecks present in traditional methods. First, the network performs DWT decomposition on the input image to generate sub-band coefficients at multiple scales. Then, these sub-band coefficients are processed in the wavelet domain using a lightweight network architecture that includes multiple convolutional layers and activation functions to extract and enhance features. The processed sub-band coefficients are reconstructed back into the spatial domain through inverse DWT, generating high-quality images. To further optimize the model's performance in various complex scenarios, a novel hybrid loss function, to our knowledge, is introduced, which combines image reconstruction loss and perceptual loss to improve the details and visual quality of the reconstructed images. The super-resolution reconstruction network DWTSISR was experimentally analyzed on multiple datasets, and the experimental results show that DWTSISR exhibits excellent performance on several benchmark datasets, maintaining high levels of PSNR and SSIM values. On the CUMID mine dataset, the PSNR value of DWTSISR is 0.3 higher than that of the optimal algorithm RCAN, while the parameter count is only 0.5.
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