Recently, semantic segmentation has been widely applied toimage processing, scene understanding, and many others. Especially, indeep learning-based semantic segmentation, the U-Net with convolutionalencoder-decoder ar...Recently, semantic segmentation has been widely applied toimage processing, scene understanding, and many others. Especially, indeep learning-based semantic segmentation, the U-Net with convolutionalencoder-decoder architecture is a representative model which is proposed forimage segmentation in the biomedical field. It used max pooling operationfor reducing the size of image and making noise robust. However, instead ofreducing the complexity of the model, max pooling has the disadvantageof omitting some information about the image in reducing it. So, thispaper used two diagonal elements of down-sampling operation instead ofit. We think that the down-sampling feature maps have more informationintrinsically than max pooling feature maps because of keeping the Nyquisttheorem and extracting the latent information from them. In addition,this paper used two other diagonal elements for the skip connection. Indecoding, we used Subpixel Convolution rather than transposed convolutionto efficiently decode the encoded feature maps. Including all the ideas, thispaper proposed the new encoder-decoder model called Down-Sampling andSubpixel Convolution U-Net (DSSC-UNet). To prove the better performanceof the proposed model, this paper measured the performance of the UNetand DSSC-UNet on the Cityscapes. As a result, DSSC-UNet achieved89.6% Mean Intersection OverUnion (Mean-IoU) andU-Net achieved 85.6%Mean-IoU, confirming that DSSC-UNet achieved better performance.展开更多
针对含噪退化图像复原问题,提出了基于频域收缩的Qu incunx小波变换复原算法。该算法引入了收缩因子,对不同频率部分的系数给予不同程度的收缩,不仅保证了对有色噪声压制效果,还最大限度地保留了图像信息。运用Qu incunx小波变换,从频...针对含噪退化图像复原问题,提出了基于频域收缩的Qu incunx小波变换复原算法。该算法引入了收缩因子,对不同频率部分的系数给予不同程度的收缩,不仅保证了对有色噪声压制效果,还最大限度地保留了图像信息。运用Qu incunx小波变换,从频域收缩的结果中进一步提取图像信息,消除了频域收缩所附带产生的有色噪声和振铃效应,同时具有空域计算、原位计算以及易实现整数变换的优点,适合用定点DSP(D igitalS ignal Processor)实现。运用含噪退化的图像进行实验比较的结果表明,该方法较维纳滤波、等功率谱方法在SNR(S ignal-to-Noise Ratio),ISNR(Improvem ent of S ignal-to-Noise Ratio)两个参数上均提高3倍左右;在NMSE(Norm alized M ean Square Error)参数上,与维纳滤波具有相同的数量级,仅是等功率谱法的1/5左右。展开更多
文摘Recently, semantic segmentation has been widely applied toimage processing, scene understanding, and many others. Especially, indeep learning-based semantic segmentation, the U-Net with convolutionalencoder-decoder architecture is a representative model which is proposed forimage segmentation in the biomedical field. It used max pooling operationfor reducing the size of image and making noise robust. However, instead ofreducing the complexity of the model, max pooling has the disadvantageof omitting some information about the image in reducing it. So, thispaper used two diagonal elements of down-sampling operation instead ofit. We think that the down-sampling feature maps have more informationintrinsically than max pooling feature maps because of keeping the Nyquisttheorem and extracting the latent information from them. In addition,this paper used two other diagonal elements for the skip connection. Indecoding, we used Subpixel Convolution rather than transposed convolutionto efficiently decode the encoded feature maps. Including all the ideas, thispaper proposed the new encoder-decoder model called Down-Sampling andSubpixel Convolution U-Net (DSSC-UNet). To prove the better performanceof the proposed model, this paper measured the performance of the UNetand DSSC-UNet on the Cityscapes. As a result, DSSC-UNet achieved89.6% Mean Intersection OverUnion (Mean-IoU) andU-Net achieved 85.6%Mean-IoU, confirming that DSSC-UNet achieved better performance.
文摘针对含噪退化图像复原问题,提出了基于频域收缩的Qu incunx小波变换复原算法。该算法引入了收缩因子,对不同频率部分的系数给予不同程度的收缩,不仅保证了对有色噪声压制效果,还最大限度地保留了图像信息。运用Qu incunx小波变换,从频域收缩的结果中进一步提取图像信息,消除了频域收缩所附带产生的有色噪声和振铃效应,同时具有空域计算、原位计算以及易实现整数变换的优点,适合用定点DSP(D igitalS ignal Processor)实现。运用含噪退化的图像进行实验比较的结果表明,该方法较维纳滤波、等功率谱方法在SNR(S ignal-to-Noise Ratio),ISNR(Improvem ent of S ignal-to-Noise Ratio)两个参数上均提高3倍左右;在NMSE(Norm alized M ean Square Error)参数上,与维纳滤波具有相同的数量级,仅是等功率谱法的1/5左右。