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Single Image Super-Resolution by Non-Linear Sparse Representation and Support Vector Regression

机译:非线性稀疏表示和支持向量回归的单图像超分辨率

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Sparse representations are widely used tools in image super-resolution (SR) tasks. In the sparsity-based SR methods, linear sparse representations are often used for image description. However, the non-linear data distributions in images might not be well represented by linear sparse models. Moreover, many sparsity-based SR methods require the image patch self-similarity assumption; however, the assumption may not always hold. In this paper, we propose a novel method for single image super-resolution (SISR). Unlike most prior sparsity-based SR methods, the proposed method uses non-linear sparse representation to enhance the description of the non-linear information in images, and the proposed framework does not need to assume the self-similarity of image patches. Based on the minimum reconstruction errors, support vector regression (SVR) is applied for predicting the SR image. The proposed method was evaluated on various benchmark images, and promising results were obtained.
机译:稀疏表示是图像超分辨率(SR)任务中广泛使用的工具。在基于稀疏性的SR方法中,通常将线性稀疏表示用于图像描述。但是,线性稀疏模型可能无法很好地表示图像中的非线性数据分布。此外,许多基于稀疏性的SR方法都要求图像补丁具有自相似性假设;但是,该假设可能并不总是成立。在本文中,我们提出了一种用于单图像超分辨率(SISR)的新方法。与大多数现有的基于稀疏性的SR方法不同,所提出的方法使用非线性稀疏表示来增强图像中非线性信息的描述,并且所提出的框架不需要假设图像块的自相似性。基于最小重建误差,将支持向量回归(SVR)用于预测SR图像。该方法在各种基准图像上进行了评估,并获得了可喜的结果。

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