Single-Image Super-Resolution via Multiple Matrix-Valued Kernel Regression

Yi Tang, Zuo Jiang, Junhua Chen
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Abstract

Single-image super-resolution focuses on learning a mapping to recover high-resolution images from given low-resolution images with the help of a set of paired images. Matrix-valued operators serve as an efficient mapping to super-resolve low-resolution images. However, most existed matrix-valued based super-resolution algorithms limit matrix-valued operators as linear mappings. Multiple matrix-valued operators based algorithm is introduced for improving the performance of matrix-value operators in single-image super-resolution. Taking advantages of the non-linear style of multiple matrix-valued operators, we have more accurate super-resolved images. The experimental results show the efficiency and effectiveness of the reported multiple matrix-valued operator learning based super-resolution algorithm.
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基于多矩阵值核回归的单图像超分辨率
单图像超分辨率的重点是学习映射,通过一组配对图像从给定的低分辨率图像中恢复高分辨率图像。矩阵值运算符作为超分辨率低分辨率图像的有效映射。然而,大多数现有的基于矩阵值的超分辨算法将矩阵值算子限制为线性映射。为了提高矩阵值算子在单幅图像超分辨中的性能,提出了基于多矩阵值算子的算法。利用多矩阵值算子的非线性风格,我们获得了更精确的超分辨图像。实验结果表明了本文提出的基于多矩阵值算子学习的超分辨算法的有效性和有效性。
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