Curvelet transform based super-resolution using sub-pixel image registration

A. A. Patil, R. Singhai, J. Singhai
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引用次数: 14

Abstract

Super-Resolution (SR) is an approach used to restore High-Resolution (HR) image from one or more Low-Resolution (LR) images. The quality of reconstructed SR image obtained from a set of LR images depends upon the registration accuracy of LR images. However, the HR images can be reconstructed accurately by estimating sub-pixel displacement of image grid of the shifted LR image. In this paper an approach of reconstruction of SR image using a sub-pixel shift image registration and Curvelet Transform (CT) for interpolation is proposed. The curvelet transform is multiscale pyramid which provides optimally sparse representation of objects. Image interpolation is performed at the finest level in Curvelet domain. The experimental results demonstrate that Curvelet Transform performs better as compared to Stationary Wavelet Transform. Also, it is experimentally verified that the computational complexity of the SR algorithm is also reduced by using CT for interpolation.
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基于曲波变换的亚像素图像配准超分辨率
超分辨率(SR)是一种用于从一个或多个低分辨率(LR)图像恢复高分辨率(HR)图像的方法。从一组LR图像中获得的重建SR图像的质量取决于LR图像的配准精度。然而,通过估计移后LR图像的图像网格的亚像素位移,可以准确地重建HR图像。本文提出了一种利用亚像素偏移配准和曲线变换(CT)插值重建SR图像的方法。曲线变换是一种多尺度金字塔变换,它提供了物体的最优稀疏表示。在Curvelet域中进行最精细的图像插值。实验结果表明,与平稳小波变换相比,曲波变换具有更好的性能。通过实验验证,利用CT进行插值也降低了SR算法的计算复杂度。
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