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A fast atom selection method based on the order of initial inner product values for image denoising using sparse representation

机译:基于使用稀疏表示的图像去噪的初始内部产品值的快速原子选择方法

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In sparse representation, each patch of an image is represented as a linear combination of a few atoms, chosen from an overcomplete basis dictionary. The standard sparse representation requires much computation for inner products to select atoms from a dictionary and for pseudoinverse matrix calculation to determine sparse coefficients. Considering future popularization of high-resolution images, this computational complexity must be reduced. In this paper, we propose a fast atom selection method for sparse representation based on the order of the inner product values between an image patch and the atoms in an overcomplete basis dictionary. The proposed method reduces both the number of the inner product to less than 50.0% and the number of coefficient optimization to 37.7% without subjective image quality degradation when compared to the OMP method.
机译:在稀疏表示中,图像的每个贴片被表示为从超额符合基础字典中选择的几个原子的线性组合。标准稀疏表示需要对内部产品进行大量计算,以从字典中选择原子和用于伪矩阵计算以确定稀疏系数。考虑到未来的高分辨率图像的普及,必须减少这种计算复杂性。在本文中,我们提出了一种快速的原子选择方法,其基于图像贴片和超常字典中的图像贴片和原子之间的内部产品值的顺序的稀疏表示。所提出的方法将内部产品的数量降低至小于50.0%,并且与OMP方法相比,没有主观图像质量劣化的无主观图像质量劣化的37.7%的系数优化的数量。

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