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An efficient algorithm for adaptive total variation based image decomposition and restoration

机译:一种基于自适应总变化量的图像分解和恢复的有效算法

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With the aim to better preserve sharp edges and important structure features in the recovered image, this article researches an improved adaptive total variation regularization and H?1 norm ?delity based strategy for image decomposition and restoration. Computationally, for minimizing the proposed energy functional, we investigate an ef?cient numerical algorithm—the split Bregman method, and brie?y prove its convergence. In addition, comparisons are also made with the classical OSV (Osher–Sole–Vese) model (Osher et al., 2003) and the TV-Gabor model (Aujol et al., 2006), in terms of the edge-preserving capability and the recovered results. Numerical experiments markedly demonstrate that our novel scheme yields signi?cantly better outcomes in image decomposition and denoising than the existing models.
机译:为了更好地保留恢复图像中的锐利边缘和重要结构特征,本文研究了一种改进的自适应总变化正则化和基于H ?1 范式保真度的图像分解和恢复策略。通过计算,为使所提出的能量泛函最小化,我们研究了有效的数值算法-分裂Bregman方法,并简要证明了其收敛性。此外,就边缘保留能力而言,还与经典OSV模型(Osher-Sole-Vese)(Osher等,2003)和TV-Gabor模型(Aujol等,2006)进行了比较。和恢复的结果。数值实验表明,与现有模型相比,我们的新方案在图像分解和去噪方面产生了显着更好的结果。

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