||BALLORG: State-of-the-art Image Restoration using Block-augmented Lagrangian and Low-rank Gradients
||(Laya Tojo) ; (Manju Devi) ; (Vivek Maik) ; (Gurushankar)
|| Image restoration; BALLORG; Low-rank Prior; Augmented Lagrangian; Penalty methods; Lagrangian multipliers; Derivative prior; Block sparsity; Ill posed optimization; Constrained optimization
||In this paper, we propose a blind image deblurring algorithm using block-augmented Lagrangian and low-rank priors (BALLORG) as a non-learning method that can give better results without the complexity of learning-based methods. The proposed algorithm achieves faster convergence within 20 iterations than conventional methods. Regularization priors are used in the form of gradients and sparse low-rank matrices, and recursive rank improvements result in better deblurring performance. The steepest descent in minimization is maintained through weight selection for penalty and regularization parameters. The block processing introduces local and global optimization, leading to better visual quality outputs. The proposed method has excellent performance in terms of the PSNR, SSIM, and FSIM matrix, which is on par with or better than that of other state-of-the-art learning and non-learning-based approaches.