Pages that link to "Item:Q2178405"

The following pages link to A nonconvex \(l_1 (l_1-l_2)\) model for image restoration with impulse noise (Q2178405):

Displaying 18 items.

• Iterative adaptive nonconvex low-rank tensor approximation to image restoration based on ADMM (Q1999470) (← links)
• Restoration of blurred color images with impulse noise (Q2006435) (← links)
• A support-denoiser-driven framework for single image restoration (Q2020555) (← links)
• Image restoration based on fractional-order model with decomposition: texture and cartoon (Q2064956) (← links)
• Non-convex fractional-order TV model for impulse noise removal (Q2088789) (← links)
• The \(\ell_{2,p}\) regularized total variation with overlapping group sparsity prior for image restoration with impulse noise (Q2098805) (← links)
• Determinants and inverses of weighted Loeplitz and weighted Foeplitz matrices and their applications in data encryption (Q2103117) (← links)
• Exact determinants and inverses of (2,3,3)-Loeplitz and (2,3,3)-Foeplitz matrices (Q2114999) (← links)
• Nonconvex regularization for blurred images with Cauchy noise (Q2128601) (← links)
• An efficient non-convex total variation approach for image deblurring and denoising (Q2242083) (← links)
• Restoration of images corrupted by mixed Gaussian-impulse noise via \(l_{1}-l_{0}\) minimization (Q2275967) (← links)
• A ``nonconvex+nonconvex'' approach for image restoration with impulse noise removal (Q2306771) (← links)
• A nonconvex model with minimax concave penalty for image restoration (Q2420696) (← links)
• Nonconvex model for mixing noise with fractional-order regularization (Q2697362) (← links)
• Efficient Box-Constrained TV-Type-l<sup>1</sup> Algorithms for Restoring Images with Impulse Noise (Q5398543) (← links)
• Efficient Boosted DC Algorithm for Nonconvex Image Restoration with Rician Noise (Q5863519) (← links)
• (Q6198995) (← links)
• Generalized nonconvex nonsmooth four-directional total variation with overlapping group sparsity for image restoration (Q6582004) (← links)