Pages that link to "Item:Q4579321"

The following pages link to Jump-Sparse and Sparse Recovery Using Potts Functionals (Q4579321):

Displaying 20 items.

• FDR-control in multiscale change-point segmentation (Q153065) (← links)
• Mumford-Shah and Potts regularization for manifold-valued data (Q294412) (← links)
• Revisiting the redistancing problem using the Hopf-Lax formula (Q1691741) (← links)
• Iterative Potts minimization for the recovery of signals with discontinuities from indirect measurements: the multivariate case (Q2040452) (← links)
• Constrained energy variation for change point detection (Q2125685) (← links)
• Non-convex total variation regularization for convex denoising of signals (Q2203361) (← links)
• Primal-dual proximal splitting and generalized conjugation in non-smooth non-convex optimization (Q2232754) (← links)
• Off-the-Grid Recovery of Piecewise Constant Images from Few Fourier Samples (Q3188215) (← links)
• A Weighted Difference of Anisotropic and Isotropic Total Variation Model for Image Processing (Q3192676) (← links)
• Non-smooth Variational Regularization for Processing Manifold-Valued Data (Q3300533) (← links)
• An algorithmic framework for Mumford–Shah regularization of inverse problems in imaging (Q3458222) (← links)
• On the local and global minimizers of $ \newcommand{\e}{{\rm e}} \ell_0$ gradient regularized model with box constraints for image restoration (Q4582667) (← links)
• Disparity and optical flow partitioning using extended Potts priors (Q4603694) (← links)
• A General Non-Lipschitz Infimal Convolution Regularized Model: Lower Bound Theory and Algorithm (Q5043740) (← links)
• Mumford–Shah regularization in electrical impedance tomography with complete electrode model (Q5076002) (← links)
• An Algorithm for Second Order Mumford--Shah Models Based on a Taylor Jet Formulation (Q5143341) (← links)
• A DPS extension to restore blurred and noisy piecewise constant signals (Q5240390) (← links)
• The $L^1$-Potts Functional for Robust Jump-Sparse Reconstruction (Q5253560) (← links)
• Multi-channel Potts-based reconstruction for multi-spectral computed tomography (Q5854071) (← links)
• ADMM-based residual whiteness principle for automatic parameter selection in single image super-resolution problems (Q6155449) (← links)