Pages that link to "Item:Q1984711"

The following pages link to An efficient and globally convergent algorithm for \(\ell_{p,q} - \ell_r\) model in group sparse optimization (Q1984711):

Displaying 10 items.

• The \(\ell_{2,q}\) regularized group sparse optimization: lower bound theory, recovery bound and algorithms (Q778013) (← links)
• On group-wise \(\ell_p\) regularization: theory and efficient algorithms (Q1669617) (← links)
• Efficient computation of the nearest polynomial by linearized alternating direction method (Q2663820) (← links)
• (Q5037987) (← links)
• A General Non-Lipschitz Infimal Convolution Regularized Model: Lower Bound Theory and Algorithm (Q5043740) (← links)
• Difference-of-Convex Algorithms for a Class of Sparse Group $\ell_0$ Regularized Optimization Problems (Q5093646) (← links)
• A globally convergent algorithm for a class of gradient compounded non-Lipschitz models applied to non-additive noise removal (Q5148413) (← links)
• An efficient semismooth Newton method for adaptive sparse signal recovery problems (Q5882234) (← links)
• Solving constrained nonsmooth group sparse optimization via group Capped-\(\ell_1\) relaxation and group smoothing proximal gradient algorithm (Q6043130) (← links)
• A fast and effective algorithm for sparse linear regression with \(\ell_p\)-norm data fidelity and elastic net regularization (Q6561486) (← links)