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An Inexact Coordinate Descent Method for the Weighted $l_1$-regularized Convex Optimization Problem (The bridge between theory and application in optimization method)

机译：加权的$ l_1 $正则化凸优化问题的不精确坐标下降法（理论与优化方法之间的桥梁）

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作者
Hua Xiaoqin; Yamashita Nobuo;
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年度 2013
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正文语种 en
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1. Random Coordinate Descent Methods for src="/images/tex/18774.gif" alt="ell _{0}"> Regularized Convex Optimization [J] . Patrascu Andrei, Necoara Ion Automatic Control, IEEE Transactions on . 2015,第7期

机译：的随机坐标下降方法 src =“ / images / tex / 18774.gif” alt =“ ell _ {0}”> 正则凸优化
2. A block coordinate gradient descent method for regularized convex separable optimization and covariance selection [J] . Yun S., Tseng P., Toh K.-C. Mathematical Programming . 2011,第2期

机译：正则化凸可分离优化和协方差选择的块坐标梯度下降法
3. A block coordinate gradient descent method for regularized convex separable optimization and covariance selection [J] . Sangwoon Yun, Paul Tseng, Kim-Chuan Toh Mathematical Programming . 2011,第2期

机译：正则化凸可分离优化和协方差选择的块坐标梯度下降法
4. A Randomized Block Coordinate Iterative Regularized Subgradient Method for High-dimensional Ill-posed Convex Optimization [C] . Harshal Kaushik, Farzad Yousefian Annual American Control Conference . 2019

机译：高维不适定凸优化的随机块坐标迭代正则次梯度法
5. Block Coordinate Descent for Regularized Multi-convex Optimization. [D] . Xu, Yangyang. 2013

机译：块坐标下降，可进行规则化的多凸优化。
6. Optimized first-order methods for smooth convex minimization [O] . Donghwan Kim, Jeffrey A. Fessler -1

机译：优化的一阶方法用于平滑凸极小化
7. A Block Coordinate Descent Method for Multi-Convex Optimization with Applications to Nonnegative Tensor Factorization and Completion [O] . Yangyang Xu, Wotao Yin 2012

机译：具有多凸优化的块坐标序列方法，应用于非负张量分解和完成
8. Block Coordinate Descent Method for Multi-Convex Optimization with Applications to Nonnegative Tensor Factorization and Completion. [R] . Xu, Y., Yin, W. 2012

机译：多凸优化的块坐标下降法及其在非负张量分解和完成中的应用。

An Inexact Coordinate Descent Method for the Weighted $l_1$-regularized Convex Optimization Problem (The bridge between theory and application in optimization method)

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