Authors = Liang Hu, Yonghao Li, and , Wanfu Gao,
Journal = Pattern Recognition.
Abstract : Multi-label feature selection is an efficient technique to deal with the high dimensional multi-label data by selecting the optimal feature subset. Existing researches have demonstrated that l 1 -norm and l 2 , 1 - norm are promising roles for multi-label feature selection. However, two important issues are ignored when existing l 1 -norm and l 2 , 1 -norm based methods select discriminative features for multi-label data. First, l 1 -norm can enforce sparsity on each feature across all instances while numerous selected features lack discrimination due to the generated zero weight values. Second, l 2 , 1 -norm not only neglects label- specific features but also ignores the redundancy among features. To this end, we design a Robust Flexible Sparse Regularization norm (RFSR), furthermore, proposing a global optimization framework named Ro- bust Flexible Sparse regularized multi-label Feature Selection (RFSFS) based on RFSR. Finally, an efficient alternating multipliers based optimization scheme is developed to iteratively optimize RFSFS. Empirical studies on fifteen benchmark multi-label data sets demonstrate the effectiveness and efficiency of RFSFS.