On the Closed-form Proximal Mapping and Efficient Algorithms for Exclusive Lasso Models. - Yancheng Yuan; Meixia Lin; Defeng Sun; Kim-Chuan Toh (CoRR, 2019)

Analysis of Occlusive Endobronchial Stent for Prohibiting Life-Threatening Hemorrhage. - Yunfeng Chen; Hui-Huang Lin; Linlin Huang; Zhi-Yun Lai; You-Zhi Hong; Meixia Lin; Yi-Ming Zeng 005 (J. Medical Imaging Health Informatics, 2019)

Efficient Sparse Semismooth Newton Methods for the Clustered Lasso Problem. - Meixia Lin; Yong-Jin Liu; Defeng Sun; Kim-Chuan Toh (SIAM J. Optim., 2019)

Research on the development trend of vehicle operating system in China. - Pengfei Liu; Lishuang Dong; Xuebin Shao; Meixia Lin; Yangyang Gu; Xintian Hou (CONF-CDS, 2021)

Determinantal point processes based on orthogonal polynomials for sampling minibatches in SGD. - Rémi Bardenet; Subhroshekhar Ghosh; Meixia Lin (NeurIPS, 2021)

Estimation and inference of signals via the stochastic geometry of spectrogram level sets. - Subhroshekhar Ghosh; Meixia Lin; Dongfang Sun (CoRR, 2021)

Quantitatively Assessing Ecological Stress of Urbanization on Natural Ecosystems by Using a Landscape-Adjacency Index. - Meixia Lin; Tao Lin 009; Laurence Jones; Xiaofang Liu; Li Xing; Jinling Sui; Junmao Zhang; Hong Ye; Yuqin Liu; Guoqin Zhang; Xin Lu (Remote. Sens., 2021)

An augmented Lagrangian method with constraint generation for shape-constrained convex regression problems. - Meixia Lin; Defeng Sun; Kim-Chuan Toh (Math. Program. Comput., 2022)

Long-Term Spatiotemporal Characteristics and Impact Factors of Land Surface Temperature of Inhabited Islands with Different Urbanization Levels. - Junmao Zhang; Tao Lin 009; Caige Sun; Meixia Lin; Yulin Zhan; Yuan Chen; Hong Ye; Xia Yao; Yiyi Huang; Guoqin Zhang; Yuqin Liu (Remote. Sens., 2022)

Signal Analysis via the Stochastic Geometry of Spectrogram Level Sets. - Subhroshekhar Ghosh; Meixia Lin; Dongfang Sun (IEEE Trans. Signal Process., 2022)

DNNLasso: Scalable Graph Learning for Matrix-Variate Data. - Meixia Lin; Yangjing Zhang (AISTATS, 2024)

A highly efficient algorithm for solving exclusive lasso problems. - Meixia Lin; Yancheng Yuan; Defeng Sun; Kim-Chuan Toh (Optim. Methods Softw., 2024)

A Positive and Moment-Preserving Fourier Spectral Method. - Zhenning Cai; Bo Lin; Meixia Lin (SIAM J. Numer. Anal., 2024)

Learning the Hub Graphical Lasso Model with the Structured Sparsity via an Efficient Algorithm. - Chengjing Wang; Peipei Tang; Wenling He; Meixia Lin (J. Sci. Comput., 2025)