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Inverse Problems in Science and Engineering Volume 29, 2021 - Issue 7
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Articles

Non-convex ℓp regularization for sparse reconstruction of electrical impedance tomography

Jing WangSchool of Mathematical Sciences, Heilongjiang University, Harbin, People's Republic of ChinaCorrespondence[email protected]
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Pages 1032-1053 | Received 29 Mar 2019, Accepted 27 Aug 2020, Published online: 15 Sep 2020

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Read on this site (2)

Jing Wang. (2023) An efficient one-step proximal method for EIT sparse reconstruction based on nonstationary iterated Tikhonov regularization. Applied Mathematics in Science and Engineering 31:1.
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Mingliang Ding, Xiaotong Li & Shuaibo Zhao. (2022) Application of constrained coefficient fuzzy linear programming in medical electrical impedance tomography. Applied Mathematics in Science and Engineering 30:1, pages 762-776.
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Articles from other publishers (7)

Zeying Wang & Xiaoyuan Liu. (2023) A regularization structure based on novel iterative penalty term for electrical impedance tomography. Measurement 209, pages 112472.
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Ricardo Garza-Girón, Thorne Lay, Frederick Pollitz, Hiroo KanamoriLuis Rivera. (2023) Solid Earth–atmosphere interaction forces during the 15 January 2022 Tonga eruption. Science Advances 9:2.
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Zhiwei Tian, Yanyan Shi, Can Wang, Meng Wang & Ke Shen. (2023) Classification of Hemorrhage Using Priori Information of Electrode Arrangement With Electrical Impedance Tomography. IEEE Access 11, pages 31355-31364.
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Kyubaek Yoon, Hojun You, Wei-Ying Wu, Chae Young Lim, Jongeun Choi, Connor Boss, Ahmed Ramadan, John M. PopovichJr.Jr., Jacek Cholewicki, N. Peter Reeves & Clark J. Radcliffe. (2022) Regularized nonlinear regression for simultaneously selecting and estimating key model parameters: Application to head-neck position tracking. Engineering Applications of Artificial Intelligence 113, pages 104974.
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Yuejie Wang, Heng Zhang, Hongbo Guo, Beilei Wang, Yanqiu Liu, Xuelei He, Jingjing Yu, Huangjian Yi & Xiaowei He. (2022) Accurate and fast reconstruction for bioluminescence tomography based on adaptive Newton hard thresholding pursuit algorithm. Journal of the Optical Society of America A 39:5, pages 829.
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Jing Wang. (2021) A two‐step accelerated Landweber‐type iteration regularization algorithm for sparse reconstruction of electrical impedance tomography. Mathematical Methods in the Applied Sciences.
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Yan Shi, ZhiGuo Yang, Fei Xie, Shuai Ren & ShaoFeng Xu. (2021) The Research Progress of Electrical Impedance Tomography for Lung Monitoring. Frontiers in Bioengineering and Biotechnology 9.
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