Xiaoqun Zhang

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T F ChanPresident, King Abdullah University of Science & TechnologyVerified email at kaust.edu.sa
Martin BurgerDeutsches Elektronen-Synchrotron DESY und Universität HamburgVerified email at uni-hamburg.de
S osherVerified email at math.ucla.edu
Qiaoqiao DingShanghai Jiao Tong UinversityVerified email at sjtu.edu.cn
Zuowei ShenNational University of SingaporeVerified email at nus.edu.sg
Hao GaoDepartment of Radiation Oncology, University of KansasVerified email at kumc.edu
Bin DongBeijing International Center for Mathematical Research, Peking UniversityVerified email at math.pku.edu.cn
Xavier BressonAssoc Prof of Computer Science, National University of SingaporeVerified email at nus.edu.sg
Jingwei LiangShanghai Jiao Tong UniversityVerified email at sjtu.edu.cn
Jianwei MaProfessor, School of Earth and Space Sciences, Peking University; Harbin Institute of TechnologyVerified email at hit.edu.cn
Andrea BertozziProf. of Math. and Mech. & Aero. Eng., Betsy Wood Knapp Chair for Innovation and Creativity, UCLAVerified email at math.ucla.edu
Jiulong LiuAcademy of Mathematics and System SciencesVerified email at lsec.cc.ac.cn
Jinglai LiUniversity of BirminghamVerified email at bham.ac.uk
Chenglong BaoYau Mathematical Sciences Center, Tsinghua UniversityVerified email at tsinghua.edu.cn
Jacques FromentProfesseur, Université Bretagne Sud, LMBA UMR 6205Verified email at univ-ubs.fr
Rujie YinPh.D. of Mathematics, Duke UniversityVerified email at duke.edu
Xue-Cheng TaiNorwegian Research Center (NORCE)Verified email at norceresearch.no
Huibin ChangSchool of Mathematical Sciences, Tianjin Normal UniversityVerified email at mail.tjnu.edu.cn
Michael MoellerProfessor for Computer Vision, University of Siegen, GermanyVerified email at uni-siegen.de
Yifei LouUniversity of North Carolina at Chapel Hill

Xiaoqun Zhang

Shanghai Jiao Tong University

Verified email at sjtu.edu.cn

Imaging sciences inverse problems optimization compressive sensing


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A General Framework for a Class of First Order Primal-Dual Algorithms for Convex Optimization in Imaging Science E Esser, X Zhang, T Chan SIAM Journal on Imaging Sciences 3 (4), 1015-1046, 2010	791*	2010
Bregmanized nonlocal regularization for deconvolution and sparse reconstruction X Zhang, M Burger, X Bresson, S Osher SIAM Journal on Imaging Sciences 3 (3), 253-276, 2010	786	2010
A unified primal-dual algorithm framework based on Bregman iteration X Zhang, M Burger, S Osher Journal of Scientific Computing 46, 20-46, 2011	473	2011
Image recovery via nonlocal operators Y Lou, X Zhang, S Osher, A Bertozzi Journal of Scientific Computing 42 (2), 185-197, 2010	405	2010
A primal–dual fixed point algorithm for convex separable minimization with applications to image restoration P Chen, J Huang, X Zhang Inverse Problems 29 (2), 33, 2013	213	2013
Interpolation and denoising of high-dimensional seismic data by learning a tight frame S Yu, J Ma, X Zhang, MD Sacchi Geophysics 80 (5), V119-V132, 2015	142	2015
Source reconstruction for spectrally-resolved bioluminescence tomography with sparse a priori information Y Lu, X Zhang, A Douraghy, D Stout, J Tian, TF Chan, AF Chatziioannou Optics express 17 (10), 8062-8080, 2009	129	2009
Wavelet inpainting by nonlocal total variation X Zhang, TF Chan Inverse problems and Imaging 4 (1), 191-210, 2010	114	2010
Seismic data restroration via data-driven tight frame J Liang, J Ma, X Zhang Geophysics 7 (3), 2014	111	2014
Multi-scale features extraction from baseline structure MRI for MCI patient classification and AD early diagnosis K Hu, Y Wang, K Chen, L Hou, X Zhang Neurocomputing 175, 132-145, 2016	80	2016
A primal-dual fixed point algorithm for minimization of the sum of three convex separable functions P Chen, J Huang, X Zhang Fixed Point Theory and Applications 2016, 1-18, 2016	69	2016
A reweighted l2 method for image restoration with Poisson and mixed Poisson-Gaussian noise J Li, Z Shen, R Yin, X Zhang Inverse Problems and Imaging 9 (3), 875 - 894, 2015	66	2015
TICMR: Total image constrained material reconstruction via nonlocal total variation regularization for spectral CT J Liu, H Ding, S Molloi, X Zhang, H Gao IEEE transactions on medical imaging 35 (12), 2578-2586, 2016	54	2016
A Novel Sparsity Reconstruction Method from Poisson Data for 3D Bioluminescence Tomography X Zhang, Y Lu, T Chan Journal of Scientific Computing, 1-17, 2012	54	2012
Retinex by Higher Order Total Variation Decomposition J Liang, X Zhang Journal of Mathematical imaging and vision 52 (3), 345-355, 2015	53	2015
Image restoration by minimizing zero norm of wavelet frame coefficients C Bao, B Dong, L Hou, Z Shen, X Zhang, X Zhang Inverse problems 32 (11), 115004, 2016	44	2016
AirNet: fused analytical and iterative reconstruction with deep neural network regularization for sparse‐data CT G Chen, X Hong, Q Ding, Y Zhang, H Chen, S Fu, Y Zhao, X Zhang, H Ji, ... Medical physics 47 (7), 2916-2930, 2020	41	2020
Wavelet Frame Based Multiphase Image Segmentation C Tai, X Zhang, Z Shen SIAM J. Imaging Sci. 6 (4), 2521–2546, 2013	37	2013
Total variation based Fourier reconstruction and regularization for computer tomography XQ Zhang, J Froment IEEE Nuclear Science Symposium Conference Record, 2005 4, 2332-2336, 2005	33	2005
Domain decomposition methods for nonlocal total variation image restoration H Chang, X Zhang, XC Tai, D Yang Journal of scientific computing 60, 79-100, 2014	30	2014

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