Hao Gao, Ph.D.
Affiliations: | 2010 | Mathematics - Ph.D. | University of California, Irvine, Irvine, CA |
Area:
Mathematics, Optics Physics, Nuclear PhysicsGoogle:
"Hao Gao"Parents
Sign in to add mentor| Hongkai Zhao | grad student | 2010 | UC Irvine | |
| (Numerical methods for forward and inverse problems in optical imaging.) | ||||
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Publications
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| Chen G, Zhao Y, Huang Q, et al. (2020) 4D-AirNet: a temporally-resolved CBCT slice reconstruction method synergizing analytical and iterative method with deep learning. Physics in Medicine and Biology |
| Chen G, Hong X, Ding Q, et al. (2020) AirNet: Fused Analytical and Iterative Reconstruction with Deep Neural Network Regularization for Sparse-Data CT. Medical Physics |
| Ding Q, Chen G, Zhang X, et al. (2020) Low-dose CT with deep learning regularization via proximal forward backward splitting. Physics in Medicine and Biology |
| Nam H, Guo M, Yu H, et al. (2019) Tensor framelet based iterative image reconstruction algorithm for low-dose multislice helical CT. Plos One. 14: e0210410 |
| Lyu Q, Yang C, Gao H, et al. (2018) Technical note: Iterative Megavoltage CT (MVCT) Reconstruction using Block-Matching 3D-Transform (BM3D) Regularization. Medical Physics |
| Gao H, Zhang Y, Ren L, et al. (2017) Principal Component Reconstruction (PCR) for Cine CBCT with Motion Learning from 2D Fluoroscopy. Medical Physics |
| Han H, Gao H, Xing L. (2017) Low-dose 4D cone-beam CT via joint spatiotemporal regularization of tensor framelet and nonlocal total variation. Physics in Medicine and Biology. 62: 6408-6427 |
| Guo M, Gao H. (2017) Memory-Efficient Algorithm for Stored Projection and Backprojection Matrix in Helical CT. Medical Physics |
| Zhang X, Hou L, Gao H, et al. (2017) CUSTOM: A Calibration Region Recovery Approach for Highly Subsampled Dynamic Parallel Magnetic Resonance Imaging Journal of Mathematical Imaging and Vision. 57: 366-380 |
| Gao H. (2016) MO-DE-207A-07: Filtered Iterative Reconstruction (FIR) Via Proximal Forward-Backward Splitting: A Synergy of Analytical and Iterative Reconstruction Method for CT. Medical Physics. 43: 3701-3702 |