期刊论文:
[1]
Fang, X., G. Yao*, Q. Zheng, P. Zhang, D. Wu, and F. Niu, 2025, Fast P/S wavefield decomposition for vertical transverse isotropic media based on wavefront phase direction: Chinese Journal of Geophysics (in Chinese), 68, no. 4, 1472–1486.
[2]
Tan, Z., G. Yao*, F. Zhang, and D. Wu, 2025, Full-waveform inversion with denoising priors based on graph space Sinkhorn distance: IEEE Transactions on Geoscience and Remote Sensing, 63, 1–13, Art. no. 5906613.
[3]
Li, Z., and G. Yao*, 2025, Addressing cycle-skipping in full-waveform inversion using acoustic wave energy: Geophysical Prospecting, 73, no. 3, 960–976.
[4]
Wu, B., G. Yao*, Q. Zheng, F. Niu, and D. Wu, 2025, Improved elastic full-waveform inversion of ocean bottom node data: Geophysical Prospecting, 73, no. 3, 923–941.
[5]
Wang, Z., Z. Zou*, G. Yao*, W. Sun, M. Han, Y. Rui, Q. Cui, and X. Shang, 2024, First-arrival tomography for building velocity model by jointly using seismic lines and sparse nodes: Chinese Journal of Geophysics (in Chinese), 67, no. 9, 3483-3495.
[6]
Li, X., Z. Hu, Z. Zou, F. Niu, Y. Tian, W. Liu, and G. Yao*, 2024, A three-dimensional immersed boundary method for accurate simulation of acoustic wavefields with complex surface topography: Journal of Geophysics and Engineering, 21, 1339–1355.
[7]
Fang, X.-Y., G. Yao*, Q.-Q. Zheng, P.-M. Zhang, D. Wu, and F.-L. Niu, 2024, Helmholtz decomposition with a scalar Poisson equation in elastic anisotropic media: Petroleum Science, 21.
[8]
Wu, B., G. Yao*, X. Ma, H. Chen, D. Wu, and J. Cao, 2024, Least-squares reverse time migration of simultaneous sources with deep-learning-based denoising: Geophysics, 89, no. 3, S289–S299.
[9]
Yao*, G., X. Fang, Q. Zheng, D. Wu, and F. Niu, 2024, Pseudo-Helmholtz decomposition for an elastic VTI wavefield based on wavefront phase direction: Geophysics, 89, no. 3, T151–T162.
[10]
Zhang, P., G. Yao*, Q. Zheng, X. Fang, and D. Wu, 2024, An improved pure quasi-P-wave equation for complex anisotropic media: Journal of Geophysics and Engineering, 21, no. 2, 517–533.
[11]
Ma, X., G. Yao*, S. Yuan, F. Zhang, and D. Wu, 2024, Seismic coherent noise removal with residual network and synthetic seismic samples: IEEE Geoscience and Remote Sensing Letters, 21, 1–5.
[12]
Zhang, P., and G. Yao*, 2024, Numerical simulation of seismic wavefield based on modified EAL boundary condition: Chinese Journal of Geophysics (in Chinese), 67, no. 1, 261–276.
[13]
Ma, X., G. Yao*, F. Zhang, and D. Wu, 2023, 3-D Seismic Fault Detection Using Recurrent Convolutional Neural Networks With Compound Loss: IEEE Transactions on Geoscience and Remote Sensing, 61, 1-15, Art no. 7501705.
[14]
Zheng, Q., and G. Yao*, 2023, An improved elastic wavefield separation method based on the Helmholtz decomposition: Geophysics, 88, no. 4, 1–35.
[15]
Fang, X, G. Yao*, F. Niu, and D. Wu. 2023, Estimating optimal parameters of finite-difference scheme for wavefield modelling. Chinese Journal of Geophysics (in Chinese), 66, no. 6, 2520-2533.
[16]
Ma, X., G. Yao*, F. Zhang, and D. Wu. 2023, Fault detection method based on pixel difference network. Chinese Journal of Geophysics (in Chinese), 66, no. 4,1649-1663.
[17]
Han, Y., B. Wu, G. Yao*, X. Ma, and D. Wu. 2022, Eliminate Time Dispersion of Seismic Wavefield Simulation with Semi-Supervised Deep Learning. Energies, 15, no. 20, 7701.
[18]
Li, X., G. Yao*, F. Niu, D. Wu, and N. Liu. 2022, Waveform inversion of seismic first arrivals acquired on irregular surface. Geophysics, 87, no. 3,1MJ-V246.
[19]
Liu, N.-C., G. Yao*, J. Zhou, S. X. Wang, D. Wu, and X. Li*, 2022, Two improved acquisition systems for deep subsurface exploration: Frontiers in Earth Science, 11, 407.
[20]
Wu, B., G. Yao*, J.-J. Cao, D. Wu, X. Li, and N.-C. Liu, 2022, Huber inversion-based reverse-time migration with de-primary imaging condition and curvelet-domain sparse constraint: Petroleum Science, 18.