Honestly, I’m not sure why people list their publications on personal sites — Google Scholar already does the job. But anyway, here you go.
- “Analytically Solvable Robust Single-Qubit Gates for Multi-Qubit Systems with Unwanted Couplings” arXiv J Zeng, L Chen, XH Deng, arXiv:2503.12424 (2025)
- “Geometric correspondence of noisy quantum dynamics and universal robust quantum gates” arXiv YJ Hai, Y Song, J Li, J Zeng, D Yu, XH Deng, Physical Review Applied (2025)
- “Enhancing Quantum Circuit Noise Robustness from a Geometric Perspective” arXiv J Zeng, YJ Hai, H Liang, XH Deng, arXiv:2305.06795 (2023)
- “Noisy intermediate-scale quantum computers” Link B Cheng, XH Deng, X Gu, Y He, G Hu, P Huang, J Li, BC Lin, D Lu, Y Lu, C Qiu, H Wang, T Xin, S Yu, MH Yung, J Zeng, S Zhang, Y Zhong, X Peng, F Nori, D Yu, Frontiers of Physics 18, 21308 (2023)
- “Dynamically corrected gates from geometric space curves” arXiv E Barnes, FA Calderon-Vargas, W Dong, B Li, J Zeng, F Zhuang, Quantum Science and Technology 7 (2), 023001 (2022)
- “Noise-resistant Landau-Zener sweeps from geometrical curves” arXiv F Zhuang, J Zeng, SE Economou, E Barnes, Quantum 6, 639 (2022)
- “Designing arbitrary single-axis rotations robust against perpendicular time-dependent noise” arXiv B Li, FA Calderon-Vargas, J Zeng, E Barnes, New Journal of Physics 23 (9), 093032 (2021)
- “Geometric formalism for constructing arbitrary single-qubit dynamically corrected gates” arXiv J Zeng, CH Yang, AS Dzurak, E Barnes, Physical Review A 99 (5), 052321 (2019)
- “Fastest pulses that implement dynamically corrected single-qubit phase gates” arXiv J Zeng, E Barnes, Physical Review A 98 (1), 012301 (2018)
- “General solution to inhomogeneous dephasing and smooth pulse dynamical decoupling” arXiv J Zeng, XH Deng, A Russo, E Barnes, New Journal of Physics 20 (3), 033011 (2018)