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Junkai Zeng
Junkai Zeng
Shenzhen Institute for Quantum Science and Engineering, SUSTech
Verified email at sustech.edu.cn - Homepage
Title
Cited by
Cited by
Year
Noisy intermediate-scale quantum computers
B Cheng, XH Deng, X Gu, Y He, G Hu, P Huang, J Li, BC Lin, D Lu, Y Lu, ...
Frontiers of Physics 18 (2), 21308, 2023
582023
Geometric formalism for constructing arbitrary single-qubit dynamically corrected gates
J Zeng, CH Yang, AS Dzurak, E Barnes
Physical Review A 99 (5), 052321, 2019
492019
Fastest pulses that implement dynamically corrected single-qubit phase gates
J Zeng, E Barnes
Physical Review A 98 (1), 012301, 2018
452018
General solution to inhomogeneous dephasing and smooth pulse dynamical decoupling
J Zeng, XH Deng, A Russo, E Barnes
New Journal of Physics 20 (3), 033011, 2018
392018
Dynamically corrected gates from geometric space curves
E Barnes, FA Calderon-Vargas, W Dong, B Li, J Zeng, F Zhuang
Quantum Science and Technology 7 (2), 023001, 2022
272022
Noise-resistant Landau-Zener sweeps from geometrical curves
F Zhuang, J Zeng, SE Economou, E Barnes
Quantum 6, 639, 2022
172022
Designing arbitrary single-axis rotations robust against perpendicular time-dependent noise
B Li, FA Calderon-Vargas, J Zeng, E Barnes
New Journal of Physics 23 (9), 093032, 2021
82021
Collection management tweets project fall 2017
F Khaghani, J Zeng, M Bhuiyan, A Tabassum, P Bandyopadhyay
Virginia Tech, 2018
22018
Generating error-resistant quantum control pulses from geometrical curves
E Barnes, J Zeng
US Patent 11,966,816, 2024
2024
Quantum Circuits Noise Tailoring from a Geometric Perspective
J Zeng, YJ Hai, H Liang, XH Deng
arXiv preprint arXiv:2305.06795, 2023
2023
Universal Robust Quantum Gates by Geometric Correspondence
YJ Hai, J Li, J Zeng, D Yu, XH Deng
APS March Meeting Abstracts 2023, UU05. 008, 2023
2023
Universal robust quantum gates by geometric correspondence of noisy quantum evolution
YJ Hai, J Li, J Zeng, D Yu, XH Deng
arXiv preprint arXiv:2210.14521, 2022
2022
Universal robust quantum gates by geometric correspondence of noisy quantum dynamics
YJ Hai, J Li, J Zeng, XH Deng
arXiv e-prints, arXiv: 2210.14521, 2022
2022
Noise-resistant Landau-Zener sweeps design from geometrical formalism
F Zhuang, J Zeng, E Barnes, S Economou
APS March Meeting Abstracts 2021, S33. 006, 2021
2021
Geometric filter function approach to dynamically corrected gates that suppress time-dependent noise
B Li, F Calderon-Vargas, J Zeng, E Barnes
APS March Meeting Abstracts 2021, S33. 005, 2021
2021
Dynamically Corrected Quantum Control: A Geometrical Framework
J Zeng
Virginia Tech, 2019
2019
A Geometrical Approach To Robust Quantum Control That Respects Pulse Constraints And Minimizes Gate Times
J Zeng, E Barnes
APS March Meeting Abstracts 2018, K28. 004, 2018
2018
A geometrical approach to dynamical decoupling with smooth pulses
J Zeng, X Deng, E Barnes
APS March Meeting Abstracts 2017, Y37. 004, 2017
2017
The fastest pulses that implement dynamically corrected gates
J Zeng, E Barnes
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