丁成赟    

个人简介：丁成赟，理学博士，硕导，2022年博士毕业于华南师范大学原子与分子物理专业。长期从事几何量子计算及纠缠态制备方面的理论研究，尤其聚焦于超导量子线路的量子态操控方向，深入探究了几何相位的调控机制及其抗噪声特性，提出了基于阿贝尔几何相位实现鲁棒量子门的系列理论方案。

一、主讲课程

硕士生：高等量子力学

本科生：大学物理及实验；量子力学

二、科研项目

[1]安徽省高校自然科学研究青年项目，基于超导电路系统的容错非绝热通用几何量子门研究，2026-01-01至2027-12-31，2025AHGXZK40448，10万元，主持

三、发表论文（#为共一，*为通讯作者）

[1]C.-Y. Ding, W.-F. Liu, L.-H. Zhang, J. Zhou* and Z.-Y. Xue*, Composite nonadiabatic geometric quantum gates with optimization on superconducting circuits, Front. Phys. 21, 093203 (2026).

[2]Z.-Y. Xue* and C.-Y. Ding*, Recent advances on nonadiabatic geometric quantum computation, Front. Phys. 21, 033202 (2026).

[3]C.-Y. Ding*, W.-F. Liu and L.-H. Zhang*, Fusion of atomic W-like states in cavity QED systems, Quantum Inf. Process. 23, 319 (2024).

[4]C.-Y. Ding, L. Chen, L.-H. Zhang* and Z.-Y. Xue*, Dynamical-corrected nonadiabatic geometric quantum computation, Front. Phys. 18, 1-11 (2023).

[5]C.-Y. Ding, L.-N. Ji, T. Chen* and Z.-Y. Xue*, Path-optimized nonadiabatic geometric quantum computation on superconducting qubits, Quantum Sci. Technol. 7, 015012 (2022).

[6]C.-Y. Ding#, Y. Liang#, K.-Z. Yu* and Z.-Y. Xue*, Nonadiabatic geometric quantum computation with shortened path on superconducting circuits, Appl. Phys. Lett. 119, 184001 (2021).

[7]C.-Y. Ding, F.-Z. Kong, Q. Yang, M. Yang* and Z.-L. Cao, Qubit-loss-free fusion of atomic W states via photonic detection, Quantum Inf. Process. 17, 124-137 (2018).