简介
研究方向：算子代数和算子理论及其在量子信息论中的应用。
研究课题主要围绕量子网络上的量子关联展开。这里是一些具体的结果，包括1) 通过量子非局域性见证网络拓扑；2) 树状网络中的量子导引；3)验证网络量子非局域性；4)在有噪声的情况下共享非局域性和纠缠。
发表论文（*为通讯作者）
[1] Shuyuan Yang, Kan He*, Jinchuan Hou*, Zhihao Ma*, Shaoming Fei*, and Mingxing Luo*. Witnessing network topologies using quantum nonlocality. Physical Review A 110 032437 (2024).
[2] Shuyuan Yang, Jinchuan Hou, and Kan He*. Sharing quantum nonlocality in the noisy scenario. Chinese Physics B 33 010302 (2024).
[3] Shuyuan Yang, and Kan He*. Noise tolerance of recycled entanglement detection by sequential and independent observers. Quantum Information Processing 23:202 (2024).
[4] Shuyuan Yang, Jinchuan Hou*, and Kan He*. Persistency of quantum non-multi-local correlations in noisy acyclic networks. Physica Scripta 99 055106 (2024).
[5] Shuyuan Yang, Jinchuan Hou*, and Kan He*. Verifying hierarchical network nonlocality in general quantum networks. Chinese Physics B 33 070304 (2024).
[6] Shuyuan Yang, Kan He*, Xiaofei Qi, and Jinchuan Hou*. Quantum steering in two-forked tree-shaped networks. Physica Scripta 98 125102 (2023).
[7] Shuyuan Yang, Jinchuan Hou, and Kan He*. Witnessing the distribution of sources in quantum networks via hierarchical nonlocality. Chinese Physics B, 已录用. [中国卓越期刊梯队期刊，SCI 四区]
[8] 杨舒媛, 贺衎, 具有已知约化态的无限维量子系统态的秩. 数学物理学报. 42 A(1): 1-8 (2022).[中文核心]
[9] Huijie Zhang, Shuyuan Yang, and Kan He*. Star network quantum steering. Quantum Information Processing 22: 7 (2023). [SCI 三区]
[10] 于欣淼, 杨舒媛, 贺衎*. 任意多个独立观察者均可共享 Werner 态的纠缠. 物理学报72:7 (2023).
[11] Jia Ji, Kan He*, and Shuyuan Yang*. Nonlocal correlation in quantum network near a Schwarzschild black hole. European Physical Journal C, 85:669 (2025) .
[12] Shuyuan Yang, and Kan He*. Sharing quantum nonlocality under Hawking effect of a Schwarzschild black hole. European Physical Journal C, 85:850 (2025).
科研获奖与荣誉
v 2024-2025年度博士生国家奖学金
v 2024年入选中国科协青年人才托举工程博士生专项计划
