个人简介

研究兴趣

• 阅读

教育经历

• 2017 - 2021 | 南京大学 | 量子群 | 博士 | (Supervisor: 刘公祥)
• 2014 - 2017 | 华东师范大学 | 量子群 | 硕士 | (Supervisor: 胡乃红)
• 2008 - 2013 | 苏州大学 | 信息管理与信息系统 | 学士 | (Supervisor: 邝泉声)

工作经历

• 2025 - 2030 | BIMSA | 助理研究员
• 2022 - -- | 北京雁栖湖应用数学研究院 | 博士后

荣誉与奖项

• -- | 无

出版物

• [1] Meng Cao;Kun Zhou, Optimal Quantum ( r , δ)-Locally Repairable Codes From Matrix-Product Codes, IEEE Transactions on Information Theory (2026)
• [2] M. Cao, K. Zhou, An Open Problem on NSC Quasi-Unitary Matrices and Its Application to Quantum Codes, IEEE Transactions on Information Theory , 1-14 (2026)
• [3] Kun Zhou; Meng Cao, Optimal quantum (r, δ)-locally repairable codes via classical ones, Journal of Combinatorial Theory A (2026)
• [4] Meng Cao;Kun Zhou, Quantum codes by using t-OD MP construction, IEEE Transactions on Information Theory (2025)
• [5] Jinsong Wu; Kun Zhou, Splitting property of quasitriangular Hopf algebras (2025)
• [6] Kun Zhou, Modular tensor categories arising from central extensions and related applications, Journal of algebra (2024)
• [7] Kun Zhou, Constructing Modular Tensor Categories with Hopf Algebras, Communications in Contemporary Mathematics (2024)
• [8] Hongfei Zhang; Kun Zhou (Cor), Minimal triangular structures on abelian extensions, Algebras and Representation Theory (2024)
• [9] Kun Zhou , Gongxiang Liu, Quasitriangular structures on abelian extensions of Z2 I, Algebra Colloquium (2023)
• [10] Kun Zhou, Construction of factorizable Hopf algebras, arXiv:2303.03213(2023)
• [11] Naihong Hu; Gongxiang Liu ; Kun Zhou (corr-auth), Symmetry phenomenon on quasitriangular Hopf algebras and its applications, Journal of Algebra and its Applications (2023)
• [12] Kun Zhou , Gongxiang Liu, Non-simple quasitriangular Hopf algebras of dimension pq^2, manuscripta mathematica.(2022)
• [13] Miantao Liu; Gongxiang Liu; Kun Zhou(corr author), Finite dimensional Nichols algebras over Hc:σ0 of Kashina, accepted by Communication in algebra (2022)
• [14] Kun Zhou, Generalized Brouwer fixed-point theorem and parts of generalized Frobenius-Perron theorem, PROCEEDINGS OF THE AMERICAN MATHEMATICAL SOCIETY