个人介绍：

张嘉媛，女，安徽铜陵人，毕业于合肥工业大学应用数学专业，获得理学博士学位，威廉希尔中文网站讲师，硕士研究生导师。主讲课程：线性代数、高等数学。

研究方向

主要研究方向为：代数编码理论

科研成果：

[1] Jiayuan Zhang, Xiaoshan Kai, Ping Li, Four families of q-ary self-orthogonal codes via the defining-set construction, Finite Fields and Their Applications, 2025, 104: 102586.

[2] Jiayuan Zhang, Xiaoshan Kai, Ping Li, Self-orthogonal cyclic codes with good parameters, Finite Fields and Their Applications, 2025, 101: 102534.

[3] Jiayuan Zhang, Xiaoshan Kai, Ping Li, Some results on the dimension and Bose distance of the antiprimitive BCH codes, Discrete Mathematics, 2024, 347(10): 114104.

[4] Jiayuan Zhang, Xiaoshan Kai, Ping Li, Two classes of q-ary constacyclic BCH codes, Cryptography and Communications, 2024, 16(6): 1581-1592.

[5] Xiaoshan Kai, Jiayuan Zhang, Ping Li, Shixin Zhu, Construction of binary self-orthogonal codes, Cryptography and Communications, 2023, 15(3): 565-587.

[6] Jiayuan Zhang, Ping Li, Xiaoshan Kai, Shixin Zhu, Some new classes of quantum BCH codes, Quantum Information Processing, 2022, 21: 396.

[7] Jiayuan Zhang, Xiaoshan Kai, Ping Li, Shixin Zhu, A class of constacyclic BCH codes of length

and related quantum codes, Quantum Information Processing, 2024, 23: 403.

[8] Jiayuan Zhang, Ping Li, Xiaoshan Kai, Zhonghua Sun, Some results on BCH codes of length

, Advances in Mathematics of Communications, 2024,18(6): 1605-1621.

[9] 李平，张嘉媛，孙中华，一种三元线性互补对偶码与自正交码的构造方法， 电子与信息学报，2022, 44(11): 4018-4024.