姓名：王小强

出生年月：1990年5月

学位：博士

职称：副教授

研究方向：代数编码

联系方式：waxiqq@163.com

教育背景：

2016/09-2019/06，华中师范大学，必赢bwin网页版，博士

2017/09-2018/09，美国肯特州立大学，数学科学学院，联合培养博士生（CSC资助）

2012/09-2015/06，必赢中国官方网站，必赢bwin网页版，硕士

2008/09-2012/06，湖北师范大学，必赢bwin网页版，本科

工作经历：

2024/10-至今，必赢中国官方网站，必赢bwin网页版，副教授

2022/01-2024/09，必赢中国官方网站，必赢bwin网页版，讲师

2021/02-2021/12，香港科技大学，计算机工程学院，访问学者

2019/07-2022/01，必赢中国官方网站，必赢bwin网页版，博士后

人才计划：

2024年入选武汉市“武汉英才”计划

2024年入选湖北省“楚天学者”计划

主持的科研项目:

1. 最优线性码和低差分函数的构造研究，湖北省科学技术厅-面上项目，2023/09至2025/09，主持

2. 基于两种度量的高性能线性码的相关研究，武汉市科学技术局-曙光计划项目，2023/06至2025/06，主持

3. 最优线性码和低差分函数的构造研究，国家自然科学基金委-青年基金，2021/01至2023/12，主持

发表论文:

[1] M. Yuan, L. Qu, K. Li, X. Wang, Implicit functions over finite fields and their applications to good cryptographic functions and linear codes, Finite Fields Appl.,  103 (2025), 102573: 1-34.

[2] C. Liu, D. Zheng, W. Lu, X. Wang, The weight hierarchies of linear codes from simplicial complexes, Discret. Math., 348 (2025), 114240: 1-16.

[3] W. Lu,Q. Wang, X. Wang, D. Zheng, The weight hierarchies of three classes of linear codes, Des. Codes Cryptogr., 10.1007/s10623-024-01553-0.

[4] X. Wang, C. Xiao, D. Zheng, The duals of narrow-sense BCH codes with length , IEEE Trans. Inf. Theory, 70 (2024), 7777-7789.

[5] C. Lyu, X. Wang, D. Zheng, A further study on the Ness-Helleseth function, Finite Fields  Appl., 98 (2024), 102453: 1-24.

[6] X. Wang, C. Ding, H. Liu, D. Zheng, MDS constacyclic codes of length over , Cryptogr. Commun., 16 (2024), 21-48.

[7] X. Wang, J. Wang, C. Li, Y. Wu, Two classes of narrow-sense BCH codes and their duals, IEEE Trans. Inf. Theory, 70 (2024), 131-144.

[8] Z. Sun, C. Ding, X. Wang, Two classes of constacyclic codes with variable parameters , IEEE Trans. Inf. Theory, 70 (2024), 93-114.

[9] X. Wang, C. Tang, C. Ding, Infinite families of cyclic and negacyclic codes supporting 3-designs, IEEE Trans. Inf. Theory, 69 (2023), 2341-2354.

[10] X. Wang, Z. Sun, C. Ding, Two families of negacyclic BCH codes, Des. Codes Cryptogr., 91 (2023), 2395-2420.

[11] Q. Ji, D. Zheng, H. Chen, X. Wang, Strict half-Singleton bound, strict direct upper bound for linear insertion-deletion codes and optimal codes, IEEE Trans. Inf. Theory, 69 (2023), 2900-2910.

[12] C. Liu, D. Zheng, X. Wang, Generalized Hamming weights of linear codes from quadratic forms over finite fields of even characteristic, IEEE Trans. Inf. Theory, 69 (2023), 5676-5686.

[13] Z. Sun, X. Wang, C. Ding, Several families of irreducible constacyclic and cyclic codes, Des. Codes Cryptogr., 91 (2023), 2821-2843.

[14] J. Ouyang, H. Liu, X. Wang, Several classes of p-ary linear codes with few weights,  Appl. Algebra Eng. Comm. Comput., 34 (2023), 691-715.

[15] C. Ding, Z. Sun, X. Wang, Two classes of constacyclic codes with variable parameters,  In: Mesnager, S., Zhou, Z. (eds) Arithmetic of Finite Fields. WAIFI 2022. Lecture Notes in Computer Science, vol 13638. Springer, Cham. (2023).

[16] 王聪慧, 郑大彬, 袁木, 王小强, 几类具有低c-差分均匀度的幂函数和置换多项式, 密码学报, 10 (2023), 597-608.

[17] X. Wang, D. Zheng, Several classes of PcN power functions over finite fields, Dicrete Appl. Math., 322 (2022), 171-182.

[18] Q. Ji, D. Zheng, X. Wang, The punctured codes of two classes of cyclic codes with few weights, Adv. Math. Commun., 16 (2022), 791-810.

[19] H. Zhu, M. Shi, X. Wang, T. Helleseth, The q-ary antiprimitive BCH codes, IEEE Trans. Inf. Theory, 68 (2022), 1683-1695.

[20] D. Zheng, X. Wang, Y. Li, Y. Mu, Subfield codes of linear codes from perfect nonlinear functions and their duals, Commun. Math. Res., 38 (2022), 157-183.

[21] X. Wang, D. Zheng, C. Ding, Some punctured codes of several families of binary linear codes, IEEE Trans. Inf. Theory, 67 (2021), 5133-5148.

[22] X. Wang, D. Zheng, Y. Zhang, Binary linear codes with few weights from Boolean functions, Des. Codes Cryptogr., 89 (2021), 2009-2030.

[23] D. Zheng, Z. Qing, X. Wang, Y. Zhang, A class of two or three weights linear codes and their complete weight enumerators, Discrete Math., 344 (2021), 112355: 1-17.

[24] X. Wang, D. Zheng, Y. Zhang, A class of subfield codes of linear codes and their duals, Cryptogr. Commun., 13 (2021), 173-196.

[25] H. Q. Dinh, X. Wang, H. Liu, Woraphon Yamaka, Hamming distances of constacyclic codes of length and optimal codes with respect to the Griesmer and Singleton bounds, Finite Fields Their Appl., 70 (2021), 101794: 1-22.

[26] H. Liu, J. Ouyang, X. Wang, Constructions of several classes of linear codes with a few weights, Discrete Math., 343 (2020), 1-20.

[27] X. Wang, D. Zheng, The subfield codes of several classes of linear codes, Cryptogr. Commun., 12 (2020), 1111-1131.

[28] H. Q. Dinh, X. Wang, J. Sirisrisakulchai, Optimal b-symbol constacyclic codes with respect to the Singleton bound, J. Algebra Appl., 19 (2020), 2050151: 1-14.

[29] H. Q. Dinh, X. Wang, H. Liu, S. Sriboonchitta, On the b-distance of repeated-root constacyclic codes of prime power lengths, Discrete Math., 343 (2020), 111780: 1-11.

[30] H. Q. Dinh, X. Wang, H. Liu, S. Sriboonchitta, On the symbol-pair distances of repeated-root constacyclic codes of length, Discrete Math., 342 (2019), 3062-3078.

[31] H. Q. Dinh, X. Wang, H. Liu, S. Sriboonchitta, On the Hamming distances of repeated-root constacyclic codes of length, Discrete Math., 342 (2019), 1456-1470.

[32] X. Wang, D. Zheng, H. Liu, Several classes of linear codes and their weight distributions,  Appl. Algebra Eng. Comm. Comput., 30 (2019), 75-92.

[33] H. Liu, X. Wang, D. Zheng, On the weight distributions of a class of cyclic codes, Discrete Math., 341 (2018), 759-771.

[34] 王小强, 曾丽琦, 刘丽娟, 几类循环码的重量分布研究, 系统科学与数学, 38 (2018), 484-496.

[35] 王小强, 陈昊, 郑大彬, 两类线性码的完全重量分布, 系统科学与数学, 37 (2017), 1368-1378.

[36] 郑大彬, 刘犇, 王小强, 一类具有三个非零点的循环码的重量分布, 系统科学与数学, 36 (2016), 573-590.

[37] D. Zheng, X. Wang, Y. Long, H. Liu, The weight enumerators of several classes of p-ary cyclic codes, Discrete Math., 338 (2015), 1264-1276.

[38] D. Zheng, X. Wang, X. Zeng, L. Hu, The weight distribution of a family of p-ary cyclic codes, Des. Codes Cryptogr., 75 (2015), 263-275.

[39] X. Wang, D. Zheng, L. Hu, X. Zeng, The weight distributions of two classes of binary cyclic codes，Finite Fields Appl., 34 (2015), 192-207.

[40] D. Zheng, X. Wang, L. Hu, X. Zeng, The weight distributions of two classes of p-ary cyclic codes, Finite Fields Appl., 29 (2014), 202-224.