个人简历

2014年在南京航空航天大学获得博士学位，曾在新加坡南洋理工大学、韩国高等科技院（KAIST）、 香港科技大学、法国巴黎第八大学做博士后或访问学者，2016．9至今在华东师范大学担任科研教学工作。主要研究代数编码及其在密码学中应用，包括纠错码、序列、密码函数等。发表SCI期刊论文27篇，其中含ESI高被引论文1篇、CCF-A类论文5篇，主持国家自然科学基金青年项目、上海市扬帆人才计划、开放课题各1项。

研究领域

代数编码、密码学""

近期论文

[27] Chengju Li, Peng Zeng. Constructions of linear codes with one-dimensional hull. IEEE Trans. Inf. Theory, doi: 10.1109/TIT.2018.2863693, 2018. （CCF-A，CACR-A）
[26] Chengju Li, Hermitian LCD codes from cyclic codes, Des. Codes Cryptogr., 2018，86:2261–2278. （CCF-B，CACR-B）
[25] Haode Yan, Hao Liu, Chengju Li*, Shudi Yang. Parameters of LCD BCH codes with two lengths. Adv. Math. Commun., 2018, 12(3): 59-594.
[24] Chengju Li, Cunsheng Ding, Shuxing Li. LCD cyclic codes over finite fields, IEEE Trans. Inf. Theory, 2017, 63(7): 4344-4356. （CCF-A，CACR-A）
[23] Shuxing Li, Chengju Li*,Cunsheng Ding, Hao Liu. Two families of LCD BCH codes. IEEE Trans. Inf. Theory, 2017, 63(9): 5699-5717. （CCF-A，CACR-A）
[22] Sunghan Bae, Pyung-LyunKang, Chengju Li*. On normalized generating sets for GQC codes over Z2，Finite Fields Appl., 2017, 45(3)：285-300. （CACR-B）
[21] Chengju Li, Suanghan Bae, Haode Yan. A construction of codes with linearity from two linear codes. Cryptogr. Comm., 2017, 9(1): 55-69.
[20] Chengju Li, Qin Yue, Fang-Wei Fu. A construction of several classes of two-weight and three-weight linear codes. Appl. Alg. Eng. Comm. Comp., 2017, 28(1)：11-30.
[19] Cunsheng Ding, Chengju Li. Infinite families of 2-designs and 3-designs from linear codes, Discrete Math., 2017, 340: 2415-2431. （CACR-B）
[18] Jaehyun Ahn, Dongseok Ka, and Chengju Li. Complete weight enumerators of aclass of linear codes. Des. Codes Cryptogr., 2017, 83(1): 83-99. （CCF-B，CACR-B）
[17] Hao Liu, Cunsheng Ding, Chengju Li. Dimensions of three types of BCH codes over GF(q), Discrete Math. 2017, 340: 1910-1927. （CACR-B）
[16] Chengju Li, Qin Yue, and Fang-Wei Fu. Complete weight enumerators of some cyclic codes. Des. Codes Cryptogr. 2016, 80(2): 295–315. （CCF-B，CACR-B）
[15] Chengju Li, Sunghan Bae, Jaehyun Ahn, Shudi Yang, Zheng-An Yao. Complete weight enumerators of some linear codes and their applications. Des. Codes Cryptogr., 2016, 81(1): 153–168. （CCF-B，CACR-B）
[14] Heng Ziling, Yue Qin, and Li Chengju. Three classes of linear codes with two or three weights. Discrete Math. 2016, 339 : 2832–2847. （CACR-B）
[13] Chengju Li, Qin Yue, and Yiwei Huang. Two families of nearly optimal codebooks. Des. Codes Cryptogr., 2015, 75:43–57. （CCF-B，CACR-B）
[12] Chengju Li and Qin Yue, A class of cyclic codes from two distinct finite fields, Finite Fields Appli., 2015, 34: 305-316. （CACR-B）
[11] Sunghan Bae, Chengju Li*,and Qin Yue. On the complete weight enumerators of some reducible cyclic codes, Discrete Math., 2015, 338: 2275-2287 （CACR-B）.
[10] Chengju Li and Qin Yue. The Walsh transform of a class of monomial functions and cyclic codes. Cryptogr. Commun., 2015, 7:217–228.
[9] Chengju Li, Qin Yue, and Ziling Heng. Weight distributions of a class of cyclic codes from Fl-conjugates. Adv. Math. Commun. 2015, 9(3): 341–352.
[8] Fengwei Li, Qin Yue and Chengju Li. Irreducible cyclic codes of length 4pn and 8pn. Finite Fields Appl., 2015, 34: 208–234. （CACR-B）
[7] Chengju Li, Qin Yue, and Fengwei Li. Weight distributions of cyclic codes with respect to pairwise coprime order elements. Finite Fields Appl., 2014, 28: 94-114. （ESI高被引，CACR-B）
[6] Chengju Li and Qin Yue. Weight distribution of two classes of cyclic codes with respect to two distinct order elements. IEEE Trans. Inf. Theory, 2014, 60(1): 296-303. （CCF-A，CACR-A）
[5] Chengju Li, Qin Yue, and Fengwei Li. Hamming weights of the duals of cyclic codes with two zeros. IEEE Trans. Inf. Theory, 2014, 60(7): 3895-3902. （CCF-A，CACR-A）
[4] Chengju Li, Qin Yue, and Sunghan Bae. Cyclic division algebras with non-norm elements. Algebra Colloquium, 2014, 21(2): 275-283.
[3] Chengju Li and Qin Yue, Unit time-phase signal sets with the explicit maximum cross ambiguity amplitude, Appl. Alg. Eng. Comm. Comp., 2014, 25:393–405.
[2] Fengwei Li, Qin Yue and Chengju Li. The minimum Hamming distances of irreducible cyclic codes. Finite Fields Appl., 2014, 29: 225–242. （CACR-B）
[1] Chengju Li, Qin Yue, and Liqin Hu. Some results on strongly regular graphs from unions of cyclotomic classes. Sci. China Math., 2012, 55(12): 2613-2620. （CACR-B）
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