罗高骏，南京航空航天大学数学学院副研究员，硕士生导师。2019年于南京航空航天大学获得理学博士学位（导师：曹喜望教授），随后在新加坡南洋理工大学从事博士后研究（导师：Ling San教授）。主要研究领域为代数编码、量子信息、通信系统中序列设计和分布式系统，在《IEEE Transactions on Information Theory》（计算机学会推荐A类期刊）、《IEEE Transactions on Communications》、《Designs, Codes and Cryptography》、《Discrete Mathematics》、《Finite Fields and Their Applications》等领域顶级、权威期刊发表学术论文40余篇。2017年参与的序列设计工作荣获江苏省科学技术奖。自2022年起担任期刊《Computational and Applied Mathematics》（JCR Q1）的编委。
个人主页：https://scholar.google.com.hk/citations?hl=zh-CN&user=_Ule-jgAAAAJ
https://www.researchgate.net/profile/Gaojun-Luo-2/research
代表性研究成果：
o [15] G. Luo, L. Sok, M. F. Ezerman and S. Ling, On linear codes whose Hermitian hulls are MDS. IEEE Transactions on Information Theory, Early access, 2024
o [14] G. Luo, M. F. Ezerman, S. Ling and B. Ozkaya, Improved spectral bound for quasi-cyclic codes}. IEEE Transactions on Information Theory, Early access, 2024
o [13] G. Luo , X. Cao, M. F. Ezerman, and S. Ling, On the weights of linear codes with prescribed automorphisms. IEEE Transactions on Information Theory, Early access, 2024
o [12] C. Qin, B. Chen and G. Luo , Constructions of non-expandable cross-bifix-free codes via expandable codes. IEEE Transactions on Information Theory, Early access, 2024
o [11] G. Luo , X. Cao, M. F. Ezerman, S. Ling and X. Pan, A construction of maximum distance profile convolutional codes with small alphabet sizes. IEEE Transactions on Information Theory, 69(5), 2983-2990, 2023
o [10] G. Luo, M. F. Ezerman, S. Ling and X. Pan, New families of MDS symbol-pair codes from matrix-product codes. IEEE Transactions on Information Theory, 69(3), 1567-1587, 2023
o [9] G. Luo, M. F. Ezerman and S. Ling, Three new constructions of optimal locally repairable codes from matrix-product codes. IEEE Transactions on Information Theory, 69(1), 75-85, 2023
o [8] G. Luo, X. Cao, M. Shi and T. Helleseth. Three new constructions of asymptotically optimal periodic quasi-complementary sequence sets with small alphabet sizes. IEEE Transactions on Information Theory, 67 (8), 5168-5177, 2021
o [7] G. Luo , X. Cao and X. Chen. MDS codes with hulls of arbitrary dimensions and their quantum error correction. IEEE Transactions on Information Theory, 65(5), 2944-2952, 2019
o [6] G. Luo and X. Cao. Two constructions of asymptotically optimal codebooks via the hyper Eisenstein sum. IEEE Transactions on Information Theory, 64 (10), 6498-6505, 2018
o [5] G. Luo and X. Cao. Constructions of optimal binary locally recoverable codes via a general construction of linear codes. IEEE Transactions on Communications, 69 (8), 4987-4997, 2021
o [4] G. Luo and X. Cao. Optimal cyclic codes with hierarchical locality. IEEE Transactions on Communications, 68 (6), 3302-3310, 2020
o [3] G. Luo and S. Ling. Application of optimal p-ary linear codes to alphabet-optimal locally repairable codes. Designs, Codes and Cryptography, 90, 1271-1287, 2022
o [2] G. Xu, G. Luo and X. Cao. Several classes of permutation polynomials of the form (x pm − x + δ) s + x over Fp 2m. Finite Fields and Their Applications, 79, 102001, 2022
o [1] G. Luo, M. F. Ezerman and S. Ling, Asymmetric quantum griesmer codes detecting a single amplitude error. Discrete Mathematics, 345, 113088, 2022