伍高飞，博士，副教授，硕士生导师，中国密码学会会员，美国math. review评论员，IEEE会员。2015年于西安电子科技大学获得博士学位。主持国家自然科学基金青年项目、国家博士后基金面上项目、陕西省自然科学基金青年项目、应用数学湖北省重点实验室开放课题、山东大学密码技术与信息安全教育部重点实验室开放课题等课题。目前已在IEEE Trans. On Information Theory（CCF A）、Designs, Codes and Cryptography、Finite Fields Appl.、中国科学等国内外著名学术期刊和国际会议上发表论文20余篇，其中SCI检索10余篇。曾指导学生获得全国大学生信息安全竞赛全国三等奖、全国高校密码数学挑战赛二等奖、本科优质教学奖二等奖等。目前主要从事对称密码分析和序列设计。若你对基础研究感兴趣，尤其是分组密码的设计与分析、6G中的模糊函数序列设计、以及有限域及其在编码密码中的应用感兴趣，欢迎联系，咱们一起探讨学习。

1.序列设计 2.对称密码学 3.置换多项式

1.美国math. review评论员 2.IEEE会员，中国密码学会会员 3.IEEE Trans. Inf. Theory, Finite Fields and Their Applications, Design, Code, and Cryptography, IEEE Communications Letters, Cryptography and Communications, 密码学报等国内外期刊审稿人

期刊论文： [15] G. Wu, Z. You, Z. Zha, Y. Zhang: Several new classes of optimal ternary cyclic codes with two or three zeros. Accepted by Designs, Codes and Cryptography, 2024. [14] 伍高飞, 张玉清. 基于循环码的秘密共享方案. 密码学报. 2024, 11(4): 895-910. [13] G. Wu, K. Feng, N. Li, T. Helleseth, New results on the -1 conjecture on cross-correlation of $m$-sequences based on complete permutation polynomials, IEEE Trans. Inf. Theory, 69(6):4035-4044, 2023（CCF A类期刊） [12] G. Wu, H. Liu, Y. Zhang, Several classes of optimal p-ary cyclic codes with minimal distance four，Finite Fields and Their Applications, 92, 102275, 2023. （中科院SCI二区期刊，CACR B类期刊） [11] G. Wu, N. Li, Several classes of permutation trinomials over $f_{5^n}$ from Niho exponents, Cryptogr. Commun., 11(2): 313-324 (2019).(WOS:000462209100012 ) [10] G. Wu, M. G. Parker, On Boolean functions with several flat spectra, Cryptogr. Commun., 11(5): 853-880 (2019).（WOS:000480489100002 ） [9] G. Wu, N. Li, Y. Zhang, X. Liu: Several classes of negabent functions over finite fields. Sci China Inf Sci, 2018, 61(3): 038102:1-038102:3(WOS:000417486900011 ) [8] G. Wu, Y. Zhang, X. Liu: New complementary sets of length 2^m and size 4. Adv.in Math.of Comm. 10(4): 825-845 (2016).(WOS:000390093800010) [7] L. Wang, G. Wu: Several classes of optimal ternary cyclic codes with minimal distance four. Finite Fields and Their Applications 40: 126-137 (2016).(WOS:000377052300009) [6] G. Wu, N. Li, T. Helleseth, Y. Zhang, Some classes of complete permutation polynomials over Fq, Sci. China Math., 58(10), 2015, pp. 2081-2094.(WOS:000361765300004 ) [5] G. Wu, N. Li, T. Helleseth, Y. Zhang, Some classes of monomial complete permutation polynomials over finite fields of characteristic two. Finite Fields Appl., 2014, (28):148-165.(WOS:000335124800012 ) [4] G. Wu, M. G. Parker, A complementary construction using mutually unbiased bases, Cryptogr. Commun. 2014, (1): 3-25.(WOS:000330803200002 ) [3]. Z. Wang, M. G. Parker, G. Gong, G. Wu, On the PMEPR of the binary Golay sequences of length 2^m, IEEE Trans. on Inform. Theory, vol. 60, No.4, pp.2391-2398, April 2014.(WOS:000333099400028 ) [2]. Z. Wang, G. Wu, H. Li, Improved PMEPR bound on near-complementary sequences constructed by Yu and Gong, Electronics Letters, vol. 49, no. 1, pp. 73-75, Jan. 2013.(WOS:000318235200045 ) [1] G. Wu, Y. Zhang, Z. Wang, Construction of near-complementary sequences with low PMEPR for peak power control in OFDM, IEICE Transactions on Fundamentals, 2012, (11): 1881-1887.(WOS:000311011900011 ) 会议论文： [1] Z. Wang, G. Wu, D. Ma: A new method to construct Golay complementary set by paraunitary matrices and Hadamard matrices, SETA 2016. [2] G. Wu, M. Parker: Constructions of Boolean funcitons with two flat spectra, SETA 2016. [3] G. Wu, Z. Wang. Construction of near-complementary sequences of length , International Workshop on Signal Design and Its Applications in Communications, Bangalore, India, Sep. 13-18, 2015. [4]. G. Wu, Z. Wang. New near-complementary sequences with low pmepr for peak power control in OFDM, International Workshop on Signal Design and Its Applications in Communications, pp. 96-99, Guilin, China, Oct. 10-14, 2011. [5] Yongbo Xia, Tor Helleseth, Gaofei Wu: A Note on Cross-Correlation Distribution Between a Ternary m -Sequence and Its Decimated Sequence. SETA 2014: 249-259.