代表性论文

[1] Fengrong Zhang, Yongzhuang Wei, Enes Pasalic, Shixiong Xia. Large sets of disjoint spectra plateaued functions inequivalent to partially linear   functions. IEEE Transactions on Information Theory, 2018, vol. 64(4), pp. 2987-2999. (CCF/CACR  A) 

[2]Fengrong Zhang, Enes Pasalic, Yongzhuang Wei, Nastja Cepak, Constructing Bent Functions Outside the Maiorana-McFarland Class Using a General Form of Rothaus. IEEE Transactions on Information Theory, 2017, vol. 63(8), pp.5336-5349. (CCF/CACR  A)
[3]Fengrong Zhang, Yongzhuang Wei, Enes Pasalic. Constructions of Bent–Negabent Functions and Their Relation to the Completed Maiorana–McFarland Class. IEEE Transactions on Information Theory,2015, vol. 61(3), pp.1496 -1506.  (CCF/CACR  A)
[4]Samir Hodzic, Enes Pasalic, Yongzhuang Wei, Fengrong Zhang. Designing Plateaued Boolean Functions in Spectral Domain and Their Classification. IEEE Transactions on Information Theory, 2019, vol.65(9), pp.5865-5879.  (CCF/CACR  A)
[5]Fengrong Zhang, Enes Pasalic, René Rodríguez, Yongzhuang Wei: Wide minimal binary linear codes from the general Maiorana-McFarland class. Des. Codes Cryptogr. 2021, 89(7): 1485-1507. (CCF/CACR  B)

[6]Fengrong Zhang, Enes Pasalic, René Rodríguez, Yongzhuang Wei: Minimal binary linear codes: a general framework based on bent concatenation. Des. Codes Cryptogr. 90(5): 1289-1318 (2022) (CCF/CACR  B)

[7]Sihem Mesnager, Fengrong Zhang*, Chunming Tang, Yong Zhou: Further study on the maximum number of bent components of vectorial functions. Des. Codes Cryptogr.  87(11): 2597-2610 (2019) (CCF/CACR  B)
[8]H. Zhao, Yongzhuang Wei, Fengrong Zhang, Enes Pasalic, Nastja Cepak: Two secondary constructions of bent functions without initial conditions. Des. Codes Cryptogr. 90(3): 653-679 (2022)  (CCF/CACR  B)
[9]Fengrong Zhang, Enes Pasalic, Yongzhuang Wei: Constructions of balanced Boolean functions on even number of variables with maximum absolute value in autocorrelation spectra <2^(n/2). Information Sciences. 575: 437-453 (2021) (JCR 1)

[10]Fengrong Zhang, Claude Carlet, Yupu Hu, Tianjie Cao: Secondary constructions of highly nonlinear Boolean functions and disjoint spectra plateaued functions. Information Sciences. 283: 94-106 (2014).  (JCR 1)

[11]Yu-pu Hu, Feng-rong Zhang, Wen-zheng Zhang. Hard Fault Analysis of Trivium. Information Sciences., 2013, vol. 229(20), pp. 142-158. (JCR 1)

[12]Yongzhuang Wei, Enes Pasalic, Fengrong Zhang*, Samir Hodzic, Efficient probabilistic algorithm for estimating the algebraic properties of Boolean functions for large n. Information Sciences, 2017, vol. 402, pp. 91-104. (JCR 1)

[13]Fengrong Zhang, Claude Carlet, Yupu Hu, Wenzheng Zhang. New secondary constructions of bent functions. Applicable Algebra in Engineering, Communication and Computing, 2016, vol. 27(5), pp. 413–434.

[14]Fengrong Zhang, Shixiong Xia, Pantelimon Stanica, Yu Zhou: Further results on constructions of generalized bent Boolean functions. SCIENCE CHINA Information Sciences 59(5): 059102:1-059102:3 (2016)

[15]Fengrong Zhang, Nastja Cepak, Enes Pasalic, Yongzhuang Wei, Further analysis of bent functions from C and D which are provably outside or inside M#. Discrete Applied Mathematics 285 (2020) 458-472.