1 citations · 1 across the 7 of their papers we have counts for
7 papers
Further results on permutation pentanomials over in characteristic two
Tongliang Zhang, Lijing Zheng, Hengtai Wang +2
Let In a recent paper \cite{Zhang3}, Zhang and Zheng investigated several classes of permutation pentanomials of the form over ${…
Minimal Ternary Linear Codes from Vectorial Functions
Yanjun Li, Haibin Kan, Fangfang Liu +3
The study on minimal linear codes has received great attention due to their significant applications in secret sharing schemes and secure two-party computation. Until now, numerous…
Characterization for a generic construction of bent functions and its consequences
Yanjun Li, Jinjie Gao, Haibin Kan +3
In this letter, we give a characterization for a generic construction of bent functions. This characterization enables us to obtain another efficient construction of bent functions…
Minimal Binary Linear Codes from Vectorial Boolean Functions
Yanjun Li, Jie Peng, Haibin Kan +1
Recently, much progress has been made to construct minimal linear codes due to their preference in secret sharing schemes and secure two-party computation. In this paper, we put fo…
Constructing new APN functions through relative trace functions
Lijing Zheng, Haibin Kan, Yanjun Li +2
In 2020, Budaghyan, Helleseth and Kaleyski [IEEE TIT 66(11): 7081-7087, 2020] considered an infinite family of quadrinomials over of the form $x^3+a(x^{2^s+1})…
Constructing vectorial bent functions via second-order derivatives
Lijing Zheng, Jie Peng, Haibin Kan +1
Let be an even positive integer, and be one of its positive divisors. In this paper, inspired by a nice work of Tang et al. on constructing large classes of bent function…