9 citations · 9 across the 7 of their papers we have counts for
7 papers
On -Twisted Generalized Reed-Solomon Codes
Zhao Hu, Liang Wang, Nian Li +2
Twisted generalized Reed-Solomon (TGRS) codes are an extension of the generalized Reed-Solomon (GRS) codes by adding specific twists, which attract much attention recently. This pa…
Several classes of linear codes with few weights derived from Weil sums
Zhao Hu, Mingxiu Qiu, Nian Li +2
Linear codes with few weights have applications in secret sharing, authentication codes, association schemes and strongly regular graphs. In this paper, several classes of -weig…
Optimal linear codes with few weights from simplicial complexes
Bing Chen, Yunge Xu, Zhao Hu +2
Recently, constructions of optimal linear codes from simplicial complexes have attracted much attention and some related nice works were presented. Let be a prime power. In thi…
New constructions of optimal linear codes from simplicial complexes
Zhao Hu, Yunge Xu, Nian Li +3
In this paper, we construct a large family of projective linear codes over from the general simplicial complexes of via the defining-set const…
The differential spectrum and boomerang spectrum of a class of locally-APN functions
Zhao Hu, Nian Li, Linjie Xu +2
In this paper, we study the boomerang spectrum of the power mapping over , where , is a prime, is a positive integer and $\gcd(k…
A subfield-based construction of optimal linear codes over finite fields
Zhao Hu, Nian Li, Xiangyong Zeng +2
In this paper, we construct four families of linear codes over finite fields from the complements of either the union of subfields or the union of cosets of a subfield, which can p…
-uniform BCT permutations from generalized butterfly structure
Nian Li, Zhao Hu, Maosheng Xiong +1
As a generalization of Dillon's APN permutation, butterfly structure and generalizations have been of great interest since they generate permutations with the best known differenti…