3 citations · 5 across the 7 of their papers we have counts for
9 papers
Generalized Hamming Weights of Linear Codes from Quadratic Forms over Finite Fields of Even Characteristic
Chao Liu, Dabin Zheng, Xiaoqiang Wang
The generalized Hamming weight of linear codes is a natural generalization of the minimum Hamming distance. They convey the structural information of a linear code and determine it…
Two classes of narrow-sense BCH codes and their duals
Xiaoqiang Wang, Jiaojiao Wang, Chengju Li +1
BCH codes and their dual codes are two special subclasses of cyclic codes and are the best linear codes in many cases. A lot of progress on the study of BCH cyclic codes has been m…
The -ary antiprimitive BCH codes
Hongwei Zhu, Minjia Shi, Xiaoqiang Wang +1
It is well-known that cyclic codes have efficient encoding and decoding algorithms. In recent years, antiprimitive BCH codes have attracted a lot of attention. The objective of thi…
Several classes of PcN power functions over finite fields
Xiaoqiang Wang, Dabin Zheng
Recently, a new concept called multiplicative differential cryptanalysis and the corresponding -differential uniformity were introduced by Ellingsen et al.~\cite{Ellingsen2020},…
Some punctured codes of several families of binary linear codes
Xiaoqiang Wang, Dabin Zheng, Cunsheng Ding
Two general constructions of linear codes with functions over finite fields have been extensively studied in the literature. The first one is given by $\mathcal{C}(f)=\left\{ {\rm…
Subfield codes of linear codes from perfect nonlinear functions and their duals
Dabin Zheng, Xiaoqiang Wang, Yayao Li +1
Let be a finite field with elements, where is an odd prime and is a positive integer. Recently, \cite{Hengar} and \cite{Wang2020} determined the we…