activity
20182025
most citedGalois Hulls of Linear Codes over Finite Fields

2 citations · 2 across the 6 of their papers we have counts for

collaborators

6 papers

cs.IT2025

Self-dual codes and LCD codes in sum-rank metric

Qingfeng Xia, Hongwei Liu, Hao Chen +1

Sum-rank codes are an important class of codes which can be utilized for linear network coding, space-time coding and distributed storage. They can not only reduce the size of netw…

cs.IT2024

Optimal Few-GHW Linear Codes and Their Subcode Support Weight Distributions

Xu Pan, Hao Chen, Hongwei Liu +1

Few-weight codes have been constructed and studied for many years, since their fascinating relations to finite geometries, strongly regular graphs and Boolean functions. Simplex co…

cs.IT2023

New bounds for -Symbol Distances of Matrix Product Codes

Pan Xu, Ling San, Liu Hongwei

Matrix product codes are generalizations of some well-known constructions of codes, such as Reed-Muller codes, -construction, etc. Recently, a bound for the symbol-pair…

cs.IT2021

Generalized -symbol weights of Linear Codes and -symbol MDS Codes

Hongwei Liu, Xu Pan

Generalized pair weights of linear codes are generalizations of minimum symbol-pair weights, which were introduced by Liu and Pan \cite{LP} recently. Generalized pair weights can b…

cs.IT2020

Generalized Pair Weights of Linear Codes and Linear Isomorphisms Preserving Pair Weights

Hongwei Liu, Xu Pan

In this paper, we first introduce the notion of generalized pair weights of an -linear code over the finite field and the notion of pair -equiweight codes…

cs.IT2018★ 2 cited

Galois Hulls of Linear Codes over Finite Fields

Hongwei Liu, Xu Pan

The -Galois hull of an linear code over a finite field is the intersection of and , where de…