activity
20182026
most citedConstructions for optimal Ferrers diagram rank-metric codes

16 citations · 19 across the 6 of their papers we have counts for

collaborators

6 papers

cs.IT2026

Bounds and constructions for constant/low-power error-correcting cooling codes

Shuangqing Liu, Tingting Tong, Menglong Zhang +2

The low-power error-correcting cooling (LPECC) codes and constant-power error-correcting cooling (CPECC) codes, introduced in [IEEE Trans. Inf. Theory, 64 (2018), 3062--3085; 66 (2…

cs.DM2023

Construction of optimal flag codes by MRD codes

Shuangqing Liu, Shuhui Yu, Lijun Ji

Flag codes have received a lot of attention due to its application in random network coding. In 2021, Alonso-González et al. constructed optimal -Optimum distance…

cs.IT2020★ 1 cited

Bounds for the multilevel construction

Tao Feng, Sascha Kurz, Shuangqing Liu

One of the main problems in random network coding is to compute good lower and upper bounds on the achievable cardinality of the so-called subspace codes in the projective space $\…

math.CO2019★ 2 cited

Parallel multilevel constructions for constant dimension codes

Shuangqing Liu, Yanxun Chang, Tao Feng

Constant dimension codes (CDCs), as special subspace codes, have received a lot of attention due to their application in random network coding. This paper introduces a family of ne…

math.CO2018

Several classes of optimal Ferrers diagram rank-metric codes

Shuangqing Liu, Yanxun Chang, Tao Feng

Four constructions for Ferrers diagram rank-metric (FDRM) codes are presented. The first one makes use of a characterization on generator matrices of a class of systematic maximum…

math.CO2018★ 16 cited

Constructions for optimal Ferrers diagram rank-metric codes

Shuangqing Liu, Yanxun Chang, Tao Feng

Optimal rank-metric codes in Ferrers diagrams can be used to construct good subspace codes. Such codes consist of matrices having zeros at certain fixed positions. This paper gener…