activity
20072026
most citedGeneralized Twisted Gabidulin Codes

100 citations · 396 across the 47 of their papers we have counts for

collaborators

48 papers

cs.IT2026

The automorphism groups of random linear codes

Xiaoru Li, Qi Wang, Yue Zhou

The matching codewords framework is a key tool in recent algorithms for solving the Linear Code Equivalence (LCE) problem and in security analyses of LCE-based cryptographic scheme…

math.CO2026

On the autotopism groups and the equivalence of finite cyclic semifields

Paolo Santonastaso, Yue Zhou

Special cases of finite cyclic semifields were first constructed by Hughes and Kleinfeld in 1960, and later by Sandler in 1962 and Knuth in 1965. The general construction of cyclic…

math.CO2026

On the dimension of the space generated by characteristic vectors of -Steiner systems

Qilong Li, Charlene Weiß, Yue Zhou

Fix a prime power and parameters , the corresponding Steiner system in the Grassmann scheme, or the -Steiner system, is a collection of $…

math.CO2026

On the construction of large local arcs

Ferdinand Ihringer, Yue Zhou

Motivated by the construction of optimal locally repairable codes, we introduce the new finite geometric concept of a \emph{local arc} which is defined as a collection $\mathcal{S}…

math.CO2022★ 1 cited

Equivalence and automorphism groups of two families of maximum scattered linear sets

Wei Tang, Yue Zhou

Linear set in projective spaces over finite fields plays central roles in the study of blocking sets, semifields, rank-metric codes and etc. A linear set with the largest possible…

math.CO2022

Symmetric function generalizations of the -Baker--Forrester ex-conjecture and Selberg-type integrals

Guoce Xin, Yue Zhou

It is well-known that the famous Selberg integral is equivalent to the Morris constant term identity. In 1998, Baker and Forrester conjectured a generalization of the -Morris co…