14 citations · 25 across the 20 of their papers we have counts for
20 papers
Infinite families -designs from binary projective three-weight codes
Canze Zhu, Qunying Liao, Haibo Liu
Combinatorial designs are closely related to linear codes. In recent year, there are a lot of -designs constructed from certain linear codes. In this paper, we aim to construct…
Several classes of projective few-weight linear codes and their applications
Canze Zhu, Qunying Liao
It is well-known that few-weight linear codes have better applications in secret sharing schemes \cite{JY2006,CC2005}.In particular, projective two-weight codes are very precious a…
The -extended twisted generalized Reed-Solomon code
Canze Zhu, Qunying Liao
In this paper, we give a parity check matrix for the -extended twisted generalized Reed Solomon (in short, ETGRS) code, and then not only prove that it is MDS or NMDS, but als…
The -twisted generalized Reed-Solomon code
Canze Zhu, Qunying Liao
In this paper, we not only give the parity check matrix of the -twisted generalized Reed-Solomon (in short, TGRS) code, but also determine the weight distribution. Especiall…
The non-GRS properties for the twisted generalized Reed-Solomon code and its extended code
Canze Zhu, Qunying Liao
In 2017, Beelen et al. firstly introduced twisted generalized Reed-Solomon (in short, TGRS) codes, and constructed a large subclass of MDS TGRS codes. Later, they proved that TGRS…
A New Constructions of Minimal Binary Linear Codes
Haibo Liu, Qunying Liao
Recently, minimal linear codes have been extensively studied due to their applications in secret sharing schemes, secure two-party computations, and so on. Constructing minimal lin…