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20112022
most citedAn Unified Approach on Constructing of MDS Self-dual Codes via Reed-Solomon Codes

5 citations · 12 across the 12 of their papers we have counts for

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12 papers

cs.IT2022

Arithmetic autocorrelation distribution of binary -sequences

Xiaoyan Jing, Aixian Zhang, Keqin Feng

Binary -sequences are ones with the largest period among the binary sequences produced by linear shift registers with length . They have a wide range of application…

cs.IT2021

Optimal Combinatorial Neural Codes with Matched Metric : Characterization and Constructions

Aixian Zhang, Xiaoyan Jin, Keqin Feng

Based on the theoretical neuroscience, G. Cotardo and A. Ravagnavi in \cite{CR} introduced a kind of asymmetric binary codes called combinatorial neural codes (CN codes for short),…

quant-ph2021★ 1 cited

Constructions on Real Approximate Mutually Unbiased Bases

Minghui Yang, Aixian Zhang, Jiejing Wen +1

Mutually unbiased bases (MUB) have many applications in quantum information processing and quantum cryptography. Several complex MUB's in for some dimension and…

cs.IT2019★ 4 cited

On the Constructions of MDS Self-dual Codes via Cyclotomy

Aixian Zhang, Keqin Feng

MDS self-dual codes over finite fields have attracted a lot of attention in recent years by their theoretical interests in coding theory and applications in cryptography and combin…

cs.IT2019★ 5 cited

An Unified Approach on Constructing of MDS Self-dual Codes via Reed-Solomon Codes

Aixian Zhang, Keqin Feng

Based on the fundamental results on MDS self-dual codes over finite fields constructed via generalized Reed-Solomon codes \cite{JX} and extended generalized Reed-Solomon codes \cit…

math.NT2018

A new criterion on k-normal elements over finite fields

Aixian Zhang, Keqin Feng

The notion of normal elements for finite fields extension has been generalized as k-normal elements by Huczynska et al. [3]. The number of k-normal elements for a fixed finite fiel…