Mahmood Alizadeh

most citedRecursive constructions of k-normal polynomials over finite fields

1 citations · 1 across the 2 of their papers we have counts for

collaborators

2 papers

math.NT2016★ 1 cited

Recursive constructions of k-normal polynomials over finite fields

Mahmood Alizadeh, Saeid Mehrabi

The paper is devoted to produce infinite sequences of $k$ -normal polynomials $F_{u} (x) \in F_{q} [x]$ of degrees $n p^{u} (u \geq 0)$ , for a suitably chosen initial $k$ -norm…

math.AC2015

Some notes on the $k$ -normal elements and $k$ -normal polynomials over finite fields

Mahmood Alizadeh

Recently, the $k$ -normal element over finite fields is defined and characterized by Huczynska et al.. In this paper, the characterization of $k$ -normal elements, by using to give a…

Recursive constructions of k-normal polynomials over finite fields

Some notes on the k-normal elements and k-normal polynomials over finite fields

Some notes on the $k$ -normal elements and $k$ -normal polynomials over finite fields