Zhuojun Liu

most citedLinearized polynomials over finite fields revisited

3 citations · 3 across the 3 of their papers we have counts for

collaborators

5 papers

math.NT2016

More characterizations of generalized bent function in odd characteristic, their dual and the gray image

Libo Wang, Baofeng Wu, Zhuojun Liu

In this paper, we further investigate properties of generalized bent Boolean functions from $Z_{p}^{n}$ to $Z_{p^{k}}$ , where $p$ is an odd prime and $k$ is a positive integer. For v…

math.NT2016

$Z_{q}$ -valued generalized bent functions in odd characteristics

Libo Wang, Baofeng Wu, Zhuojun Liu

In this paper, we investigate properties of functions from $Z_{p}^{n}$ to $Z_{q}$ , where $p$ is an odd prime and $q$ is a positive integer divided by $p$ . we present…

cs.CR2013

Constructing $2 m$ -variable Boolean functions with optimal algebraic immunity based on polar decomposition of $F_{2^{2 m}}^{*}$

Jia Zheng, Baofeng Wu, Yufu Chen +1

Constructing $2 m$ -variable Boolean functions with optimal algebraic immunity based on decomposition of additive group of the finite field $F_{2^{2 m}}$ seems to be a promis…

math.CO2013

The compositional inverse of a class of bilinear permutation polynomials over finite fields of characteristic 2

Baofeng Wu, Zhuojun Liu

A class of bilinear permutation polynomials over a finite field of characteristic 2 was constructed in a recursive manner recently which involved some other constructions as specia…

math.RA2013★ 3 cited

Linearized polynomials over finite fields revisited

Baofeng Wu, Zhuojun Liu

We give new characterizations of the algebra $L_{n} (F_{q^{n}})$ formed by all linearized polynomials over the finite field $F_{q^{n}}$ after briefly surveying…

More characterizations of generalized bent function in odd characteristic, their dual and the gray image

Zq​-valued generalized bent functions in odd characteristics

Constructing 2m-variable Boolean functions with optimal algebraic immunity based on polar decomposition of F22m∗​

The compositional inverse of a class of bilinear permutation polynomials over finite fields of characteristic 2

Linearized polynomials over finite fields revisited

$Z_{q}$ -valued generalized bent functions in odd characteristics

Constructing $2 m$ -variable Boolean functions with optimal algebraic immunity based on polar decomposition of $F_{2^{2 m}}^{*}$