DOIAbstract
We consider the construction of (2t)-bent functions from two (2t− 1)-near-bent functions in a special case. We deduce new families of bent-functions
We consider the construction of (2t)-bent functions from two (2t− 1)-near-bent functions in a special case. We deduce new families of bent-functions
AbstractJet Jqm denote the set of m-tuples over the integers modulo q and set i=−1, w = ei(2πq). As ...
AbstractThis paper discusses a kind of bent functions that have some symmetric properties about some...
Abstract. The paper is dealing with two important subclasses of plateaued functions: bent and semi-b...
(Communicated by Simon Litsyn) Abstract. Starting from special near-bent functions in dimension 2t −...
AbstractWe give a construction of bent functions in dimension 2m from near-bent functions in dimensi...
Abstract In 2012, Carlet et al. developed two secondary constructions of bent functions (Advances in...
AbstractIn this paper, we present three results on bent functions: a construction, a restriction, an...
AbstractIn this article a technique for constructing p-ary bent functions from near-bent functions i...
AbstractIn this paper, we present three results on bent functions: a construction, a restriction, an...
Bent functions have connections into various areas of mathematics and computer science which makes t...
AbstractWe give a construction of bent functions in dimension 2m from near-bent functions in dimensi...
In this paper we introduce a sequence of discrete Fourier trans-forms and define new versions of ben...
Given a bent function f (x) of n variables, its max-weight and min-weight functions are introduced a...
In this paper we introduce a sequence of discrete Fourier trans- forms and de ne new versions of ben...
Starting from the secondary construction originally introduced by Carlet ["On Bent and Highly Nonlin...
AbstractJet Jqm denote the set of m-tuples over the integers modulo q and set i=−1, w = ei(2πq). As ...
AbstractThis paper discusses a kind of bent functions that have some symmetric properties about some...
Abstract. The paper is dealing with two important subclasses of plateaued functions: bent and semi-b...
(Communicated by Simon Litsyn) Abstract. Starting from special near-bent functions in dimension 2t −...
AbstractWe give a construction of bent functions in dimension 2m from near-bent functions in dimensi...
Abstract In 2012, Carlet et al. developed two secondary constructions of bent functions (Advances in...
AbstractIn this paper, we present three results on bent functions: a construction, a restriction, an...
AbstractIn this article a technique for constructing p-ary bent functions from near-bent functions i...
AbstractIn this paper, we present three results on bent functions: a construction, a restriction, an...
Bent functions have connections into various areas of mathematics and computer science which makes t...
AbstractWe give a construction of bent functions in dimension 2m from near-bent functions in dimensi...
In this paper we introduce a sequence of discrete Fourier trans-forms and define new versions of ben...
Given a bent function f (x) of n variables, its max-weight and min-weight functions are introduced a...
In this paper we introduce a sequence of discrete Fourier trans- forms and de ne new versions of ben...
Starting from the secondary construction originally introduced by Carlet ["On Bent and Highly Nonlin...
AbstractJet Jqm denote the set of m-tuples over the integers modulo q and set i=−1, w = ei(2πq). As ...
AbstractThis paper discusses a kind of bent functions that have some symmetric properties about some...
Abstract. The paper is dealing with two important subclasses of plateaued functions: bent and semi-b...
Add to ORKG