It is shown that a polynomial of the shap 1 + x + x is a permutation polynomial over a finite field F of odd characteristic p if and only if k ≡ 1 mod p(q − 1)
AbstractIn Dickson (1896–1897) [2], the author listed all permutation polynomials up to degree 5 ove...
A polynomial f over a finite feld F is a permutation polynomial if the mapping F→F defined by f is o...
In this paper, we give a further study on the permutation behavior of polynomials of a special form ...
AbstractTwo classes of permutation polynomials over finite fields are presented. The first class is ...
In this paper, we propose several classes of permutation polynomials with the form (xpm −x+δ)s1 +(xp...
AbstractLet p be a prime and q=pκ. We study the permutation properties of the polynomial gn,q∈Fp[x] ...
Let H be a subgroup of the multiplicative group of a finite field. In this note we give a method for...
Let p be a prime and q = pk. The polynomial gn,q isin Fp[x] defined by the functional equation Sigma...
Using a lemma proved by Akbary, Ghioca, and Wang, we derive several theorems on permutation polynomi...
A polynomial f over a finite field F is called a permutation polynomial if the mapping F→F defined b...
In this work, some results regarding permutation polynomials over finite fields will be explored. I...
In this paper we determine b is an element of F-qn*. for which the polynomial f(x) = x(s+1) + bx is ...
Permutation polynomials are an interesting subject of mathematics and have applications in other are...
AbstractWe present new classes of permutation polynomials over finite fields. If q is the order of t...
In this paper, we provide a complete survey of the important criteria for permutation polynomials ov...
AbstractIn Dickson (1896–1897) [2], the author listed all permutation polynomials up to degree 5 ove...
A polynomial f over a finite feld F is a permutation polynomial if the mapping F→F defined by f is o...
In this paper, we give a further study on the permutation behavior of polynomials of a special form ...
AbstractTwo classes of permutation polynomials over finite fields are presented. The first class is ...
In this paper, we propose several classes of permutation polynomials with the form (xpm −x+δ)s1 +(xp...
AbstractLet p be a prime and q=pκ. We study the permutation properties of the polynomial gn,q∈Fp[x] ...
Let H be a subgroup of the multiplicative group of a finite field. In this note we give a method for...
Let p be a prime and q = pk. The polynomial gn,q isin Fp[x] defined by the functional equation Sigma...
Using a lemma proved by Akbary, Ghioca, and Wang, we derive several theorems on permutation polynomi...
A polynomial f over a finite field F is called a permutation polynomial if the mapping F→F defined b...
In this work, some results regarding permutation polynomials over finite fields will be explored. I...
In this paper we determine b is an element of F-qn*. for which the polynomial f(x) = x(s+1) + bx is ...
Permutation polynomials are an interesting subject of mathematics and have applications in other are...
AbstractWe present new classes of permutation polynomials over finite fields. If q is the order of t...
In this paper, we provide a complete survey of the important criteria for permutation polynomials ov...
AbstractIn Dickson (1896–1897) [2], the author listed all permutation polynomials up to degree 5 ove...
A polynomial f over a finite feld F is a permutation polynomial if the mapping F→F defined by f is o...
In this paper, we give a further study on the permutation behavior of polynomials of a special form ...
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