DOIAbstract
AbstractWe give an explicit representation of the class of linear permutation polynomials. By the representation, the number of them can be computed easily
AbstractWe give an explicit representation of the class of linear permutation polynomials. By the representation, the number of them can be computed easily
In this paper, we construct several new permutation polynomials over finite fields. First, using the...
In this paper, we construct several new permutation polynomials over finite fields. First, using the...
In this paper, we construct several new permutation polynomials over finite fields. First, using the...
Abstract. We give an explicit representation of the class of linearized permutation polynomials. By ...
AbstractKai Zhou (2008) [8] gave an explicit representation of the class of linear permutation polyn...
AbstractRecently explicit representations of the class of linearized permutation polynomials and the...
AbstractA well-known result of Carlitz, that any permutation polynomial ℘(x) of a finite field Fq is...
Let q be a power of 2, k a positive integer and let S-k = X + x(q) + ...+ x(qk-1) is an element of F...
Based on preliminary numerical computations, we give complete results for linear and quadratic polyn...
We obtain concrete upper bounds on the algebraic immunity of a class of highly nonlinear plateaued f...
We give a general criterion for permutation polynomials of the form xr f (x(q−1)/l), where r ≥ 1, l ...
AbstractPermutation polynomials have been an interesting subject of study for a long time and have a...
AbstractAny permutation of a finite field Fq can be represented by a polynomial Pn(x)=(⋯+((a0x+a1)q−...
Permutation polynomials are an interesting subject of mathematics and have applications in other are...
AbstractLet v be the number of distinct values of a polynomial ƒ(x) of degree n over a finite field ...
In this paper, we construct several new permutation polynomials over finite fields. First, using the...
In this paper, we construct several new permutation polynomials over finite fields. First, using the...
In this paper, we construct several new permutation polynomials over finite fields. First, using the...
Abstract. We give an explicit representation of the class of linearized permutation polynomials. By ...
AbstractKai Zhou (2008) [8] gave an explicit representation of the class of linear permutation polyn...
AbstractRecently explicit representations of the class of linearized permutation polynomials and the...
AbstractA well-known result of Carlitz, that any permutation polynomial ℘(x) of a finite field Fq is...
Let q be a power of 2, k a positive integer and let S-k = X + x(q) + ...+ x(qk-1) is an element of F...
Based on preliminary numerical computations, we give complete results for linear and quadratic polyn...
We obtain concrete upper bounds on the algebraic immunity of a class of highly nonlinear plateaued f...
We give a general criterion for permutation polynomials of the form xr f (x(q−1)/l), where r ≥ 1, l ...
AbstractPermutation polynomials have been an interesting subject of study for a long time and have a...
AbstractAny permutation of a finite field Fq can be represented by a polynomial Pn(x)=(⋯+((a0x+a1)q−...
Permutation polynomials are an interesting subject of mathematics and have applications in other are...
AbstractLet v be the number of distinct values of a polynomial ƒ(x) of degree n over a finite field ...
In this paper, we construct several new permutation polynomials over finite fields. First, using the...
In this paper, we construct several new permutation polynomials over finite fields. First, using the...
In this paper, we construct several new permutation polynomials over finite fields. First, using the...
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