Let Fqe be a finite field, and let Fqd be a subfield of Fqe . The value set of a polynomial f lying within Fqd is defined as the set of images {f(c) € Fqd : c € Fqe}. This work is concerned with the cardinality of value sets of polynomials lying within subfields
We obtain an estimate on the average cardinality of the value set of any family of monic polynomials...
Over finite fields, if the image of a polynomial map is not the entire field, then its cardinality c...
Over finite fields, if the image of a polynomial map is not the entire field, then its cardinality c...
We provide upper bounds for the cardinality of the value set of a polynomial map in several variable...
AbstractWe study value sets of polynomials over a finite field, and value sets associated to pairs o...
AbstractLet Fq denote the finite field of order q where q is a prime power. If a ∈ Fq and d ≥ 1 is a...
AbstractWe define an invariant for any finite sequence of elements belonging to a field. We find a l...
We find the cardinality of the value sets of polynomial maps associated with simple complex Lie alge...
Abstract. Polynomial functions over finite fields are important in computer science and electrical e...
Abstract. Let 픽푞[푡] denote the polynomial ring over the finite field 픽푞, and let 풮푁 denote the subse...
[[abstract]]In this paper, we shall provide a series of survey on the characterization of minimal va...
AbstractWe study value sets of polynomials over a finite field, and value sets associated to pairs o...
AbstractLet Kq denote the finite field with q elements and characteristic p. Let f(x) be a monic pol...
AbstractLet F be any field. Let p(F) be the characteristic of F if F is not of characteristic zero, ...
We determine the cardinality of the value sets of bivariate Chebyshev maps over finite fields. We ac...
We obtain an estimate on the average cardinality of the value set of any family of monic polynomials...
Over finite fields, if the image of a polynomial map is not the entire field, then its cardinality c...
Over finite fields, if the image of a polynomial map is not the entire field, then its cardinality c...
We provide upper bounds for the cardinality of the value set of a polynomial map in several variable...
AbstractWe study value sets of polynomials over a finite field, and value sets associated to pairs o...
AbstractLet Fq denote the finite field of order q where q is a prime power. If a ∈ Fq and d ≥ 1 is a...
AbstractWe define an invariant for any finite sequence of elements belonging to a field. We find a l...
We find the cardinality of the value sets of polynomial maps associated with simple complex Lie alge...
Abstract. Polynomial functions over finite fields are important in computer science and electrical e...
Abstract. Let 픽푞[푡] denote the polynomial ring over the finite field 픽푞, and let 풮푁 denote the subse...
[[abstract]]In this paper, we shall provide a series of survey on the characterization of minimal va...
AbstractWe study value sets of polynomials over a finite field, and value sets associated to pairs o...
AbstractLet Kq denote the finite field with q elements and characteristic p. Let f(x) be a monic pol...
AbstractLet F be any field. Let p(F) be the characteristic of F if F is not of characteristic zero, ...
We determine the cardinality of the value sets of bivariate Chebyshev maps over finite fields. We ac...
We obtain an estimate on the average cardinality of the value set of any family of monic polynomials...
Over finite fields, if the image of a polynomial map is not the entire field, then its cardinality c...
Over finite fields, if the image of a polynomial map is not the entire field, then its cardinality c...