We find the cardinality of the value sets of polynomial maps associated with simple complex Lie algebras B-2 and G(2) over finite fields. We achieve this by using a characterization of their fixed points in terms of sums of roots of unity
We design algorithms for finding roots of polynomials over function fields of curves. Such algorithm...
A most efficient way of investigating combinatorially defined point sets in spaces over finite field...
AbstractIn this paper we study the relation between coefficients of a polynomial over finite field F...
Let k be a positive integer that is relatively prime to the order of the Weyl group of a semisimple ...
We determine the cardinality of the value sets of bivariate Chebyshev maps over finite fields. We ac...
We provide upper bounds for the cardinality of the value set of a polynomial map in several variable...
Let Fqe be a finite field, and let Fqd be a subfield of Fqe . The value set of a polynomial f lying ...
There are three families of bivariate polynomial maps associated with the rank-2 simple complex Lie ...
AbstractWe study value sets of polynomials over a finite field, and value sets associated to pairs o...
We prove a combinatorial identity that relates the size of the value set of a map with the sizes of ...
We prove a combinatorial identity that relates the size of the value set of a map with the sizes of ...
AbstractGeneralizing the norm and trace mappings for Fqr/Fq, we introduce an interesting class of po...
We obtain an estimate on the average cardinality of the value set of any family of monic polynomials...
[[abstract]]In this paper, we shall provide a series of survey on the characterization of minimal va...
Some evaluation methods of multivariate polynomials over finite fields are described and their multi...
We design algorithms for finding roots of polynomials over function fields of curves. Such algorithm...
A most efficient way of investigating combinatorially defined point sets in spaces over finite field...
AbstractIn this paper we study the relation between coefficients of a polynomial over finite field F...
Let k be a positive integer that is relatively prime to the order of the Weyl group of a semisimple ...
We determine the cardinality of the value sets of bivariate Chebyshev maps over finite fields. We ac...
We provide upper bounds for the cardinality of the value set of a polynomial map in several variable...
Let Fqe be a finite field, and let Fqd be a subfield of Fqe . The value set of a polynomial f lying ...
There are three families of bivariate polynomial maps associated with the rank-2 simple complex Lie ...
AbstractWe study value sets of polynomials over a finite field, and value sets associated to pairs o...
We prove a combinatorial identity that relates the size of the value set of a map with the sizes of ...
We prove a combinatorial identity that relates the size of the value set of a map with the sizes of ...
AbstractGeneralizing the norm and trace mappings for Fqr/Fq, we introduce an interesting class of po...
We obtain an estimate on the average cardinality of the value set of any family of monic polynomials...
[[abstract]]In this paper, we shall provide a series of survey on the characterization of minimal va...
Some evaluation methods of multivariate polynomials over finite fields are described and their multi...
We design algorithms for finding roots of polynomials over function fields of curves. Such algorithm...
A most efficient way of investigating combinatorially defined point sets in spaces over finite field...
AbstractIn this paper we study the relation between coefficients of a polynomial over finite field F...
DOI
Add to ORKG