AbstractThe aim of this paper is to collect applications, variants, generalizations of Rédei's theorems on fully reducible lacunary polynomials over finite fields. We focus on applications in finite geometry, but also applications in algebraic number theory and group theory are mentioned
AbstractLet f(X1,…, Xn) be an absolutely irreducible polynomial with coefficients in a finite field....
AbstractA theorem of G. Pòlya states that an entire function of exponential order less than 1 or of ...
AbstractGiven a setUof sizeqin an affine plane of orderq, we determine the possibilities for the num...
AbstractThe aim of this paper is to collect applications, variants, generalizations of Rédei's theor...
The problem for which Rédei introduced the polynomial R(T , S) was that of determining those functio...
The problem for which Rédei introduced the polynomial R(T , S) was that of determining those functio...
The problem for which Rédei introduced the polynomial R(T , S) was that of determining those functio...
AbstractThe purpose of this article is to get effective information about the following two problems...
The problem for which Rédei introduced the polynomial R(T , S) was that of determining those functio...
AbstractGeneralizing the norm and trace mappings for Fqr/Fq, we introduce an interesting class of po...
In this paper, we strengthen a result by Green about an analogue of Sarkozy's theorem in the setting...
In this note, we prove that if A is a finite set of real numbers such that |AA|=K|A|, then for every...
AbstractThere has been some interest in finding irreducible polynomials of the type f(A(x)) for cert...
AbstractWe give a characterization of linear polynomials over a number field k as the only non-const...
AbstractWe study the factorization of polynomials of the form Fr(x)=bxqr+1−axqr+dx−c over the finite...
AbstractLet f(X1,…, Xn) be an absolutely irreducible polynomial with coefficients in a finite field....
AbstractA theorem of G. Pòlya states that an entire function of exponential order less than 1 or of ...
AbstractGiven a setUof sizeqin an affine plane of orderq, we determine the possibilities for the num...
AbstractThe aim of this paper is to collect applications, variants, generalizations of Rédei's theor...
The problem for which Rédei introduced the polynomial R(T , S) was that of determining those functio...
The problem for which Rédei introduced the polynomial R(T , S) was that of determining those functio...
The problem for which Rédei introduced the polynomial R(T , S) was that of determining those functio...
AbstractThe purpose of this article is to get effective information about the following two problems...
The problem for which Rédei introduced the polynomial R(T , S) was that of determining those functio...
AbstractGeneralizing the norm and trace mappings for Fqr/Fq, we introduce an interesting class of po...
In this paper, we strengthen a result by Green about an analogue of Sarkozy's theorem in the setting...
In this note, we prove that if A is a finite set of real numbers such that |AA|=K|A|, then for every...
AbstractThere has been some interest in finding irreducible polynomials of the type f(A(x)) for cert...
AbstractWe give a characterization of linear polynomials over a number field k as the only non-const...
AbstractWe study the factorization of polynomials of the form Fr(x)=bxqr+1−axqr+dx−c over the finite...
AbstractLet f(X1,…, Xn) be an absolutely irreducible polynomial with coefficients in a finite field....
AbstractA theorem of G. Pòlya states that an entire function of exponential order less than 1 or of ...
AbstractGiven a setUof sizeqin an affine plane of orderq, we determine the possibilities for the num...
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