AbstractIn this paper we show that a generic polynomial p∈C[x1,…,xn] of degree greater than n is a strong test polynomial for monomorphisms of C[x1,…,xn]. We also give examples of strong test polynomial in the class of all endomorphisms of C[x1,…,xn]. In particular, we show that a generic polynomial p∈C[x,y] of degree greater than 3 is a strong test polynomial in the class of all endomorphisms of C[x,y]
summary:All monounary algebras which have strong endomorphism kernel property are described
AbstractLet K[x,y] be the algebra of polynomials in two variables over an arbitrary field K. We show...
We show that every extreme polynomials of Ƥ(²ℝ²ₕ₍½₎) is exposed.National Research Foundation of Kore...
In this paper we show that a generic polynomial p 2 C [x 1 ; :::; x n ] of degree greater than n is ...
AbstractIn this paper we show that a generic polynomial p∈C[x1,…,xn] of degree greater than n is a s...
AbstractIn this paper we consider test polynomials in the polynomial algebra and the free associativ...
We discuss how to recognize whether an endomorphism of a polynomial algebra is an automorphism throu...
The work in this paper is to initiate a theory of testing monomials in multivariate polynomials. The...
AbstractPolynomial invariants are associated to an endomorphism u of a module M that has a finite fr...
We define multivariate polynomials over arbitrary (ordered) semir-ings in combination with (executab...
We prove that every monomial in P((m)c(0)) is a strong extreme point of the unit ball of P((m)c(0)) ...
AbstractThe Authors study the ideal I(u) formed by the polynomial relations satisfied by an endomorp...
Abstract. Let K[x, y] be the algebra of polynomials in two variables over an arbitrary field K. We s...
AbstractThis paper gives a counterexample that the strong unicity fails for best monotone approximat...
A strongly polynomial sequence of graphs (Gn) is a sequence (Gn)n∈N of finite graphs such that, for ...
summary:All monounary algebras which have strong endomorphism kernel property are described
AbstractLet K[x,y] be the algebra of polynomials in two variables over an arbitrary field K. We show...
We show that every extreme polynomials of Ƥ(²ℝ²ₕ₍½₎) is exposed.National Research Foundation of Kore...
In this paper we show that a generic polynomial p 2 C [x 1 ; :::; x n ] of degree greater than n is ...
AbstractIn this paper we show that a generic polynomial p∈C[x1,…,xn] of degree greater than n is a s...
AbstractIn this paper we consider test polynomials in the polynomial algebra and the free associativ...
We discuss how to recognize whether an endomorphism of a polynomial algebra is an automorphism throu...
The work in this paper is to initiate a theory of testing monomials in multivariate polynomials. The...
AbstractPolynomial invariants are associated to an endomorphism u of a module M that has a finite fr...
We define multivariate polynomials over arbitrary (ordered) semir-ings in combination with (executab...
We prove that every monomial in P((m)c(0)) is a strong extreme point of the unit ball of P((m)c(0)) ...
AbstractThe Authors study the ideal I(u) formed by the polynomial relations satisfied by an endomorp...
Abstract. Let K[x, y] be the algebra of polynomials in two variables over an arbitrary field K. We s...
AbstractThis paper gives a counterexample that the strong unicity fails for best monotone approximat...
A strongly polynomial sequence of graphs (Gn) is a sequence (Gn)n∈N of finite graphs such that, for ...
summary:All monounary algebras which have strong endomorphism kernel property are described
AbstractLet K[x,y] be the algebra of polynomials in two variables over an arbitrary field K. We show...
We show that every extreme polynomials of Ƥ(²ℝ²ₕ₍½₎) is exposed.National Research Foundation of Kore...
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