AbstractIn this paper, we extend and generalize some work by Edo and Vénéreau concerning the question how to recognize coordinates over a commutative ring. More precisely, it is shown that it is often sufficient to look at quotients and localizations of the given ring, for which the question becomes more tractable
Ordinary commutative algebraic geometry is based on commutative polynomial algebras over an algebrai...
AbstractExamples are given to show that Goldie's localization at a prime ideal need not be Noetheria...
AbstractCriteria are obtained for the localizability of a Noetherian ring at a semiprime ideal S, pa...
AbstractIn this paper, we extend and generalize some work by Edo and Vénéreau concerning the questio...
Contains fulltext : 60647.pdf (publisher's version ) (Open Access)A coordinate is ...
AbstractIn this paper, a class of polynomials in 2 variables is introduced which, in the field case,...
AbstractThis paper proves the Commuting Derivations Conjecture in dimension three: if D1 and D2 are ...
AbstractLet R be a ring. The Special Automorphism Group SAutRR[x1,…,xn] is the set of all automorphi...
AbstractAlgorithms to decide whether a polynomial is a coordinates (tame coordinate, respectively) o...
We study the question of whether residual coordinates arising from affine fibrations are coordinates...
AbstractIn this paper we solve a problem of van den Essen and Shpilrain about endomorphisms, which p...
We prove that for a polynomial f 2 k[x, y, z] equivalent are: (1)f is a k[z]-coordinate of k[z][x, y...
Algorithms to decide whether a polynomial is a coordinates (tame coordinate, respectively) of ℤ[x,y]...
This paper proves the Commuting Derivations Conjecture in dimension three: if D1 andD2 are two local...
AbstractThe purpose of this note is to show how recent progress in non-commutative combinatorial alg...
Ordinary commutative algebraic geometry is based on commutative polynomial algebras over an algebrai...
AbstractExamples are given to show that Goldie's localization at a prime ideal need not be Noetheria...
AbstractCriteria are obtained for the localizability of a Noetherian ring at a semiprime ideal S, pa...
AbstractIn this paper, we extend and generalize some work by Edo and Vénéreau concerning the questio...
Contains fulltext : 60647.pdf (publisher's version ) (Open Access)A coordinate is ...
AbstractIn this paper, a class of polynomials in 2 variables is introduced which, in the field case,...
AbstractThis paper proves the Commuting Derivations Conjecture in dimension three: if D1 and D2 are ...
AbstractLet R be a ring. The Special Automorphism Group SAutRR[x1,…,xn] is the set of all automorphi...
AbstractAlgorithms to decide whether a polynomial is a coordinates (tame coordinate, respectively) o...
We study the question of whether residual coordinates arising from affine fibrations are coordinates...
AbstractIn this paper we solve a problem of van den Essen and Shpilrain about endomorphisms, which p...
We prove that for a polynomial f 2 k[x, y, z] equivalent are: (1)f is a k[z]-coordinate of k[z][x, y...
Algorithms to decide whether a polynomial is a coordinates (tame coordinate, respectively) of ℤ[x,y]...
This paper proves the Commuting Derivations Conjecture in dimension three: if D1 andD2 are two local...
AbstractThe purpose of this note is to show how recent progress in non-commutative combinatorial alg...
Ordinary commutative algebraic geometry is based on commutative polynomial algebras over an algebrai...
AbstractExamples are given to show that Goldie's localization at a prime ideal need not be Noetheria...
AbstractCriteria are obtained for the localizability of a Noetherian ring at a semiprime ideal S, pa...
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