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
The study of rings plays a vital role within abstract algebra, as well as in other mathematics topic...
AbstractCriteria are obtained for the localizability of a Noetherian ring at a semiprime ideal S, pa...
This thesis will be an introduction to commutative ring theory, with an end goal of introducing comp...
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 ...
This paper discuses localization, one of the most important concepts in commutative algebra. A proce...
In the present paper, we discuss some recent versions of localization methods for calculations in th...
Lecture notes from the 1st year of Master in Mathematics at the University of Luxembourg. Rings of i...
We study different types of localizations of a commutative noetherian ring. More precisely, we provi...
For a fixed ring, different classes of ring epimorphisms and localisation maps are compared. In fact...
this paper is to extend the results of the third author to this wider context. Theorem 4.1 asserts t...
AbstractThis paper proves the Commuting Derivations Conjecture in dimension three: if D1 and D2 are ...
This paper proves the Commuting Derivations Conjecture in dimension three: if D1 andD2 are two local...
Examples are given to show that the support of a complex of modules over a commutative noetherian ri...
A common theme throughout algebra is the extension of arithmetic systems to ones over which new equa...
The study of rings plays a vital role within abstract algebra, as well as in other mathematics topic...
AbstractCriteria are obtained for the localizability of a Noetherian ring at a semiprime ideal S, pa...
This thesis will be an introduction to commutative ring theory, with an end goal of introducing comp...
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 ...
This paper discuses localization, one of the most important concepts in commutative algebra. A proce...
In the present paper, we discuss some recent versions of localization methods for calculations in th...
Lecture notes from the 1st year of Master in Mathematics at the University of Luxembourg. Rings of i...
We study different types of localizations of a commutative noetherian ring. More precisely, we provi...
For a fixed ring, different classes of ring epimorphisms and localisation maps are compared. In fact...
this paper is to extend the results of the third author to this wider context. Theorem 4.1 asserts t...
AbstractThis paper proves the Commuting Derivations Conjecture in dimension three: if D1 and D2 are ...
This paper proves the Commuting Derivations Conjecture in dimension three: if D1 andD2 are two local...
Examples are given to show that the support of a complex of modules over a commutative noetherian ri...
A common theme throughout algebra is the extension of arithmetic systems to ones over which new equa...
The study of rings plays a vital role within abstract algebra, as well as in other mathematics topic...
AbstractCriteria are obtained for the localizability of a Noetherian ring at a semiprime ideal S, pa...
This thesis will be an introduction to commutative ring theory, with an end goal of introducing comp...
DOI
Add to ORKG