Add to ORKGValuation rings occur in a wide variety of situations. In this paper we bring together many basic results concerning this important class of rings. In particular, we consider the relation between valuation rings and Dedekind domains
Dedekind domain are the rings in which every nonzero proper ideal has a prime factorization. In this...
In this paper we show that if R is a filtered ring then we can define a quasi valuation ring. And th...
AbstractA subring B′ of a division algebra D is called a valuation ring of D if x or x−1 is containe...
The material is presented in three chapters: Introductory Concepts, Some Properties of Valuation Rin...
Valuation rings occur in a wide variety of situations. In this paper we bring together many basic re...
In this work we present the Dedekind domains as the intersection of discrete valuation rings of its ...
Valuation rings occur in a wide variety of situations. In this paper we bring together many basic re...
The book deals with the (elementary and introductory) theory of valuation rings. As explained in the...
We study the PvMD property of Bhargava rings Bx(D). In particular, we explore the cases in which D ...
We study the PvMD property of Bhargava rings Bx(D). In particular, we explore the cases in which D ...
In this paper we show the relation between filtered ring and quasi valuation and valuation ring . We...
Abstract We survey and extend recent work on integrally closed overrings of two-dimensional Noetheri...
This book provides the first systematic treatment of modules over discrete valuation domains which p...
This paper is an investigation of several basic properties of ordered Abelian groups, valuations, th...
El trabajo busca definir el concepto de Dominio de Dedekind en términos del anillo con la mejor teor...
Dedekind domain are the rings in which every nonzero proper ideal has a prime factorization. In this...
In this paper we show that if R is a filtered ring then we can define a quasi valuation ring. And th...
AbstractA subring B′ of a division algebra D is called a valuation ring of D if x or x−1 is containe...
The material is presented in three chapters: Introductory Concepts, Some Properties of Valuation Rin...
Valuation rings occur in a wide variety of situations. In this paper we bring together many basic re...
In this work we present the Dedekind domains as the intersection of discrete valuation rings of its ...
Valuation rings occur in a wide variety of situations. In this paper we bring together many basic re...
The book deals with the (elementary and introductory) theory of valuation rings. As explained in the...
We study the PvMD property of Bhargava rings Bx(D). In particular, we explore the cases in which D ...
We study the PvMD property of Bhargava rings Bx(D). In particular, we explore the cases in which D ...
In this paper we show the relation between filtered ring and quasi valuation and valuation ring . We...
Abstract We survey and extend recent work on integrally closed overrings of two-dimensional Noetheri...
This book provides the first systematic treatment of modules over discrete valuation domains which p...
This paper is an investigation of several basic properties of ordered Abelian groups, valuations, th...
El trabajo busca definir el concepto de Dominio de Dedekind en términos del anillo con la mejor teor...
Dedekind domain are the rings in which every nonzero proper ideal has a prime factorization. In this...
In this paper we show that if R is a filtered ring then we can define a quasi valuation ring. And th...
AbstractA subring B′ of a division algebra D is called a valuation ring of D if x or x−1 is containe...