Add to ORKGIt is shown that a local ring R of bounded module type is an almost maximal valuation ring if there exists a non-maximal prime ideal J such that R/J is a maximal valuation domain
AbstractIf R is a valuation domain of maximal ideal P with a maximal immediate extension of finite r...
International audienceIf $R$ is a valuation domain of maximal ideal $P$ with a maximal immediate ext...
International audienceIf $R$ is a valuation domain of maximal ideal $P$ with a maximal immediate ext...
It is shown that every commutative local ring of bounded module type is an almost maximal valuation ...
Abstract. Let R be a local ring of bounded module type. It is shown that R is an almost maximal valu...
It is shown that each almost maximal valuation ring R such that every indecomposable injective modul...
It is shown that each almost maximal valuation ring R such that every indecomposable injective modul...
This memoir is a presentation of the works carried out by the author in ring and module theory. More...
This memoir is a presentation of the works carried out by the author in ring and module theory. More...
Abstract. It is shown that each almost maximal valuation ring R, such that every indecomposable inje...
AbstractIt is shown that each almost maximal valuation ring R, such that every indecomposable inject...
ABSTRACT. New classes of valuation domains R are discussed; they admit various characterizations dep...
summary:Let $R$ be a commutative ring with unity. The notion of maximal non valuation domain in an i...
summary:Let $R$ be a commutative ring with unity. The notion of maximal non valuation domain in an i...
Commutative rings all whose quotients over non-zero ideals are perfect rings are called almost perfe...
AbstractIf R is a valuation domain of maximal ideal P with a maximal immediate extension of finite r...
International audienceIf $R$ is a valuation domain of maximal ideal $P$ with a maximal immediate ext...
International audienceIf $R$ is a valuation domain of maximal ideal $P$ with a maximal immediate ext...
It is shown that every commutative local ring of bounded module type is an almost maximal valuation ...
Abstract. Let R be a local ring of bounded module type. It is shown that R is an almost maximal valu...
It is shown that each almost maximal valuation ring R such that every indecomposable injective modul...
It is shown that each almost maximal valuation ring R such that every indecomposable injective modul...
This memoir is a presentation of the works carried out by the author in ring and module theory. More...
This memoir is a presentation of the works carried out by the author in ring and module theory. More...
Abstract. It is shown that each almost maximal valuation ring R, such that every indecomposable inje...
AbstractIt is shown that each almost maximal valuation ring R, such that every indecomposable inject...
ABSTRACT. New classes of valuation domains R are discussed; they admit various characterizations dep...
summary:Let $R$ be a commutative ring with unity. The notion of maximal non valuation domain in an i...
summary:Let $R$ be a commutative ring with unity. The notion of maximal non valuation domain in an i...
Commutative rings all whose quotients over non-zero ideals are perfect rings are called almost perfe...
AbstractIf R is a valuation domain of maximal ideal P with a maximal immediate extension of finite r...
International audienceIf $R$ is a valuation domain of maximal ideal $P$ with a maximal immediate ext...
International audienceIf $R$ is a valuation domain of maximal ideal $P$ with a maximal immediate ext...