Add to ORKGIn the Thesis, we define the notion of a localization and explore its connections to properties of modules - local properties and AD-properties, especially the projectivity. We present a proof of the fact that projectivity is an AD propety of modules due to Raynaud and Gruson in the corrected version by Perry from 2010. The proof is presented in full detail and accompanied by examples, and by the role of the investigated notions in the context of algebraic geometry.
Usando la teoria tilting si estendono ad anelli commutativi arbitrari alcuni teoremi classici di Kap...
We characterize projective and injective Banach modules in approximate terms, generalizing thereby a...
AbstractThe aim of this work is to establish an alternate criterion of the category of localized mod...
This thesis introduces module properties of projectivity and flatness relative to classes of finitel...
It is proved that the localization of an injective module E, over a valuation ring R, at a prime ide...
International audienceIt is proved that localizations of injective $R$-modules of finite Goldie dime...
AbstractWe show that some fundamental results about projectivity classes, weakly coreflective subcat...
What are the relationships between an entity and the space at which it is located? And between a reg...
In this paper we study some properties of GC- projective, injective and flat modules, where C is a s...
Abstract: In this paper we study on commutative rings with identity and all modules are unital left ...
For a fixed ring, different classes of ring epimorphisms and localisation maps are compared. In fact...
The purpose of this thesis is to develop the machinery of noncommutative localization as it is being...
We show that every tilting module of projective dimension one over a ring R is associated in a natur...
A module over a ring R is R-projective if it is projective relative to R. This module- theoretic not...
Abstract. In this thesis, I illustrate a new approach to the Gromov-Witten theory through localizati...
Usando la teoria tilting si estendono ad anelli commutativi arbitrari alcuni teoremi classici di Kap...
We characterize projective and injective Banach modules in approximate terms, generalizing thereby a...
AbstractThe aim of this work is to establish an alternate criterion of the category of localized mod...
This thesis introduces module properties of projectivity and flatness relative to classes of finitel...
It is proved that the localization of an injective module E, over a valuation ring R, at a prime ide...
International audienceIt is proved that localizations of injective $R$-modules of finite Goldie dime...
AbstractWe show that some fundamental results about projectivity classes, weakly coreflective subcat...
What are the relationships between an entity and the space at which it is located? And between a reg...
In this paper we study some properties of GC- projective, injective and flat modules, where C is a s...
Abstract: In this paper we study on commutative rings with identity and all modules are unital left ...
For a fixed ring, different classes of ring epimorphisms and localisation maps are compared. In fact...
The purpose of this thesis is to develop the machinery of noncommutative localization as it is being...
We show that every tilting module of projective dimension one over a ring R is associated in a natur...
A module over a ring R is R-projective if it is projective relative to R. This module- theoretic not...
Abstract. In this thesis, I illustrate a new approach to the Gromov-Witten theory through localizati...
Usando la teoria tilting si estendono ad anelli commutativi arbitrari alcuni teoremi classici di Kap...
We characterize projective and injective Banach modules in approximate terms, generalizing thereby a...
AbstractThe aim of this work is to establish an alternate criterion of the category of localized mod...