Add to ORKGCotilting bimodules over arbitrary rings give rise to a theory which naturally generalizes Morita dualities in the setting of torsion theory. Here we study the case when the torsion theories cogenerated by a cotilting bimodule are hereditary
In this paper we study cotorsion and torsion pairs induced by cotilting modules. We prove the existe...
In this paper we study cotorsion and torsion pairs induced by cotilting modules. We prove the existe...
The paper surveys several generalizations of the notion of a cotilting module over an Artin algebra ...
A right R-module UR is said to be cotilting if Cog(UR)=⊥UR, where ⊥UR=KerExt1R(,U). So cotilting mod...
AbstractOne of the main ingredients of a tilting theory, a generalization of Morita equivalence betw...
Cotilting modules and bimodules over arbitrary associative rings are studied. On the one hand we fin...
This paper looks at the dualities induced by cotilting bimodules, which provide a natural generaliza...
AbstractWe define a cotilting bimodule complex as the non-cummutative ring version of a dualizing co...
AbstractGiven an Hereditary Noetherian ring, its finitely generated torsion modules are subject to a...
We study modules M over a general ring R such that every submodule has a unique closure with respect...
Cotorsion abelian groups form an important class of abelian groups for which nice structure theorems...
We introduce the notion of a relative hermitian Morita context between torsion triples and show how ...
AbstractDifferential torsion theories are introduced and it is shown that for a hereditary torsion t...
AbstractA generalization of cotilting bimodules and cotilting dualities is studied. Moreover, we inv...
We consider when a single submodule and also when every submodule of a module M over a general ring ...
In this paper we study cotorsion and torsion pairs induced by cotilting modules. We prove the existe...
In this paper we study cotorsion and torsion pairs induced by cotilting modules. We prove the existe...
The paper surveys several generalizations of the notion of a cotilting module over an Artin algebra ...
A right R-module UR is said to be cotilting if Cog(UR)=⊥UR, where ⊥UR=KerExt1R(,U). So cotilting mod...
AbstractOne of the main ingredients of a tilting theory, a generalization of Morita equivalence betw...
Cotilting modules and bimodules over arbitrary associative rings are studied. On the one hand we fin...
This paper looks at the dualities induced by cotilting bimodules, which provide a natural generaliza...
AbstractWe define a cotilting bimodule complex as the non-cummutative ring version of a dualizing co...
AbstractGiven an Hereditary Noetherian ring, its finitely generated torsion modules are subject to a...
We study modules M over a general ring R such that every submodule has a unique closure with respect...
Cotorsion abelian groups form an important class of abelian groups for which nice structure theorems...
We introduce the notion of a relative hermitian Morita context between torsion triples and show how ...
AbstractDifferential torsion theories are introduced and it is shown that for a hereditary torsion t...
AbstractA generalization of cotilting bimodules and cotilting dualities is studied. Moreover, we inv...
We consider when a single submodule and also when every submodule of a module M over a general ring ...
In this paper we study cotorsion and torsion pairs induced by cotilting modules. We prove the existe...
In this paper we study cotorsion and torsion pairs induced by cotilting modules. We prove the existe...
The paper surveys several generalizations of the notion of a cotilting module over an Artin algebra ...