Add to ORKGWe characterize the indecomposable reflexive modules with respect to decomposable bimodules. As a consequence, we construct quite different bimodules admitting few reflexive modules. In particular, we show that a new class of bimodules with a cotilting-type behaviour studied by Mantese [ 9 ] , that is the class of locally quasi-cotilting bimodules, is extremely large
Let R and S be arbitrary associative rings. A left R-module W-R is said to be cotilting if the class...
Let R and S be arbitrary associative rings. Given a bimodule RWS, we denote by 06? and \u393? the f...
We study some aspects of reflexive modules. For example, we search conditions for which reflexive mo...
We construct infinite families of pairwise non-isomorphic indecomposable totally reflexive modules o...
summary:Let $S$ and $R$ be two associative rings, let $ _{S}C_{R}$ be a semidualizing $(S,R)$-bimodu...
This research began as an effort to determine exactly which one-dimensional local rings have indecom...
Cotilting modules and bimodules over arbitrary associative rings are studied. On the one hand we fin...
In this paper we characterize the modules and the complexes involved in the dualities induced by a 1...
This paper looks at the dualities induced by cotilting bimodules, which provide a natural generaliza...
We consider rings admitting a Matlis dualizing module E. We argue that if R admits two such dualizin...
A right R-module UR is said to be cotilting if Cog(UR)=⊥UR, where ⊥UR=KerExt1R(,U). So cotilting mod...
In this paper, it is proved that over a commutative noetherian henselian non-Gorenstein local ring t...
AbstractWe define a cotilting bimodule complex as the non-cummutative ring version of a dualizing co...
We generalize the homological characterization of sequentially Cohen-Macaulay modules over a graded ...
In this paper we study dualities between categories of topological and abstracts modules. Under a ew...
Let R and S be arbitrary associative rings. A left R-module W-R is said to be cotilting if the class...
Let R and S be arbitrary associative rings. Given a bimodule RWS, we denote by 06? and \u393? the f...
We study some aspects of reflexive modules. For example, we search conditions for which reflexive mo...
We construct infinite families of pairwise non-isomorphic indecomposable totally reflexive modules o...
summary:Let $S$ and $R$ be two associative rings, let $ _{S}C_{R}$ be a semidualizing $(S,R)$-bimodu...
This research began as an effort to determine exactly which one-dimensional local rings have indecom...
Cotilting modules and bimodules over arbitrary associative rings are studied. On the one hand we fin...
In this paper we characterize the modules and the complexes involved in the dualities induced by a 1...
This paper looks at the dualities induced by cotilting bimodules, which provide a natural generaliza...
We consider rings admitting a Matlis dualizing module E. We argue that if R admits two such dualizin...
A right R-module UR is said to be cotilting if Cog(UR)=⊥UR, where ⊥UR=KerExt1R(,U). So cotilting mod...
In this paper, it is proved that over a commutative noetherian henselian non-Gorenstein local ring t...
AbstractWe define a cotilting bimodule complex as the non-cummutative ring version of a dualizing co...
We generalize the homological characterization of sequentially Cohen-Macaulay modules over a graded ...
In this paper we study dualities between categories of topological and abstracts modules. Under a ew...
Let R and S be arbitrary associative rings. A left R-module W-R is said to be cotilting if the class...
Let R and S be arbitrary associative rings. Given a bimodule RWS, we denote by 06? and \u393? the f...
We study some aspects of reflexive modules. For example, we search conditions for which reflexive mo...