We continue our study of the relation between existence of projective covers and existence of minimal sets of generators for right modules over an arbitrary ring
AbstractWe investigate the class of rings over which every finitely generated flat right module is p...
We investigate the class of rings over which every finitely generated flat right module is projectiv...
Recall that in contrast to the case of modules over a ring, the limit preser-vation properties of te...
The purpose of this master thesis is to relate projective covers of modules to minimal sets of gener...
We describe the structure of projective covers of modules over a local ring, when such covers exist,...
We describe the structure of the projective cover of a module MR over a local ring R and its relatio...
Using a generalization of the definition of the projective cover of a module, a special type of surj...
Let be an artin algebra over a commutative artinian ring, k: If M is a nitely generated left -modul...
In [1] Bican, Bashir and Enochs finally solved a long standing conjec-ture in module theory that all...
Abstract. We prove that for certain classes of modules F such that direct sums of F-covers (F-envelo...
We prove that all left modules over a right coherent ring have Gorenstein flat covers
A subset X of a group (or a ring, or a field) is called generating, if the smallest subgroup (or sub...
A subset X of a group (or a ring, or a field) is called generating, if the smallest subgroup (or sub...
AbstractIf R is a right coherent ring, then left R-modules have covers by submodules of flat R-modul...
Since the injective envelope and projective cover were defined by Eckmann and Bas in the 1960s, they...
AbstractWe investigate the class of rings over which every finitely generated flat right module is p...
We investigate the class of rings over which every finitely generated flat right module is projectiv...
Recall that in contrast to the case of modules over a ring, the limit preser-vation properties of te...
The purpose of this master thesis is to relate projective covers of modules to minimal sets of gener...
We describe the structure of projective covers of modules over a local ring, when such covers exist,...
We describe the structure of the projective cover of a module MR over a local ring R and its relatio...
Using a generalization of the definition of the projective cover of a module, a special type of surj...
Let be an artin algebra over a commutative artinian ring, k: If M is a nitely generated left -modul...
In [1] Bican, Bashir and Enochs finally solved a long standing conjec-ture in module theory that all...
Abstract. We prove that for certain classes of modules F such that direct sums of F-covers (F-envelo...
We prove that all left modules over a right coherent ring have Gorenstein flat covers
A subset X of a group (or a ring, or a field) is called generating, if the smallest subgroup (or sub...
A subset X of a group (or a ring, or a field) is called generating, if the smallest subgroup (or sub...
AbstractIf R is a right coherent ring, then left R-modules have covers by submodules of flat R-modul...
Since the injective envelope and projective cover were defined by Eckmann and Bas in the 1960s, they...
AbstractWe investigate the class of rings over which every finitely generated flat right module is p...
We investigate the class of rings over which every finitely generated flat right module is projectiv...
Recall that in contrast to the case of modules over a ring, the limit preser-vation properties of te...
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