AbstractWe characterize rings over which every projective module is a direct sum of finitely generated modules, and give various examples of rings with and without this property
We prove that if the direct sum of a family of semimodules over a semiring S is an injective semimod...
We prove that if the direct sum of a family of semimodules over a semiring S is an injective semimod...
A module over a semiring lacks zero sums (LZS) if it has the property that v +w = 0 implies v = 0 an...
AbstractWe characterize rings over which every projective module is a direct sum of finitely generat...
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...
Let R be a reduced, one-dimensional Noetherian local ring whose integral closure is finitely generat...
Let R be a reduced, one-dimensional Noetherian local ring whose integral closure is finitely generat...
Let R be a reduced, one-dimensional Noetherian local ring whose integral closure is finitely generat...
AbstractWe classify infinitely generated projective modules over generalized Weyl algebras. For inst...
In this paper we introduce and investigate a class of those rings in which every projective ideal is...
AbstractWe describe the structure of rings over which every cyclic (or finitely generated) right mod...
This research aims to give the decompositions of a finitely generated module over some special ring,...
Projective module over a ring is a special form of module over a ring. This projective module has a ...
We prove that if the direct sum of a family of semimodules over a semiring S is an injective semimod...
We prove that if the direct sum of a family of semimodules over a semiring S is an injective semimod...
We prove that if the direct sum of a family of semimodules over a semiring S is an injective semimod...
A module over a semiring lacks zero sums (LZS) if it has the property that v +w = 0 implies v = 0 an...
AbstractWe characterize rings over which every projective module is a direct sum of finitely generat...
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...
Let R be a reduced, one-dimensional Noetherian local ring whose integral closure is finitely generat...
Let R be a reduced, one-dimensional Noetherian local ring whose integral closure is finitely generat...
Let R be a reduced, one-dimensional Noetherian local ring whose integral closure is finitely generat...
AbstractWe classify infinitely generated projective modules over generalized Weyl algebras. For inst...
In this paper we introduce and investigate a class of those rings in which every projective ideal is...
AbstractWe describe the structure of rings over which every cyclic (or finitely generated) right mod...
This research aims to give the decompositions of a finitely generated module over some special ring,...
Projective module over a ring is a special form of module over a ring. This projective module has a ...
We prove that if the direct sum of a family of semimodules over a semiring S is an injective semimod...
We prove that if the direct sum of a family of semimodules over a semiring S is an injective semimod...
We prove that if the direct sum of a family of semimodules over a semiring S is an injective semimod...
A module over a semiring lacks zero sums (LZS) if it has the property that v +w = 0 implies v = 0 an...
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