AbstractAll finitely generated modules are described over a class of rings that includes the integral group ring ZGn of the cyclic group of square-free order n, some rings of algebraic integers that are not integrally closed in their field of quotients, and many subrings of Z ⊕ Z ⊕ … ⊕ Z. Special attention is paid to behavior of these modules in direct sums
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...
AbstractThe structure of all finitely generated ZG modules is determined, with emphasis on those mod...
AbstractIn the companion paper (J. Algebra 93 (1985), 1–116) all finitely generated modules over a c...
AbstractAll finitely generated modules are described over a class of rings that includes the integra...
AbstractIn the companion paper (J. Algebra 93 (1985), 1–116) all finitely generated modules over a c...
Abstract. We show that finitely generated modules over a commu-tative Noetherian ring can be classif...
AbstractWe characterize rings over which every projective module is a direct sum of finitely generat...
This research aims to give the decompositions of a finitely generated module over some special ring,...
Abstract In this paper, we give the relation between a finitely generated torsion free Dedekind modu...
AbstractThe structure of all finitely generated ZG modules is determined, with emphasis on those mod...
In this article the authors give the relation between a finitely-generated torsionfree Dedekind modu...
For a class of Dedekind-like rings those finitely generated modules are classified which have an alm...
Projective module over a ring is a special form of module over a ring. This projective module has a ...
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...
AbstractThe structure of all finitely generated ZG modules is determined, with emphasis on those mod...
AbstractIn the companion paper (J. Algebra 93 (1985), 1–116) all finitely generated modules over a c...
AbstractAll finitely generated modules are described over a class of rings that includes the integra...
AbstractIn the companion paper (J. Algebra 93 (1985), 1–116) all finitely generated modules over a c...
Abstract. We show that finitely generated modules over a commu-tative Noetherian ring can be classif...
AbstractWe characterize rings over which every projective module is a direct sum of finitely generat...
This research aims to give the decompositions of a finitely generated module over some special ring,...
Abstract In this paper, we give the relation between a finitely generated torsion free Dedekind modu...
AbstractThe structure of all finitely generated ZG modules is determined, with emphasis on those mod...
In this article the authors give the relation between a finitely-generated torsionfree Dedekind modu...
For a class of Dedekind-like rings those finitely generated modules are classified which have an alm...
Projective module over a ring is a special form of module over a ring. This projective module has a ...
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...
AbstractThe structure of all finitely generated ZG modules is determined, with emphasis on those mod...
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