The structure of countably generated projective modules over regular rings

P Ara, E Pardo, F Perera - Journal of Algebra, 2000 - Elsevier
We prove that, for every regular ring R, there exists an isomorphism between the monoids of
isomorphism classes of finitely generated projective right modules over the rings EndR (R …
被引用次数：17 相关文章

The Structure of Countably Generated Projective Modules Over Regular Rings

P Ara, E Pardo, F Perera - Journal of Algebra, 2000 - infona.pl
We prove that, for every regular ring R, there exists an isomorphism between the monoids of
isomorphism classes of finitely generated projective right modules over the rings End R (R …

The structure of countably generated projective modules over regular rings

P Ara, E Pardo, F Perera - Journal of Algebra, 2000 - portalrecerca.uab.cat
We prove that, for every regular ring R, there exists an isomorphism between the monoids of
isomorphism classes of finitely generated projective right modules over the rings EndR (R …
[PDF] core.ac.uk

[PDF][PDF] The Structure of Countably Generated Projective Modules Over Regular Rings1

P Ara, E Pardo, F Perera - Journal of Algebra, 2000 - core.ac.uk
One of the most relevant topics in the theory of von Neumann regular rings is the study of the
finitely generated projective modules. This analysis is usually carried out by using stable …