Big projective modules over noetherian semilocal rings
D Herbera, P Příhoda - 2010 - degruyter.com
We prove that for a noetherian semilocal ring R with exactly k isomorphism classes of simple
right modules the monoid V*(R) of isomorphism classes of countably generated projective …
right modules the monoid V*(R) of isomorphism classes of countably generated projective …
Big projective modules over noetherian semilocal rings
D Herbera, P Prihoda - arXiv preprint arXiv:0903.2965, 2009 - arxiv.org
We prove that for a noetherian semilocal ring $ R $ with exactly $ k $ isomorphism classes of
simple right modules the monoid $ V^*(R) $ of isomorphism classes of countably generated …
simple right modules the monoid $ V^*(R) $ of isomorphism classes of countably generated …
[PDF][PDF] Big projective modules over noetherian semilocal rings
D Herbera, P Prıhoda - arXiv preprint arXiv:0903.2965, 2009 - academia.edu
We prove that for a noetherian semilocal ring R with exactly k isomorphism classes of simple
right modules the monoid V∗(R) of isomorphism classes of countably generated projective …
right modules the monoid V∗(R) of isomorphism classes of countably generated projective …
[PDF][PDF] Big projective modules over noetherian semilocal rings
D Herbera, P Prıhoda - arXiv preprint arXiv:0903.2965, 2009 - Citeseer
We prove that for a noetherian semilocal ring R with exactly k isomorphism classes of simple
right modules the monoid V∗(R) of isomorphism classes of countably generated projective …
right modules the monoid V∗(R) of isomorphism classes of countably generated projective …
Big projective modules over noetherian semilocal rings
D Herbera, P Přhoda - Journal fur die Reine und Angewandte …, 2010 - portalrecerca.uab.cat
We prove that for a noetherian semilocal ring R with exactly k isomorphism classes of simple
right modules the monoid V*(R) of isomorphism classes of countably generated projective …
right modules the monoid V*(R) of isomorphism classes of countably generated projective …
[PDF][PDF] Big projective modules over noetherian semilocal rings
D Herbera, P Prıhoda - arXiv preprint arXiv:0903.2965, 2009 - researchgate.net
We prove that for a noetherian semilocal ring R with exactly k isomorphism classes of simple
right modules the monoid V∗(R) of isomorphism classes of countably generated projective …
right modules the monoid V∗(R) of isomorphism classes of countably generated projective …
Big projective modules over noetherian semilocal rings
D Herbera, P Prihoda - arXiv e-prints, 2009 - ui.adsabs.harvard.edu
We prove that for a noetherian semilocal ring $ R $ with exactly $ k $ isomorphism classes of
simple right modules the monoid $ V^*(R) $ of isomorphism classes of countably generated …
simple right modules the monoid $ V^*(R) $ of isomorphism classes of countably generated …
Big projective modules over noetherian semilocal rings.
D Herbera, P Přřííhoda - Journal für die Reine und …, 2010 - search.ebscohost.com
We prove that for a noetherian semilocal ring R with exactly k isomorphism classes of simple
right modules the monoid V*(R) of isomorphism classes of countably generated projective …
right modules the monoid V*(R) of isomorphism classes of countably generated projective …