Monoids of modules and arithmetic of direct-sum decompositions
N Baeth, A Geroldinger - Pacific Journal of Mathematics, 2014 - msp.org
Let R be a (possibly noncommutative) ring and let C be a class of finitely generated (right) R-
modules which is closed under finite direct sums, direct summands, and isomorphisms …
modules which is closed under finite direct sums, direct summands, and isomorphisms …
MONOIDS OF MODULES AND ARITHMETIC OF DIRECT-SUM DECOMPOSITIONS
NR BAETH, A GEROLDINGER - msp. org/pjm, 2014 - msp.org
Let R be a (possibly noncommutative) ring and let c be a class of finitely generated (right) R-
modules which is closed under finite direct sums, direct summands, and isomorphisms …
modules which is closed under finite direct sums, direct summands, and isomorphisms …
Monoids of modules and arithmetic of direct-sum decompositions
NR Baeth, A Geroldinger - arXiv e-prints, 2014 - ui.adsabs.harvard.edu
Let $ R $ be a (possibly noncommutative) ring and let $\mathcal C $ be a class of finitely
generated (right) $ R $-modules which is closed under finite direct sums, direct summands …
generated (right) $ R $-modules which is closed under finite direct sums, direct summands …
[PDF][PDF] MONOIDS OF MODULES AND ARITHMETIC OF DIRECT-SUM DECOMPOSITIONS
NR BAETH, A GEROLDINGER - arXiv preprint arXiv:1401.6553, 2014 - researchgate.net
Let R be a (possibly noncommutative) ring and let C be a class of finitely generated (right) R-
modules which is closed under finite direct sums, direct summands, and isomorphisms …
modules which is closed under finite direct sums, direct summands, and isomorphisms …
[PDF][PDF] MONOIDS OF MODULES AND ARITHMETIC OF DIRECT-SUM DECOMPOSITIONS
NR BAETH, A GEROLDINGER - arXiv preprint arXiv:1401.6553, 2014 - Citeseer
Let R be a (possibly noncommutative) ring and let C be a class of finitely generated (right) R-
modules which is closed under finite direct sums, direct summands, and isomorphisms …
modules which is closed under finite direct sums, direct summands, and isomorphisms …
[引用][C] Monoids of modules and arithmetic of direct-sum decompositions
N Baeth, A Geroldinger - Pacific Journal of Mathematics, 2014 - cir.nii.ac.jp
[PDF][PDF] MONOIDS OF MODULES AND ARITHMETIC OF DIRECT-SUM DECOMPOSITIONS
NR BAETH, A GEROLDINGER - imsc.uni-graz.at
Let R be a (possibly noncommutative) ring and let C be a class of finitely generated (right) R-
modules which is closed under finite direct sums, direct summands, and isomorphisms …
modules which is closed under finite direct sums, direct summands, and isomorphisms …
[PDF][PDF] MONOIDS OF MODULES AND ARITHMETIC OF DIRECT-SUM DECOMPOSITIONS
NR BAETH, A GEROLDINGER - scholar.archive.org
Let R be a (possibly noncommutative) ring and let c be a class of finitely generated (right) R-
modules which is closed under finite direct sums, direct summands, and isomorphisms …
modules which is closed under finite direct sums, direct summands, and isomorphisms …
Monoids of modules and arithmetic of direct-sum decompositions
NR Baeth, A Geroldinger - arXiv preprint arXiv:1401.6553, 2014 - arxiv.org
Let $ R $ be a (possibly noncommutative) ring and let $\mathcal C $ be a class of finitely
generated (right) $ R $-modules which is closed under finite direct sums, direct summands …
generated (right) $ R $-modules which is closed under finite direct sums, direct summands …
[PDF][PDF] MONOIDS OF MODULES AND ARITHMETIC OF DIRECT-SUM DECOMPOSITIONS
NR BAETH, A GEROLDINGER - Citeseer
Let R be a (possibly noncommutative) ring and let C be a class of finitely generated (right) R-
modules which is closed under finite direct sums, direct summands, and isomorphisms …
modules which is closed under finite direct sums, direct summands, and isomorphisms …