Every module is an inverse limit of injectives
G Bergman - Proceedings of the American Mathematical Society, 2013 - ams.org
It is shown that any left module $ A $ over a ring $ R $ can be written as the intersection of a
downward directed system of injective submodules of an injective module; equivalently, as …
downward directed system of injective submodules of an injective module; equivalently, as …
Every module is an inverse limit of injective modules
GM Bergman - arXiv e-prints, 2011 - ui.adsabs.harvard.edu
It is shown that any left module A over a ring R can be written as the intersection of a
downward directed system of injective submodules of an injective module; equivalently, as …
downward directed system of injective submodules of an injective module; equivalently, as …
EVERY MODULE IS AN INVERSE LIMIT OF INJECTIVES
GM BERGMAN - Proceedings of the American Mathematical Society, 2013 - JSTOR
It is shown that any left module A over a ring R can be written as the intersection of a
downward directed system of injective submodules of an injective module; equivalently, as …
downward directed system of injective submodules of an injective module; equivalently, as …
Every module is an inverse limit of injectives
G Bergman - Proceedings of the American Mathematical Society, 2013 - ams.org
It is shown that any left module $ A $ over a ring $ R $ can be written as the intersection of a
downward directed system of injective submodules of an injective module; equivalently, as …
downward directed system of injective submodules of an injective module; equivalently, as …
[PDF][PDF] EVERY MODULE IS AN INVERSE LIMIT OF INJECTIVES
GM BERGMAN - scholar.archive.org
It is shown that any left module A over a ring R can be written as the intersection of a
downward directed system of injective submodules of an injective module; equivalently, as …
downward directed system of injective submodules of an injective module; equivalently, as …
[PDF][PDF] EVERY MODULE IS AN INVERSE LIMIT OF INJECTIVES
GM BERGMAN - Proc. Amer. Math. Soc, 2013 - math.berkeley.edu
It is shown that any left module A over a ring R can be written as the intersection of a
downward directed system of injective submodules of an injective module; equivalently, as …
downward directed system of injective submodules of an injective module; equivalently, as …
Every module is an inverse limit of injective modules
GM Bergman - arXiv preprint arXiv:1104.3173, 2011 - arxiv.org
It is shown that any left module A over a ring R can be written as the intersection of a
downward directed system of injective submodules of an injective module; equivalently, as …
downward directed system of injective submodules of an injective module; equivalently, as …
[引用][C] Every module is an inverse limit of injectives
GM Bergman - Proceedings of the American Mathematical …, 2013 - dialnet.unirioja.es
Every module is an inverse limit of injective modules
GM Bergman - arXiv, 2011 - dml.mathdoc.fr
It is shown that any left module A over a ring R can be written as the intersection of a
downward directed system of injective submodules of an injective module; equivalently, as …
downward directed system of injective submodules of an injective module; equivalently, as …
[PDF][PDF] EVERY MODULE IS AN INVERSE LIMIT OF INJECTIVES
GM BERGMAN - arXiv preprint arXiv:1104.3173, 2011 - Citeseer
It is shown that any left module A over a ring R can be written as the intersection of a
downward directed system of injective submodules of an injective module; equivalently, as …
downward directed system of injective submodules of an injective module; equivalently, as …