Regular modules

J Zelmanowitz - Transactions of the American Mathematical Society, 1972 - ams.org
In analogy to the elementwise definition of von Neumann regular rings an $ R $-module $ M
$ is called regular if given any element $ m\in M $ there exists $ f\in {\operatorname {Hom} …

Regular Modules

J Zelmanowitz - Transactions of the American Mathematical Society, 1972 - JSTOR
In analogy to the elementwise definition of von Neumann regular rings an R-module M is
called regular if given any element m∈M there exists f∈\Hom_R(M,R) with (mf)m=m. Other …

[PDF][PDF] Regular modules

JM Zelmanowitz - kilthub.cmu.edu
In analogy to the elementwise definition of von Neumann regular rings an R-module M is
called regular if given any element m€ M there exists feHonL (M, R) with (mf) m= m. Other …

[PDF][PDF] REGULAR MODULES

J ZELMANOWITZ - AMERICAN MATHEMATICAL SOCIETY, 1972 - researchgate.net
In analogy to the elementwise definition of von Neumann regular rings an Ä-module M is
called regular if given any element me M there exists fe Hom8 (M, R) with (mf) m= m. Other …

[PDF][PDF] REGULAR MODULES

J ZELMANOWITZ - AMERICAN MATHEMATICAL SOCIETY, 1972 - scholar.archive.org
In analogy to the elementwise definition of von Neumann regular rings an Ä-module M is
called regular if given any element me M there exists fe Hom8 (M, R) with (mf) m= m. Other …

[PDF][PDF] REGULAR MODULES

J ZELMANOWITZ - AMERICAN MATHEMATICAL SOCIETY, 1972 - scholar.archive.org
In analogy to the elementwise definition of von Neumann regular rings an Ä-module M is
called regular if given any element me M there exists fe Hom8 (M, R) with (mf) m= m. Other …

[PDF][PDF] Regular modules

JM Zelmanowitz - kilthub.cmu.edu
In analogy to the elementwise definition of von Neumann regular rings an R-module M is
called regular if given any element m€ M there exists feHonL (M, R) with (mf) m= m. Other …