TTF-classes over perfect rings

JS Alin, EP Armendariz - Journal of the Australian Mathematical …, 1970 - cambridge.org
For a ring R with unit, let RM denote the category of unitary left R-modules. Following SE
Dickson [3], a (non-empty) class of R-modules is a torsion class in rM if is closed under …

[PDF][PDF] TTF-CLASSES OVER PERFECT RINGS

JS ALIN, EP ARMENDARIZ - Citeseer
For a ring R with unit, let RJ (denote the category of unitary left. R-modules. Following SE
Dickson [3], a (non-empty) class 0> of. R-modules is a torsion class in RJ (if 8P is closed …

TTF-CLASSES OVER PERFECT RINGS

JS ALIN, EP ARMENDARIZ - cambridge.org
For a ring R with unit, let RJ (denote the category of unitary left. R-modules. Following SE
Dickson [3], a (non-empty) class 0> of. R-modules is a torsion class in RJ (if 8P is closed …

[PDF][PDF] TTF-CLASSES OVER PERFECT RINGS

JS ALIN, EP ARMENDARIZ - scholar.archive.org
For a ring R with unit, let RJ (denote the category of unitary left. R-modules. Following SE
Dickson [3], a (non-empty) class 0> of. R-modules is a torsion class in RJ (if 8P is closed …

[PDF][PDF] TTF-classes over perfect rings

JS Alin, EP Armendariz - 1970 - repositories.lib.utexas.edu
For a ring R with unit, let RJ (denote the category of unitary left. R-modules. Following SE
Dickson [3], a (non-empty) class 0> of. R-modules is a torsion class in RJ (if 8P is closed …

[PDF][PDF] TTF-CLASSES OVER PERFECT RINGS

JS ALIN, EP ARMENDARIZ - repositories.lib.utexas.edu
For a ring R with unit, let RJ (denote the category of unitary left. R-modules. Following SE
Dickson [3], a (non-empty) class 0> of. R-modules is a torsion class in RJ (if 8P is closed …