Morita equivalence based on contexts for various categories of modules over associative rings

L Marin - Journal of Pure and Applied Algebra, 1998 - Elsevier
In this paper we consider the subcategories CMod-R (M∈ MOD-R st M∼-HomR (R, M)) and
DMod-R (M∈ MOD-R st M⊗ RR∼-R) of the category of all right R-modules, MOD-R, for an …

[PDF][PDF] Morita equivalence based on contexts for various categories of modules over associative rings'

L Marin - Journal of Pure and Applied Algebra, 1998 - library.navoiy-uni.uz
In this paper we consider the subcategories CMod-R (ME MOD-R st M= HOmR (R, M)) and
DMod-R (A4 t MOD-R st M & R 2: R) of the category of all right R-modules, MOD-R, for an …

Morita equivalence based on contexts for various categories of modules over associative rings

L Marín - Journal of Pure and Applied Algebra, 1998 - infona.pl
In this paper we consider the subcategories CMod-R (M MOD-R st M~ Hom R (R, M)) and
DMod-R (M MOD-R st MRR~ R) of the category of all right R-modules, MOD-R, for an …

[PDF][PDF] Morita equivalence based on contexts for various categories of modules over associative rings'

L Marin - Journal of Pure and Applied Algebra, 1998 - core.ac.uk
In this paper we consider the subcategories CMod-R (ME MOD-R st M= HOmR (R, M)) and
DMod-R (A4 t MOD-R st M & R 2: R) of the category of all right R-modules, MOD-R, for an …

[PDF][PDF] Morita equivalence based on contexts for various categories of modules over associative rings'

L Marin - Journal of Pure and Applied Algebra, 1998 - library.navoiy-uni.uz
In this paper we consider the subcategories CMod-R (ME MOD-R st M= HOmR (R, M)) and
DMod-R (A4 t MOD-R st M & R 2: R) of the category of all right R-modules, MOD-R, for an …