[HTML][HTML] Strongly torsion free, copure flat and Matlis reflexive modules
R Sazeedeh - Journal of Pure and Applied Algebra, 2004 - Elsevier
In this paper we show that if R is a ring of Krull dimension d and M is a strongly copure flat
(respectively, strongly copure injective) module, then E⊗ RM (respectively, HomR (E, M)) is …
(respectively, strongly copure injective) module, then E⊗ RM (respectively, HomR (E, M)) is …
Strongly torsion free, copure flat and Matlis reflexive modules
R Sazeedeh - Journal of Pure and Applied Algebra, 2004 - infona.pl
In this paper we show that if R is a ring of Krull dimension d and M is a strongly copure flat
(respectively, strongly copure injective) module, then ERM (respectively, Hom R (E, M)) is …
(respectively, strongly copure injective) module, then ERM (respectively, Hom R (E, M)) is …
[引用][C] Strongly torsion free, copure flat and Matlis reflexive modules
R Sazeedeh - Journal of pure and applied algebra, 2004 - dialnet.unirioja.es