Let $ R $ be a ring. Let $ T={\oplus _ {i\in I}} E (R/{M_i}) $ and $ W=\prod\nolimits _ {i\in I}{E
(R/{M_i})} $, where each ${M_i} $ is a maximal right ideal and $ E (A) $ is the injective hull of …

Let R be a ring. Let T=i∈IE(R/M_i) and W=i∈IE (R/M) _i) ,whereeach M_i
isamaximalrightidealand E (A) istheinjectivehullof A forany R -module A …

Let R be a ring. Let T=@ ieI E (R¡ Mt) and rV= V\isI E (R/Mt), where each M¡ is a maximal
right ideal and E (A) is the injective hull of A for any A-module A. We show the following: If R …

Let R be a ring. Let T=@ ieI E (R¡ Mt) and rV= V\isI E (R/Mt), where each M¡ is a maximal
right ideal and E (A) is the injective hull of A for any A-module A. We show the following: If R …

Let R be a ring. Let T=@ ieI E (R¡ Mt) and rV= V\isI E (R/Mt), where each M¡ is a maximal
right ideal and E (A) is the injective hull of A for any A-module A. We show the following: If R …