Radical properties of perfect modules.
Rad-supplemented modules
Regularly weakly based modules over right perfect rings and Dedekind domains
A weak basis of a module is a generating set of the module minimal with respect to inclusion. A module is said to be regularly weakly based provided that each of its generating sets contains a weak basis. We study (1) rings over which all modules are regularly weakly based, refining results of Nashier and Nichols, and (2) regularly weakly based modules over Dedekind domains.
Rings of Quotients of Perfect Rings.
Rings satisfying certain chain conditions.
Rings whose Elements are Quasi-Regular or Regular
Rings whose proper factors are right perfect
We show that practically all the properties of almost perfect rings, proved by Bazzoni and Salce [Colloq. Math. 95 (2003)] for commutative rings, also hold in the non-commutative setting.
Rings with indecomposable modules local.
Ring-theoretic properties of Iwasawa algebras: a survey.