AcademicArticleSCO_85046422672
-
- Overview
-
- Additional Document Info
-
- View All
-
Overview
abstract
-
© 2018 Taylor & Francis In this article we study the behavior of left QI-rings under perfect localizations. We show that a perfect localization of a left QI-ring is a left QI-ring. We prove that Boyle¿s conjecture is true for left QI-rings with finite Gabriel dimension such that every hereditary torsion theory in the Gabriel filtration is perfect. As corollary, we get that Boyle¿s conjecture is true for left QI-rings which satisfy the restricted left socle condition, a result proved by Faith in [6].
Additional Document Info