Semiartinian right V-rings, which we call right SV-rings, form a special class of Von
Neumann regular rings. We characterize these rings by the fact that every factor ring imbeds …

VON NEUMANN REGULARITY OF V-RINGS WITH ARTINIAN PRIMITIVE FACTOR RINGS
Page 1 PROCEEDINGS OF THE AMERICAN MATHEMATICAL SOCIETY Volume 103 …

In this note, we find similar characteristic properties in terms of certain intersections of
maximal left ideals for the following classes of rings:(1) Left V-rings;(2) Left fV-rings;(3) Left …

In this paper, we study rings having the property that every right ideal is automorphism-
invariant. Such rings are called right a-rings. It is shown that (1) a right a-ring is a direct sum …

Kaplansky [11] noticed that a commutative ring is (von Neumann) regular if and only if it is a
V-ring, that is, each simple module over the ring is injective. However in the general case …

Rings in which each finitely generated right ideal is automorphism-invariant (right fa-rings)
are shown to be isomorphic to a formal matrix ring. Among other results it is also shown that …

On semi-artinian V-modules Page 1 Journal of Pure and Applied Algebra 82 (lYY2) 27-37
North-Holland 27 On semi-artinian V-modules Nguyen V. Dung Departamento de Mutematicas …

A ring R is called a V-ring, respectively SSI-ring, respectively QII-ring if simple, respectively
semisimple, respectively quasi-injective, right R-modules are injective. We show that R is …

We determine entirely which Artinian rings have maximal subring. In particular, we show that
an Artinian ring without maximal subring is integral over some finite subring and in particular …

Generalized uniserial rings were introduced by Nakayama [9, IO] who showed that their
modules are direct sums of uniserial submodules each of which is a homomorphic image of …