In a paper on the taxonomy of 2-primal rings, examples of various types of rings that are
related to commutativity such as reduced, symmetric, duo, reversible and PS I were given in …

A Note on Prime and Semiprime Bi-Ideals -Kyungpook Mathematical Journal | Korea Science
042)869-1760 koreascience@kisti.re.kr Login English 한국어 English KoreaScience …

We introduce the notions of the Baer and the quasi-Baer properties in a general module
theoretic setting. A module M is called (quasi-) Baer if the right annihilator of a (two-sided) …

Let\alpha be an endomorphism of an arbitrary ring R with identity. In this note, we introduce
the notion of\alpha-abelian rings which generalizes abelian rings. We prove that\alpha …

Let R be a ring with identity in which Z=* e (Z) for every right ideal Z and L= & (L) for every
left ideal L of R. Rings satisfying these conditions (or their variation) have been investigated …

× ØÖ Øº For a ring endomorphism α and an α-derivation δ, we introduce (α, δ)-compatible
rings which generalize α-rigid rings. We study the relationship between the Baer and pp …

Let R be an arbitrary ring with identity and M a right R-module with S= EndR (M). In this
paper, we introduce a class of modules that is a generalization of principally quasi-Baer …

A GENERALIZATION OF PP-RINGS AND pq-BAER RINGS Page 1 Glasgow Math. J. 48 (2006)
217–229. C 2006 Glasgow Mathematical Journal Trust. doi:10.1017/S0017089506003016. Printed …

Using a few adroitly formulated axioms, Kaplansky has carried over much of the theory of
von Neumann algebras to a certain class of rings with involution, the Baer*-rings. He deals …

Let R be a commutative semigroup [resp. ring] with identity and zero, but without nilpotent
elements. We say that R is a Stone semigroup [Baer ring], if for each annihilator ideal P⊂ R …