ABSTRACT A ring R is called a left APP-ring if the left annihilator lR (Ra) is pure as a left
ideal in R for any element a∈ R. This concept is a common generalization of left pq-Baer …

We introduce the class of lineal rings, defined by the property that the lattice of right
annihilators is linearly ordered. We obtain results on the structure of these rings, their ideals …

Ring Extensions with Finitely Many Non‐Artinian Intermediate Rings - Jarboui - 2020 - Journal
of Mathematics - Wiley Online Library Skip to Article Content Skip to Article Information Wiley …

In this paper, we introduce a concept of weakly principally quasi-Baer*-rings in terms of
central cover. We prove that a*-rings is a principally quasi-Baer*-rings if and only if it is …

In this paper we introduce and study right Z Z-Armendariz rings. A ring R is said to be right Z
Z-Armendariz if f (x) g (x)= 0 implies that ab is a right singular element of R, where f (x) and g …

arXiv:1312.4022v1 [math.RA] 14 Dec 2013 Page 1 arXiv:1312.4022v1 [math.RA] 14 Dec
2013 EXTENDED ARMENDARIZ RINGS NAZIM AGAYEV, ABDULLAH HARMANCI, AND …

Abstract Let\(R\) be a ring. A right\(R\)-module\(M\) is called\(\mathrm {d}\)-Rickart if for every
endomorphism\(\varphi\) of\(M\),\(\varphi (M)\) is a direct summand of\(M\) and it is …

It is shown that a commutative reduced ring R is a Baer ring if and only if it is a CS-ring; if
and only if every dense subset of Spec (R) containing Max (R) is an extremally disconnected …

On Armendariz Rings Page 1 Beiträge zur Algebra und Geometrie Contributions to Algebra
and Geometry Volume 50 (2009), No. 2, 363-368. On Armendariz Rings Chahrazade Bakkari …

A ring with unity is called Baer (quasi-Baer) if the left annihilator of each nonempty set (ideal)
is generated by an idempotent element. The origins of the class of Baer rings evolved as an …