Polynomial rings over hereditary Noetherian prime rings have the following properties: The
global dimension is two, and any ideal with left v-ideal or right v-ideal is a projective ideal …

Let R be a hereditary Noetherian prime ring with derivation δ. We describe all projective
ideals of a differential polynomial ring R [x; δ] and give some examples of hereditary …

The polynomial rings over hereditary Noetherian prime rings have global dimension 2 and
any two-sided ideal which is either left v-ideal or right v-ideal is left and right projective. By …

In this article we give a characterization of left (right) quasi-duo differential polynomial rings.
We provide non-trivial examples of such rings and give a complete description of the …

In this article we give a characterization of left (right) quasi-duo differential polynomial rings.
In particular, we show that a differential polynomial ring is left quasi-duo if and only if it is …

In this paper, we give a characterization of left (right) quasi-duo differential polynomial rings.
In particular, we show that a differential polynomial ring is left quasi-duo if and only if it is …

NEW CHARACTERIZATIONS OF GENERALIZED DEDEKIND PRIME RINGS Page 1
S0219498811004963 Journal of Algebra and Its Applications Vol. 10, No. 5 (2011) 821–825 …

Full article: Iterated differential polynomial rings over locally nilpotent rings Skip to Main Content
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ABSTRACT A ring R is called a left APP-ring if for each element a∈ R, the left annihilator l R
(Ra) is right s-unital as an ideal of R or equivalently R∕ l R (Ra) is flat as a left R-module. In …

Skew polynomial rings over 2-primal rings Page 1 COMMUNICATIONS IN ALGEBRA, 27(9),
44 1 1-4423 (1 999) SKEW POLYNOMIAL RINGS OVER 2-PRIMAL RINGS Greg Marks …