On rings with weak property (A) and their extensions
In this paper, we introduce the concept of rings with right (left) weak property (A) which is a
generalization of rings with right (left) property (A). A ring R has right (left) weak property (A) …
generalization of rings with right (left) property (A). A ring R has right (left) weak property (A) …
[PDF][PDF] On rings with weak property (A) and their extensions
RK Sharma, AB Singh - iitd.ac.in
According to Kaplansky [23] if R is a commutative Noetherian ring then the annihilator of an
ideal I consisting entirely of zero-divisors is nonzero. However, this result is not true for non …
ideal I consisting entirely of zero-divisors is nonzero. However, this result is not true for non …
On rings with weak property (A) and their extensions.
RK Sharma, AB Singh - Journal of Algebra & Its Applications, 2023 - search.ebscohost.com
In this paper, we introduce the concept of rings with right (left) weak property (A) which is a
generalization of rings with right (left) property (A). A ring R has right (left) weak property (A) …
generalization of rings with right (left) property (A). A ring R has right (left) weak property (A) …