Ham, K., Jeon, Y., Kang, J., Kim, N., Lee, W., Lee, Y., Ryu, S. and Yang, H. (2008) IFP Rings and Near-IFP Rings. Journal of the Korean Mathematical Society, 45, 727-740.
https://doi.org/10.4134/JKMS.2008.45.3.727

has been cited by the following article:

• TITLE: NC-Rings and Some Commutativity Conditions

  AUTHORS: S. Khalid Nauman, Najat M. Muthana

  KEYWORDS: NC-Rings, NC-Rngs, Semi-Projective-Morita-Contexts, Right Ck-Goldie Rings

  JOURNAL NAME: Advances in Pure Mathematics, Vol.9 No.2, February 28, 2019

  ABSTRACT: Sum of two nilpotent elements in a ring may not be nilpotent in general, but for commutative rings this sum is nilpotent. In between commutative and non-commutative rings there are several types of rings in which this property holds. For instance, reduced, NI, AI (or IFP), 2-primal, reversible and symmetric, etc. We may term these types of rings as nearby commutative rings (in short NC-rings). In this work we have studied properties and various characterizations of such rings as well as rngs. As applications, we have investigated some commutativity conditions by involving semi-projective-Morita-contexts and right Ck-Goldie rings.