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- Title
Weakly Right IQNN Rings.
- Authors
Yang Lee; Sang Bok Nam; Zhelin Piao
- Abstract
In this article we look at the property of a 2 by 2 full matrix ring over the ring of integers, of being weakly right IQNN. This generalisation of the property of being right IQNN arises from products of idempotents and nilpotents. We shown that it is, indeed, a proper generalization of right IQNN. We consider the property of beign weakly right IQNN in relation to several kinds of factorizations of a free algebra in two indeterminates over the ring of integers modulo 2.
- Subjects
RINGS of integers; IDEMPOTENTS; PROPERTY rights; GENERALIZATION; ALGEBRA
- Publication
Kyungpook Mathematical Journal, 2023, Vol 63, Issue 2, p175
- ISSN
1225-6951
- Publication type
Article
- DOI
10.5666/KMJ.2023.63.2.175