On -skew reflexive-nilpotents-property for rings
In this paper, we study the reflexive-nilpotents-property (briefly, RNP) for Ore extensions of
injective type, and more generally, skew PBW extensions. With this aim, we introduce the …
injective type, and more generally, skew PBW extensions. With this aim, we introduce the …
Reflexivity of rings via nilpotent elements
An ideal $ I $ of a ring $ R $ is called left N-reflexive if for any $ a\in $ nil $(R) $, $ b\in R $,
being $ aRb\subseteq I $ implies $ bRa\subseteq I $ where nil $(R) $ is the set of all …
being $ aRb\subseteq I $ implies $ bRa\subseteq I $ where nil $(R) $ is the set of all …
Reflexive-nilpotents-property skewed by ring endomorphisms
A Bhattacharjee - Arabian Journal of Mathematics, 2020 - Springer
The reflexive property for rings was introduced by Mason and play roles in noncommutative
ring theory. A ring R is called reflexive if for a, b ∈ R a, b∈ R, aRb= 0 a R b= 0 implies bRa …
ring theory. A ring R is called reflexive if for a, b ∈ R a, b∈ R, aRb= 0 a R b= 0 implies bRa …
Symmetricity and reversibility from the perspective of nilpotents
In this paper, we deal with the question that what kind of properties does a ring gain when it
satisfies symmetricity or reversibility by the way of nilpotent elements? By the motivation of …
satisfies symmetricity or reversibility by the way of nilpotent elements? By the motivation of …
Yansımalı halkalar ve uzantıları
H Cirman - 2019 - openaccess.ahievran.edu.tr
Tez temel kavramlar ve iki ana başlıktan oluşmaktadır. Bunlardan ilki'Yansımalı Halkalar ve
Uzantıları've ikincisi'Eş Kare Elemanlar Üzerinde Yansıma Özelliği'şeklinde …
Uzantıları've ikincisi'Eş Kare Elemanlar Üzerinde Yansıma Özelliği'şeklinde …
Reflexive property on rings with involution
A Bhattacharjee, US Chakraborty - Asian-European Journal of …, 2019 - World Scientific
Mason introduced the notion of reflexive property for rings which play roles in
noncommutative ring theory. In this paper, we extend this property to rings with involution …
noncommutative ring theory. In this paper, we extend this property to rings with involution …