Sign in
Commutatively closed sets in rings
Journal article   Peer reviewed

Commutatively closed sets in rings

Dilshad Alghazzawi and Andre Gerard Leroy
Communications in algebra, Vol.47(4), pp.1629-1641
03/04/2019

Abstract

Mathematics Physical Sciences Science & Technology
Encompassing many standard notions such as Dedekind finite and reversible rings we introduce and study a new property for subsets of a ring. We give many examples and characterize some rings such as 2-primal rings with the aid of this notion.

Metrics

1 Record Views

Details