Zero-Power Valued Mappings with Dependent Element of Associative Rings

angham Shaban; Mehsin Jabel  Atteya

doi:10.47831/mjpas.v2i3.124

Authors

angham Shaban a:1:{s:5:"en_US";s:22:"University mostunsrey ";}
Mehsin Jabel Atteya

DOI:

https://doi.org/10.47831/mjpas.v2i3.124

Keywords:

Free action, semi-prime ring, derivation, commuting mapping

Abstract

Let R` be a semi prime rings. An additive mapping L: R`→R` is called a zero-power valued on V over L is preserving V and if for each p belongs to V, that’s meaning, there exists a positive integer n(p) > 1 such that L^(n(p))(p) = 0. The main purpose of this article is to study the notion of an additive mapping which is named zero-power valued mapping with dependent element of a semi prime ring. As a factual information, we deliver some results concerning that.