On multiplication Γ-modules Page 1 RATIO MATHEMATICA 26 (2014), 21-38 ISSN:1592-7415
On multiplication Γ-modules AA Estaji1, A. As. Estaji2, AS Khorasani3, S. Baghdari4 1 2 3 4 …

Abstract‎ One of the first constructions of algebra is the quotient field of a commutative
integral domain, constructed as a set of fractions‎,‎ which can lead to a very useful technique …

In this paper, firstly as a short note, we prove that a left derivation of a semiprime $\Gamma $-
ring $ M $ must map $ M $ into its center, which improves a result by Paul and Halder and …

The aim of this paper is to construct fraction of a Γ-module over a commutative Γ-ring. There
should be an appropriate set S of elements in a Γ-ring R to be used as a Γ-module of …

This article is based on some derivations of certain gamma rings. Giving the definitions of k-
derivation and Jordan k-derivation of a gamma ring as well as that of certain gamma rings …

In this paper, we obtain some equivalent conditions for semi uniformly strongly prime Γ-near
rings N and the semi uniformly strongly prime radical Psus (N) coincides with P< sub> …

One of the first constructions of algebra is the quotient field of a commutative integral domain
constructed as a set of fractions. The noncommutative case is restrictive. In this article, the …

In this paper, we introduce M-Grothendieck groups and investigate their properties. We
prove that MK< sub> 0(R)≅ K< sub> 0(End< sub> RM), and every finitely generated …