In this article, we develop some important results relating to the concepts of generalized k-
derivation and Jordan generalized k-derivation of certain gamma rings. Though every …

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 article, we define k-derivation and Jordan kderivation of Γ-rings as well as different
types of Γ-rings, and develop some important results relating to these concepts. In general …

We know that every Jordan generalized k-DERIVATION of a é-ring is not a generalized k-
DERIVATION of the same, in general. Here, we develop a number of lemmas relating to …

The notion of a Γ-ring, a concept more general than a ring, was defined by Nobusawa [3].
Barnes [1] weakened slightly the conditions in the definition of Γ-ring in the sense of …

This article defines k-endomorphism and anti-k-endomorphism on ΓN-rings, and uses the
concept of k-derivation of ΓN-rings. Considering M as a semiprime ΓN-ring and d as a k …

In this paper, the $ k $-derivation is defined on a $\Gamma $-ring $ M $(that is, if $ M $ is a
$\Gamma $-ring, $ d: M\to M $ and $ k:\Gamma\to\Gamma $ are to additive maps such that …

We study some properties of permuting tri-derivations on semiprime Γ-rings with a certain
assumption. Let M be a 3-torsion free semiprime Γ-ring satisfying a certain assumption and …

TWO-SIDED Γ-α-DERIVATIONS IN PRIME AND SEMIPRIME Γ-NEAR-RINGS 1. Introduction
The notion of Γ-near-rings, as a generalizatio Page 1 Commun. Korean Math. Soc. 23 (2008) …

γ-ORTHOGONAL FOR K-DERIVATIONS AND K- REVERSE DERIVATIONS Page 1 Journal of
Physics: Conference Series PAPER • OPEN ACCESS γ-ORTHOGONAL FOR K-DERIVATIONS …