-
-derivations on left near-rings
Abstract
Suppose that
is a near-ring and
is a
-prime ideal of
. In this paper we introduce the notion of
-
derivation in near-rings, we also study the structure of the quotient near-ring
which satisfies certain algebraic identities involving
-
derivations.









DOI Code:
10.1285/i15900932v42n2p93
Keywords:
Near-rings; Prime ideals; (alfa,tau)-derivations; Commutativity
Full Text: PDF