Title of article :
ON (α, τ)-P-DERIVATIONS OF NEAR-RINGS
Author/Authors :
Mouhssine ، Samir Department of Mathematics - Polydisciplinary Faculty-Taza - University Sidi Mohammed Ben Abdellah-Fez , Boua ، Abdelkarim Department of Mathematics - Polydisciplinary Faculty-Taza - University Sidi Mohammed Ben Abdellah-Fez
Abstract :
The relationship between derivations and algebraic structures of quotient near-rings has become a fascinating topic in modern algebra in recent decades. Assume N is a near-ring and P is its prime ideal. In this paper we introduce the notion of (α, τ )-P-derivation in near-rings. Also, we study the structure of the quotient near-rings N /P that satisfies certain algebraic identities involving (α, τ )-P-derivation.
Keywords :
Near , rings , Prime ideals , (α, τ ) , derivations , Commutativity
Journal title :
Journal of Algebraic Systems
Journal title :
Journal of Algebraic Systems
