NEAR-RING PRIMA DAN SEMIPRIMA YANG DILENGKAPI DENGAN DERIVATIF | Zendy

Ningrum Astriawati | Zendy

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NEAR-RING PRIMA DAN SEMIPRIMA YANG DILENGKAPI DENGAN DERIVATIF

Author(s) -

Ningrum Astriawati

Publication year - 2015

Publication title -

jurnal edukasi dan sains matematika (jes-mat)

Language(s) - English

Resource type - Journals

eISSN - 2621-4202

pISSN - 2460-8904

DOI - 10.25134/jes-mat.v1i1.1158

Subject(s) - homomorphism , ring (chemistry) , mathematics , semiprime , primitive ring , order (exchange) , semiprime ring , endomorphism , principal ideal ring , pure mathematics , discrete mathematics , multiplication (music) , combinatorics , commutative ring , commutative property , prime (order theory) , chemistry , organic chemistry , finance , economics

Let be a semiprime near-ring with derivations of . Derivations are referred to group additive endomorphism with multiplication operating of (. )= ()+ () = 0 for each , ∈ . This paper gives sufficient conditions on a subset near-ring order derivation of each of its members is equal to 0. Let N be a semiprime near-ring and AN such that 0 ∈ ,. ⊆ and d derivation of N. The purpose of this paper is to prove that if d acts as a homomorphism on A or as an anti-homomorphism on then d(A) = 0

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