2017•Zenodo (CERN European Organization for Nuclear Research)Open access

Optimized Multiplicative Derivations in Close to Rings

Bheema Nayak K, Mesa Kalpana, Dasi Sandhya

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Abstract

In the present paper, we investigate the commutatively of 3-prime near-rings satisfying certain conditions and identities involving left generalized multiplicative derivations. Moreover, examples have been provided to justify the necessity of 3-primeness condition in the hypotheses of various results.

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What this paper is about

In the present paper, we investigate the commutatively of 3-prime near-rings satisfying certain conditions and identities involving left generalized multiplicative derivations. Moreover, examples have been provided to justify the necessity of 3-primeness condition in the hypotheses of various results.

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Available abstract

In the present paper, we investigate the commutatively of 3-prime near-rings satisfying certain conditions and identities involving left generalized multiplicative derivations. Moreover, examples have been provided to justify the necessity of 3-primeness condition in the hypotheses of various results.

Key concepts: Multiplicative function, Mathematics, Pure mathematics, Mathematical analysis

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