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18 results with keyword: 'regarding commutativity have been obtained in the settingof prime near rings satisfying some properties and identities involving derivations'

On Commutativity of *-Prime Near-Rings with Derivations

Analogues of some ring theoretic results, regarding commutativity have been obtained in the setting of ∗ -prime near-rings satisfying some properties and identities

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2020
Generalized Multiplicative Derivations in Near-Rings

In the present paper, we have obtained the commutativity of 3-prime near-rings, equipped with left generalized multiplicative derivations and satisfying some differential identities

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2020
Optimized Multiplicative Derivations in Close to Rings

In the present paper, we have obtained the commutativity of 3-prime near-rings, equipped with left generalized multiplicative derivations and satisfying some

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2020
Left Semi derivations in Prime near-rings

Recently there has been a great deal of wok concerning commutativity of prime and semi-prime rings with derivations satisfying certain differential identities

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2022
Vol 9, No 2 (2018)

Some well known results characterizing commutativity of 3-prime near rings by

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2020
The impact of Vicarious Trauma on Indigenous health researchers

Results: In exploring how Aboriginal and Torres Strait Islander women managed their own health and wellbeing, compelling stories of trauma, domestic violence and generational

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2021
SHARED SERVICES, ENERGY, FACILITIES & TRIBAL RELATIONS. Keep Alaska Moving through service and infrastructure

Facilities Maintenance Finance Procurement Human Resources Operations & Technology Agency Education Facilities Maintenance Finance Procurement Human Resources Operations &

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2021
On derivations and commutativity in prime rings

Mikhalev, Rings with Generalized Identities , Mono- graphs and Textbooks in Pure and Applied Mathematics, vol.. Martindale, III, Centralizing mappings of semiprime rings

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2020
Heat Transfer Enhancement by using Different Types of Inserts in Forced Convection

Keywords: Heat Transfer Coefficient, Twisted Tapes and Triangular Fin Type Insert, Turbulent Flow, Friction Factor, Reynolds Number, Nusselt

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α-Translations of intuitionistic fuzzy (at-subalgebras) at-ideals on at-algebras

The notion of intuitionistic fuzzy extensions and intuitionistic fuzzy multiplications of fuzzy AT-ideals with several related properties are investigated.. Also the

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2020
RESULTS ON PRIME NEAR-RING WITH (σ, τ )-DERIVATION

Recently, some results concerning commutativity in prime near-rings with derivation have been generalized in several ways.. The primary purpose of this paper is to generalize

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2021
Makoto IKEDA, Ph.D., Senior Researcher, Asian Disaster Reduction Center

National Research Institute for Earth Science and Disaster Resilience (NIED) has a Large-Scale Earthquake Simulators in

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2021
Left Annihilator of Identities Involving Generalized Derivations in Prime Rings

Pradhan, Generalized Derivations Acting as Homomorphisms or anti-Homomorphisms with Central Values in Semiprime Rings, Miskolc Math.. Rahmani, Generalized Derivations as

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2020
On commutativity of near rings with generalized derivations

The study of commutativity of 3-prime near-rings by using derivations was initiated by Bell and Mason in 1987 in [4].. After that, Beidar, Fong and Wang generalize some results

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2020
(1,α)- Derivations in Prime г - near Rings

The recent literature contains numerous results on commutativity in prime and semiprime rings admitting suitably constrained derivations and generalized derivations,

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2020
Left Generalized Derivations and Commutativity of Prime Rings

&VijayaKumar,V, “Centralizing and commuting left generalized derivations on prime rings”, Bulletin of Mathematical Science and Applications,vol.11, pp.1-3,2015.

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Identities in $3$-prime near-rings with left multipliers

Several authors investigated the commutativity in prime and semiprime rings admitting derivations and generalized derivations which satisfy appropriate algebraic conditions on

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2020
Buoyancy Driven Heat Transfer of Water-Based CuO Nanofluids in a Tilted Enclosure with a Heat Conducting Solid Cylinder on its Center

There is also a remarkable increase in the average heat transfer rate with increasing solid volume fraction due to the increase in thermal energy transport from the hot wall to the

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